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<title>Latest News &#45; National and International News &#45; Showbiz News &#45; : Business</title>
<link>https://news.bangboxonline.com/rss/category/business</link>
<description>Latest News &#45; National and International News &#45; Showbiz News &#45; : Business</description>
<dc:language>en</dc:language>
<dc:rights>Copyright 2026 Bang Box online &#45; All Rights Reserved.</dc:rights>

<item>
<title>Scalable Car Rental App Development Company for Mobility Startups</title>
<link>https://news.bangboxonline.com/scalable-car-rental-app-development-company-for-mobility-startups</link>
<guid>https://news.bangboxonline.com/scalable-car-rental-app-development-company-for-mobility-startups</guid>
<description><![CDATA[ Dinoustech is a trusted Car Rental App Development Company offering custom, scalable, and user-friendly apps with advanced features for modern mobility solutions. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a8b7779ba5.jpg" length="98138" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 19:05:07 +0500</pubDate>
<dc:creator>Dinoustech</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The mobility industry has changed quickly over the past ten years due to new technology and shifts in what consumers want. Startups are changing how people commute, travel, and access transportation services. As on-demand services grow, car rental apps have become an important part of this landscape, providing convenience, flexibility, and efficiency. To thrive in this competitive market, startups must have scalable and high-performing applications, making the role of a </span><a href="https://www.dinoustech.com/car-rental-app-development.html"><span>car rental app development company</span></a><span> more crucial than ever.</span></p>
<p dir="ltr"><span>India has become a top destination for software and app development, offering creative solutions that meet the needs of modern businesses. A scalable car rental app development company in India focuses on creating solid applications that can manage growing user demands while maintaining performance and reliability.</span></p>
<h3 dir="ltr"><span>The Importance of Scalability in Car Rental Apps</span></h3>
<p dir="ltr"><span>Scalability is essential for any mobility startup that wants long-term success. As user demand increases, the application needs to handle more traffic, manage multiple bookings, and process real-time data without losing performance. A scalable car rental app allows startups to grow their operations without needing frequent upgrades.</span></p>
<p dir="ltr"><span>A well-designed app enables businesses to add new features, integrate new technologies, and expand into new markets easily. This adaptability is vital for startups that want to grow quickly and respond to changing market conditions. By working with an experienced development company, startups can ensure that their app is built with scalability in mind.</span></p>
<h3 dir="ltr"><span>Key Features of a Modern Car Rental Application</span></h3>
<p dir="ltr"><span>A successful car rental app goes beyond just booking functionality. It includes many features that improve user experience and simplify operations. From real-time vehicle tracking and secure payment options to user-friendly interfaces and smart search filters, every feature is vital for the app’s success.</span></p>
<p dir="ltr"><span>Modern applications also use technologies like GPS tracking, AI-based suggestions, and automated booking systems. These features not only boost user convenience but also help businesses improve their operations. A scalable car rental app development company ensures these features are integrated smoothly into the application, creating an efficient platform.</span></p>
<h3 dir="ltr"><span>Custom Development for Mobility Startups</span></h3>
<p dir="ltr"><span>Every mobility startup has unique needs and business models. Some focus on peer-to-peer car rentals, while others run fleet-based services or offer subscription models. Custom app development allows startups to create solutions tailored to their specific requirements, ensuring a better fit with their business goals.</span></p>
<p dir="ltr"><span>Dinoustech understands the importance of customization and provides solutions that match various business models. By combining technical skills with industry knowledge, Dinoustech helps startups build applications that stand out in a crowded market. Their approach emphasizes delivering scalable and innovative solutions that support long-term growth.</span></p>
<h3 dir="ltr"><span>Leveraging Advanced Technologies for Competitive Advantage</span></h3>
<p dir="ltr"><span>Using advanced technologies is key to making a competitive car rental app. Artificial intelligence can help with demand forecasting and personalized suggestions, while cloud computing offers scalability and flexibility. The Internet of Things allows for real-time vehicle monitoring, boosting safety and efficiency.</span></p>
<p dir="ltr"><span>A scalable car rental app development company utilizes these technologies to develop smart and future-ready applications. By adopting modern development methods, startups can stay ahead of their competitors and provide better services to their customers. Dinoustech excels at integrating these technologies, offering clients cutting-edge solutions that drive success.</span></p>
<h3 dir="ltr"><span>Enhancing User Experience and Engagement</span></h3>
<p dir="ltr"><span>User experience is critical to any mobile app's success. A well-designed interface, smooth navigation, and quick response times are vital for keeping users and encouraging repeat bookings. Car rental apps must be intuitive and straightforward, making it easy for customers to complete bookings.</span></p>
<p dir="ltr"><span>Personalization is another crucial element of user engagement. By looking at user behavior and preferences, apps can offer tailored recommendations and deals. This not only boosts customer satisfaction but also increases revenue chances for startups. A scalable car rental app development company focuses on creating user-friendly designs that enhance engagement and drive growth.</span></p>
<h3 dir="ltr"><span>Security and Reliability in App Development</span></h3>
<p dir="ltr"><span>As reliance on digital platforms grows, security has become a top priority for mobility startups. Car rental apps handle sensitive user data, including payment information and personal details, making strong security measures essential. From data encryption to secure authentication methods, every part of the app must prioritize security.</span></p>
<p dir="ltr"><span>Reliability is just as important, as users expect the app to work flawlessly all the time. Downtime or technical issues can result in lost revenue and harm the brand’s reputation. By collaborating with a trusted development company like Dinoustech, startups can ensure their applications are secure and reliable, offering a seamless experience for users.</span></p>
<h3 dir="ltr"><span>Conclusion: Building the Future of Mobility with Scalable Solutions</span></h3>
<p dir="ltr"><span>The future of mobility relies on innovation, scalability, and user-focused design. As startups continue to change the transportation sector, the demand for advanced car rental applications will keep growing. A scalable car rental app development company is vital in helping these startups create robust and future-ready platforms.</span></p>
<p dir="ltr"><span>Dinoustech is a dependable partner for mobility startups, providing innovative solutions that combine scalability, performance, and security. By leveraging advanced technologies and focusing on customer needs, Dinoustech helps businesses achieve their objectives and build a strong presence in the competitive mobility market. With the right development partner, startups can unlock new opportunities and succeed in the ever-changing world of transportation.</span></p>]]> </content:encoded>
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<title>Innovative Software Development Company in India for Smart Technologies</title>
<link>https://news.bangboxonline.com/innovative-software-development-company-in-india-for-smart-technologies-72392</link>
<guid>https://news.bangboxonline.com/innovative-software-development-company-in-india-for-smart-technologies-72392</guid>
<description><![CDATA[ Dinoustech is a leading Software Development Company in India delivering secure, scalable, and custom solutions for startups and enterprises. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a892e96d75.jpg" length="84869" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 17:57:07 +0500</pubDate>
<dc:creator>Dinoustech</dc:creator>
<media:keywords>software development company in india, custom software development india, top software companies india</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>In today’s fast-changing digital world, businesses are increasingly using smart technologies to remain competitive and prepared for the future. From artificial intelligence and machine learning to cloud computing and the Internet of Things, modern companies need software that is not only functional but also intelligent and flexible. This growing need has made innovative </span><a href="https://www.dinoustech.com/"><span>software development companies</span></a><span> in India key players in driving digital transformation across various industries.</span></p>
<p dir="ltr"><span>India has become a global center for software development, providing a mix of technical skill, cost-effectiveness, and cutting-edge ideas. Companies in this field do more than just create software; they build smart ecosystems that help businesses automate tasks, improve user experiences, and discover new growth chances.</span></p>
<h3 dir="ltr"><span>The Rise of Innovation in Software Development</span></h3>
<p dir="ltr"><span>Innovation is essential in software development today. Companies want solutions that go beyond traditional frameworks and embrace new technologies. Indian software development companies are at the forefront of this change, integrating smart technologies into their processes. These innovations let organizations make decisions based on data, improve efficiency, and create tailored customer experiences.</span></p>
<p dir="ltr"><span>An innovative software development company in India focuses on understanding the specific challenges of each client and developing customized solutions. Whether it’s creating AI-powered applications, blockchain-based platforms, or cloud-native systems, these firms ensure that the software supports their client’s long-term business objectives. This method improves performance and supports sustainability in a competitive environment.</span></p>
<h3 dir="ltr"><span>Leveraging Smart Technologies for Business Growth</span></h3>
<p dir="ltr"><span>Smart technologies are reshaping how businesses function. Artificial intelligence provides predictive analytics and automation, while IoT connects devices to form seamless ecosystems. Cloud computing offers flexibility, helping businesses adjust quickly to changing demands. Indian software development companies are leading the way in utilizing these technologies to produce impactful solutions.</span></p>
<p dir="ltr"><span>By embracing smart technologies, businesses can smooth out operations, cut costs, and make better decisions. For example, AI-driven chatbots can improve customer support, while analytics tools offer valuable insights into consumer behavior. An innovative software development company in India ensures these technologies are integrated into the business infrastructure, boosting efficiency and productivity.</span></p>
<h3 dir="ltr"><span>Custom Software Solutions for Modern Enterprises</span></h3>
<p dir="ltr"><span>Every business is different, and its software needs are too. This is where custom software development is vital. Indian companies excel at creating tailored solutions that meet specific business needs. From startups to large corporations, organizations benefit from software designed to tackle their unique challenges and goals.</span></p>
<p dir="ltr"><span>Dinoustech, for example, is known for providing customized software solutions that blend innovation with practicality. By focusing on user-centered design and solid development practices, Dinoustech helps businesses reach their digital targets smoothly. Their expertise in smart technologies ensures clients receive efficient and future-ready solutions.</span></p>
<h3 dir="ltr"><span>Agile Development and Seamless Integration</span></h3>
<p dir="ltr"><span>Agility is essential in current software development. Businesses require solutions that can quickly respond to market changes and shifting customer demands. Indian software development companies employ agile methods to ensure faster development cycles, ongoing feedback, and better collaboration.</span></p>
<p dir="ltr"><span>Seamless integration is another important element of software development. Modern applications must work smoothly with existing systems and third-party tools. An innovative software development company in India designs software for compatibility and flexibility, allowing businesses to grow their operations without technical barriers.</span></p>
<h3 dir="ltr"><span>Enhancing User Experience Through Innovation</span></h3>
<p dir="ltr"><span>User experience is central to effective software solutions. No matter how advanced a technology is, it should be easy to use and accessible. Indian developers emphasize intuitive design and user-friendly interfaces to ensure applications provide maximum benefit to end-users.</span></p>
<p dir="ltr"><span>Smart technologies greatly enhance user experience. Features like voice recognition, personalized suggestions, and real-time analytics create a smooth and engaging experience for users. Companies like Dinoustech recognize the importance of user satisfaction and concentrate on delivering solutions that are both innovative and practical.</span></p>
<h3 dir="ltr"><span>Security and Reliability in Software Development</span></h3>
<p dir="ltr"><span>As businesses depend more on digital solutions, security has become a top concern. Data breaches and cyber threats can have serious consequences, making secure and reliable software essential. Indian software development companies adopt advanced security practices to protect sensitive information and maintain system integrity.</span></p>
<p dir="ltr"><span>From secure coding techniques to regular updates and testing, these firms take a proactive stance on cybersecurity. An innovative software development company in India integrates security into every phase of the development process, giving clients peace of mind and dependable solutions in the long run.</span></p>
<h3 dir="ltr"><span>Conclusion: Driving the Future with Smart Technologies</span></h3>
<p dir="ltr"><span>The future of business is rooted in smart technologies, and software development companies in India play a key role in shaping this future. By merging innovation, expertise, and a customer-focused approach, these companies help businesses navigate the complexities of digital change.</span></p>
<p dir="ltr"><span>Dinoustech embodies this vision by providing intelligent, flexible, and secure software solutions tailored to modern business needs. As technology evolves, working with an innovative software development company in India will be crucial for organizations aiming to stay competitive. With the right knowledge and an emphasis on smart technologies, businesses can explore new possibilities and achieve lasting growth in the digital age.</span></p>]]> </content:encoded>
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<title>Card Printing Business: Transform Your Brand Visibility Before Competitors Do</title>
<link>https://news.bangboxonline.com/card-printing-business-transform-your-brand-visibility-before-competitors-do</link>
<guid>https://news.bangboxonline.com/card-printing-business-transform-your-brand-visibility-before-competitors-do</guid>
<description><![CDATA[ Start or grow your card printing business with high quality customizable cards. Perfect for entrepreneurs and companies offering business membership or event cards. Enjoy vibrant prints durable materials and fast turnaround for professional results ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a8129bba22.jpg" length="124902" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 17:51:01 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s fiercely competitive marketplace, standing out is no longer optional. Businesses that invest in high-quality printed materials consistently attract more attention, build stronger brand recognition, and leave lasting impressions on customers. A thriving <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>card printing business</b></a></span></strong> provides the foundation for impactful marketing, helping organizations create memorable business cards, promotional materials, invitations, and more. The opportunity to elevate your brand image has never been greater, and delaying action could mean missing valuable opportunities while competitors capture the spotlight.<o:p></o:p></p>
<p class="MsoNormal"><b>Why First Impressions Matter More Than Ever<o:p></o:p></b></p>
<p class="MsoNormal">Consumers form opinions within seconds, and the quality of your printed materials can significantly influence how your business is perceived. Professionally designed and expertly printed cards communicate credibility, trustworthiness, and attention to detail. Whether you're networking at industry events or meeting potential clients, premium print products help establish authority from the very first interaction.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print understands the importance of making every impression count. With exceptional printing quality and precision craftsmanship, businesses can showcase their professionalism in a way that instantly captures attention and inspires confidence.<o:p></o:p></p>
<p class="MsoNormal"><b>Unlock Greater Business Opportunities Through Premium Printing<o:p></o:p></b></p>
<p class="MsoNormal">The difference between average marketing materials and extraordinary ones can determine whether a prospect remembers your brand or forgets it entirely. High-end printing solutions provide sharper colors, superior finishes, and enhanced durability that keep your message visible long after competitors' materials have been discarded.<o:p></o:p></p>
<p class="MsoNormal">A successful <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">card printing business</span></strong> empowers organizations to create customized products tailored to their specific goals. From elegant business cards to eye-catching promotional pieces, premium printing enables businesses to strengthen relationships, increase referrals, and generate new opportunities with remarkable effectiveness.<o:p></o:p></p>
<p class="MsoNormal"><b>Expand Your Marketing Reach with Innovative Display Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Modern businesses require versatile marketing tools capable of attracting attention in diverse environments. One increasingly popular option is <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>fabric poster printing singapore</b></a></span></strong>, a solution that combines visual appeal with durability and convenience. Fabric posters deliver vibrant graphics, lightweight portability, and a sophisticated appearance that traditional displays often struggle to match.<o:p></o:p></p>
<p class="MsoNormal">Whether used at exhibitions, retail stores, conferences, or promotional events, fabric posters create a striking visual presence that enhances brand visibility. Their professional finish helps businesses stand out in crowded environments while delivering marketing messages with exceptional clarity and impact.<o:p></o:p></p>
<p class="MsoNormal"><b>The Competitive Advantage of Quality and Reliability<o:p></o:p></b></p>
<p class="MsoNormal">Every marketing investment should generate measurable value, and quality printing plays a critical role in maximizing returns. Poorly produced materials can damage credibility and reduce customer engagement. In contrast, professionally printed products reinforce trust and demonstrate a commitment to excellence.<o:p></o:p></p>
<p class="MsoNormal">Businesses that prioritize premium printing solutions often experience improved customer perception and stronger brand loyalty. <b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> delivers meticulous attention to detail throughout the production process, ensuring every project reflects the highest standards of quality and professionalism.<o:p></o:p></p>
<p class="MsoNormal"><b>Make Events and Promotions Impossible to Ignore<o:p></o:p></b></p>
<p class="MsoNormal">Trade shows, product launches, corporate events, and networking functions represent valuable opportunities to attract new customers. However, success depends on your ability to capture attention quickly and effectively. Strategic use of professionally printed materials creates a memorable brand experience that encourages engagement and increases conversion potential.<o:p></o:p></p>
<p class="MsoNormal">Combining high-quality cards with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">fabric poster printing singapore</span></strong> solutions enables businesses to create a cohesive and visually impressive marketing presence. This integrated approach helps organizations communicate their message more effectively while maximizing exposure across multiple customer touchpoints.<o:p></o:p></p>
<p class="MsoNormal"><b>Speed, Precision, and Consistency Deliver Results<o:p></o:p></b></p>
<p class="MsoNormal">In fast-moving business environments, deadlines matter. Marketing campaigns, corporate events, and promotional initiatives often require rapid turnaround times without compromising quality. Reliable printing services ensure projects are completed efficiently while maintaining exceptional standards across every order.<o:p></o:p></p>
<p class="MsoNormal">A trusted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">card printing business</span></strong> partner provides consistency that businesses can depend on repeatedly. From small batches to large-scale printing requirements, maintaining quality and accuracy helps organizations present a polished image at every stage of growth.<o:p></o:p></p>
<p class="MsoNormal"><b>Future-Proof Your Brand with Modern Print Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Digital marketing continues to evolve, but physical marketing materials remain one of the most effective ways to create lasting connections. Tangible print products offer a level of engagement that digital channels often cannot replicate. Customers can hold them, share them, and remember them long after online advertisements disappear.<o:p></o:p></p>
<p class="MsoNormal">Businesses seeking long-term growth increasingly incorporate premium print solutions into their broader marketing strategies. Investing in professionally produced materials today positions organizations for stronger visibility, enhanced credibility, and greater market influence tomorrow.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Action Before the Opportunity Passes<o:p></o:p></b></p>
<p class="MsoNormal">The most successful brands understand that visibility drives growth. Every day spent using outdated or ineffective marketing materials represents a missed opportunity to attract customers and strengthen brand recognition. Now is the time to elevate your marketing efforts with premium printing solutions that deliver real impact.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">letter envelope</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">life size standee</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">magazine printing singapore</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>How Expert Hawaii Auto Shipping Companies Handle Vehicle Transport</title>
<link>https://news.bangboxonline.com/How-Expert-Hawaii-Auto-Shipping-Companies-Handle-Vehicle-Transport</link>
<guid>https://news.bangboxonline.com/How-Expert-Hawaii-Auto-Shipping-Companies-Handle-Vehicle-Transport</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a897a6ad5c.jpg" length="88926" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 17:41:44 +0500</pubDate>
<dc:creator>jnrgloballogistics</dc:creator>
<media:keywords>Hawaii Auto Shipping Companies</media:keywords>
<content:encoded><![CDATA[<p bis_size="{" x":8,"y":14,"w":549,"h":40,"abs_x":310,"abs_y":1004}"="">Shipping a vehicle to Hawaii sounds simple until you start looking at how much coordination actually happens behind the scenes.</p>
<p bis_size="{" x":8,"y":68,"w":549,"h":60,"abs_x":310,"abs_y":1058}"="">A car is not just loaded onto a ship and sent across the ocean. Timing has to line up. Port schedules matter. Paperwork has to be right the first time. One mistake can push delivery back days.</p>
<p bis_size="{" x":8,"y":142,"w":549,"h":60,"abs_x":310,"abs_y":1132}"="">That is why experienced <a target="_blank" rel="noopener noreferrer" href="https://jnrgloballogistics.com/category/moving-to-from-hawaii/" bis_size="{" x":162,"y":144,"w":222,"h":15,"abs_x":464,"abs_y":1134}"=""><strong bis_size="{" x":162,"y":144,"w":222,"h":15,"abs_x":464,"abs_y":1134}"=""><u bis_size="{" x":162,"y":144,"w":222,"h":15,"abs_x":464,"abs_y":1134}"="">Hawaii Auto Shipping Companies</u></strong></a> handle the process very differently from general transport brokers. Most of the real work starts long before the vehicle reaches the port.</p>
<p bis_size="{" x":8,"y":216,"w":549,"h":20,"abs_x":310,"abs_y":1206}"=""><strong bis_size="{" x":8,"y":218,"w":327,"h":15,"abs_x":310,"abs_y":1208}"="">Good Shipping Companies Plan Everything Early</strong></p>
<p bis_size="{" x":8,"y":250,"w":549,"h":60,"abs_x":310,"abs_y":1240}"="">Many people think about the shipping date, but the preparation is equally important. A good logistics department starts to arrange the shipment weeks in advance, particularly during peak seasons when it is difficult to get a vessel.</p>
<p bis_size="{" x":8,"y":324,"w":549,"h":60,"abs_x":310,"abs_y":1314}"="">A full inspection of the vehicle is typically required before shipment. Customers are encouraged to clean the car so scratches or dents can be identified in the condition report.</p>
<p bis_size="{" x":8,"y":398,"w":549,"h":40,"abs_x":310,"abs_y":1388}"="">Usually, personal belongings are also removed. Ports have very specific and strict safety guidelines and loose items in the car can cause trouble when traveling.</p>
<p bis_size="{" x":8,"y":452,"w":549,"h":20,"abs_x":310,"abs_y":1442}"="">Fuel levels get checked. Battery condition matters. Documents have to match exactly.</p>
<p bis_size="{" x":8,"y":486,"w":549,"h":20,"abs_x":310,"abs_y":1476}"="">Tiny details cause some of the biggest delays in vehicle shipping.</p>
<p bis_size="{" x":8,"y":520,"w":549,"h":40,"abs_x":310,"abs_y":1510}"="">Companies that regularly handle Car Shipping Hawaii routes already know where issues tend to happen, so they try to solve them before the shipment even moves.</p>
<p bis_size="{" x":8,"y":574,"w":549,"h":20,"abs_x":310,"abs_y":1564}"=""><strong bis_size="{" x":8,"y":576,"w":199,"h":15,"abs_x":310,"abs_y":1566}"="">Ports Run on Tight Schedules</strong></p>
<p bis_size="{" x":8,"y":608,"w":549,"h":20,"abs_x":310,"abs_y":1598}"="">A lot of customers picture a relaxed loading process at the dock. Reality looks different.</p>
<p bis_size="{" x":8,"y":642,"w":549,"h":40,"abs_x":310,"abs_y":1632}"="">Ports move fast. Vehicles arrive during assigned windows, inspection teams verify information, and loading crews follow strict timelines.</p>
<p bis_size="{" x":8,"y":696,"w":549,"h":60,"abs_x":310,"abs_y":1686}"="">Missing a cutoff can mean waiting for the next vessel, which is not always immediate. That pressure is one reason experienced transport coordinators stay in constant contact with drivers, terminals, and customers throughout the shipment.</p>
<p bis_size="{" x":8,"y":770,"w":549,"h":60,"abs_x":310,"abs_y":1760}"="">Weather can shift schedules too. Ocean freight does not always move exactly as planned. Strong shipping companies prepare for that instead of reacting at the last second.</p>
<p bis_size="{" x":8,"y":844,"w":549,"h":20,"abs_x":310,"abs_y":1834}"=""><strong bis_size="{" x":8,"y":846,"w":264,"h":15,"abs_x":310,"abs_y":1836}"="">Ocean Shipping Needs Extra Protection</strong></p>
<p bis_size="{" x":8,"y":878,"w":549,"h":60,"abs_x":310,"abs_y":1868}"="">If vehicles are not properly prepared, they can suffer damage from salt air, moisture and extended periods of time on the water. Professional carriers take precautions prior to loading.</p>
<p bis_size="{" x":8,"y":952,"w":549,"h":60,"abs_x":310,"abs_y":1942}"="">All cars are carefully secured to minimize movement while being transported. Additional protection can be provided by enclosed containers, which may be used for high-end vehicles.</p>
<p bis_size="{" x":8,"y":1026,"w":549,"h":40,"abs_x":310,"abs_y":2016}"="">Attention given to motorcycles is even more critical since balancing and stabilization is essential in ocean freight.</p>
<p bis_size="{" x":8,"y":1080,"w":549,"h":40,"abs_x":310,"abs_y":2070}"="">Anyone trying to Ship Motorcycle To Hawaii should pay attention to how the bike will actually be secured during transit, not just the shipping price.</p>
<p bis_size="{" x":8,"y":1134,"w":549,"h":40,"abs_x":310,"abs_y":2124}"="">Cheap transport sometimes cuts corners in the handling stage, and that is where damage usually happens. Experienced crews know how to avoid those problems.</p>
<p bis_size="{" x":8,"y":1188,"w":549,"h":20,"abs_x":310,"abs_y":2178}"=""><strong bis_size="{" x":8,"y":1190,"w":449,"h":15,"abs_x":310,"abs_y":2180}"="">Communication Makes a Bigger Difference Than Most People Think</strong></p>
<p bis_size="{" x":8,"y":1222,"w":549,"h":40,"abs_x":310,"abs_y":2212}"="">Shipping delays happen sometimes. That part is reality. What frustrates customers is silence.</p>
<p bis_size="{" x":8,"y":1276,"w":549,"h":60,"abs_x":310,"abs_y":2266}"="">Good transport companies keep people updated throughout the process instead of disappearing after the booking is confirmed. Customers should know when the vehicle reaches the port, when it gets loaded, and when it is expected to arrive.</p>
<p bis_size="{" x":8,"y":1350,"w":549,"h":40,"abs_x":310,"abs_y":2340}"="">That kind of communication removes a lot of unnecessary stress, especially for families relocating to Hawaii or military members moving on a deadline.</p>
<p bis_size="{" x":8,"y":1404,"w":549,"h":80,"abs_x":310,"abs_y":2394}"="">JNR Global Logistics provides vehicle transport services from and to Hawaii and the mainland. They also have a team that deals with domestic freight and international logistics, ensuring customers can move larger items without having to juggle several companies.</p>
<p bis_size="{" x":8,"y":1498,"w":549,"h":20,"abs_x":310,"abs_y":2488}"=""><strong bis_size="{" x":8,"y":1500,"w":278,"h":15,"abs_x":310,"abs_y":2490}"="">Experience Shows Up in the Small Details</strong></p>
<p bis_size="{" x":8,"y":1532,"w":549,"h":40,"abs_x":310,"abs_y":2522}"="">Anyone can advertise shipping services online. Hawaii transport is different once the actual logistics begin.</p>
<p bis_size="{" x":8,"y":1586,"w":549,"h":80,"abs_x":310,"abs_y":2576}"="">Island shipping comes with tighter schedules, port coordination, and fewer margin-for-error situations than regular interstate transport. Companies that work these routes consistently tend to handle problems faster because they already understand the system.</p>
<p bis_size="{" x":8,"y":1680,"w":549,"h":40,"abs_x":310,"abs_y":2670}"="">That matters whether someone needs standard Car Shipping Hawaii services or wants to Ship Motorcycle To Hawaii safely without unnecessary delays.</p>
<p bis_size="{" x":8,"y":1734,"w":549,"h":20,"abs_x":310,"abs_y":2724}"=""><strong bis_size="{" x":8,"y":1736,"w":76,"h":15,"abs_x":310,"abs_y":2726}"="">Conclusion</strong></p>
<p bis_size="{" x":8,"y":1768,"w":549,"h":60,"abs_x":310,"abs_y":2758}"="">The key to vehicle transport to Hawaii is planning in the early stages and clear communication throughout. Slip-ups can really add up with ocean freight. Otherwise, it can create a lot of problems, even for knowledgeable Hawaii Auto Shipping Companies.</p>
<p bis_size="{" x":8,"y":1842,"w":549,"h":40,"abs_x":310,"abs_y":2832}"="">They pay attention to details including coordination, timing and careful handling, which impact the entire shipping experience.</p>
<p bis_size="{" x":8,"y":1896,"w":549,"h":40,"abs_x":310,"abs_y":2886}"="">Hassle free Hawaii shipping and long distance shipping are what JNR Global Logistics specializes in helping customers with.</p>
<p bis_size="{" x":8,"y":1950,"w":549,"h":40,"abs_x":310,"abs_y":2940}"="">Source url: <a target="_blank" rel="noopener noreferrer" href="https://medium.com/@jnrgloballogistics/how-expert-hawaii-auto-shipping-companies-handle-vehicle-transport-03d8206db712" bis_size="{" x":8,"y":1952,"w":525,"h":35,"abs_x":310,"abs_y":2942}"="">https://medium.com/@jnrgloballogistics/how-expert-hawaii-auto-shipping-companies-handle-vehicle-transport-03d8206db712</a></p>]]> </content:encoded>
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<item>
<title>Voltarion AI – Innovative Plattform für digitale Lösungen &amp;amp; KI Technologie</title>
<link>https://news.bangboxonline.com/voltarion-ai-innovative-plattform-fur-digitale-loesungen-ki-technologie</link>
<guid>https://news.bangboxonline.com/voltarion-ai-innovative-plattform-fur-digitale-loesungen-ki-technologie</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a7c03e6053.jpg" length="98215" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 17:29:28 +0500</pubDate>
<dc:creator>voltarionerfahrungen</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Official Website</span><span> -</span><a href="https://www.cryptosphyr.com/voltarion-erfahrungen-de/"><span> https://www.cryptosphyr.com/voltarion-erfahrungen-de/</span></a></p>
<p dir="ltr"><span>Click Here To Our Facebook Page And Groups….</span><span> </span></p>
<p dir="ltr"><a href="https://www.facebook.com/groups/voltarionaii"><span>https://www.facebook.com/groups/voltarionaii</span></a><span> </span></p>
<p dir="ltr"><a href="https://www.facebook.com/groups/voltarionerfahrungen1"><span>https://www.facebook.com/groups/voltarionerfahrungen1</span></a><span> </span></p>
<p dir="ltr"><a href="https://www.facebook.com/groups/voltarionbewertungen"><span>https://www.facebook.com/groups/voltarionbewertungen</span></a><span> </span><a href="https://www.facebook.com/groups/voltarionplattform"><span>https://www.facebook.com/groups/voltarionplattform</span></a><span> </span></p>
<p dir="ltr"><span>Youtube video link….</span></p>
<p dir="ltr"><a href="https://www.youtube.com/watch?v=VLOGxuAarqM"><span>https://www.youtube.com/watch?v=VLOGxuAarqM</span></a></p>
<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a3a7bf30a52d.jpg" alt=""></p>
<p dir="ltr"><span>Immer mehr Menschen interessieren sich für moderne Online-Plattformen, die künstliche Intelligenz nutzen. Eine dieser Plattformen ist </span><span>Voltarion</span><span>, die im Internet oft im Zusammenhang mit Begriffen wie </span><span>Voltarion AI</span><span>, </span><span>Voltarion Plattform</span><span>, </span><span>Voltarion Erfahrungen</span><span> und </span><span>Voltarion Bewertungen</span><span> auftaucht.</span></p>
<p dir="ltr"><span>Viele Nutzer möchten verstehen, was genau hinter dieser Plattform steckt, wie sie funktioniert und ob sie wirklich sicher ist. In diesem Artikel bekommst du eine klare, einfache und strukturierte Erklärung ohne komplizierte Fachsprache.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Grundidee hinter Voltarion</span></h2>
<p dir="ltr"><span>Voltarion wird online als eine digitale </span><a href="https://www.cryptosphyr.com/voltarion-erfahrungen-de/"><span>Voltarion App</span></a><span> Plattform beschrieben, die moderne Technologien und möglicherweise künstliche Intelligenz nutzt. Ziel solcher Systeme ist es meistens, Prozesse zu vereinfachen und digitale Aufgaben schneller zu erledigen.</span></p>
<p dir="ltr"><span>Typische Eigenschaften, die mit Voltarion verbunden werden:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Online basierte Technologie</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Automatisierte digitale Prozesse</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>KI-gestützte Funktionen (laut Beschreibung)</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Benutzerfreundliche Oberfläche</span></p>
</li>
</ul>
<p dir="ltr"><span>Wichtig ist: Viele Details über solche Plattformen sind nicht immer vollständig öffentlich erklärt, daher sollte man Informationen immer kritisch prüfen.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Wie soll Voltarion funktionieren?</span></h2>
<p dir="ltr"><span>Die Funktionsweise von Voltarion wird im Internet unterschiedlich beschrieben. Grundsätzlich geht es bei solchen Plattformen meist um Datenverarbeitung und digitale Unterstützung.</span></p>
<p dir="ltr"><span>Mögliche Funktionsbereiche:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Analyse digitaler Informationen</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Automatisierte Auswertung von Daten</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Unterstützung bei Online-Prozessen</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Darstellung von Ergebnissen im Dashboard</span></p>
</li>
</ul>
<p dir="ltr"><span>Ob diese Funktionen im Detail exakt so umgesetzt sind, hängt von der offiziellen Plattform-Version ab.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Voltarion KI – Bedeutung von künstlicher Intelligenz</span></h2>
<p dir="ltr"><span>Der Begriff </span><span>Voltarion KI</span><span> oder </span><span>Voltarion AI</span><span> wird häufig </span><a href="https://www.cryptosphyr.com/voltarion-erfahrungen-de/"><span>Voltarion Bewertungen</span></a><span> verwendet, um die Plattform als „intelligent“ zu beschreiben.</span></p>
<p dir="ltr"><span>In der Theorie könnten KI-Systeme folgende Aufgaben übernehmen:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Muster erkennen</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Daten analysieren</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Prognosen erstellen</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Prozesse optimieren</span></p>
</li>
</ul>
<p dir="ltr"><span>Allerdings ist es wichtig zu verstehen, dass nicht jede Plattform mit „KI“ im Namen auch eine echte fortschrittliche künstliche Intelligenz besitzt.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Benutzeroberfläche und Plattform-Struktur</span></h2>
<p dir="ltr"><span>Die </span><span>Voltarion Plattform</span><span> wird meist als Web-System dargestellt, das über einen Browser erreichbar ist.</span></p>
<p dir="ltr"><span>Typische Bestandteile solcher Plattformen:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Login-Bereich für Nutzer</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Persönliches Dashboard</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Einstellungsmenü</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Daten- oder Analysebereich</span></p>
</li>
</ul>
<p dir="ltr"><span>Das Ziel solcher Systeme ist oft eine einfache Bedienung, auch für Anfänger ohne technische Kenntnisse.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Voltarion App Nutzung</span></h2>
<p dir="ltr"><span>Viele Menschen suchen nach </span><span>Voltarion App</span><span>, weil sie mobile Nutzung bevorzugen.</span></p>
<p dir="ltr"><span>Falls eine App existiert, wären typische Vorteile:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Zugriff von überall</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Schnelle Performance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Einfache Navigation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Echtzeit-Updates</span></p>
</li>
</ul>
<p dir="ltr"><span>Aber wichtig: Nutzer sollten Apps nur aus offiziellen Stores installieren, um Risiken wie Fake-Apps zu vermeiden.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Registrierung und Einstieg (Voltarion Anmeldung)</span></h2>
<p dir="ltr"><span>Die </span><span>Voltarion Anmeldung</span><span> ist der </span><a href="https://www.cryptosphyr.com/voltarion-erfahrungen-de/"><span>Voltarion Seriös</span></a><span> erste Schritt zur Nutzung.</span></p>
<p dir="ltr"><span>Üblicher Ablauf:</span></p>
<ol>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Öffnen der offiziellen Website</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eingabe von E-Mail und Passwort</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Bestätigung der Registrierung</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Zugang zum persönlichen Konto</span></p>
</li>
</ol>
<p dir="ltr"><span>Sicherheitshinweise:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Starkes Passwort verwenden</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Keine Daten auf unbekannten Seiten eingeben</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Nur offizielle Quellen nutzen</span></p>
</li>
</ul>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Voltarion Erfahrungen im Internet</span></h2>
<p dir="ltr"><span>Unter dem Begriff </span><span>Voltarion Erfahrungen</span><span> suchen viele Nutzer nach echten Meinungen.</span></p>
<p dir="ltr"><span>Diese Erfahrungen können sehr unterschiedlich sein.</span></p>
<h3 dir="ltr"><span>Positive Rückmeldungen (laut typischen Online-Diskussionen):</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Einfache Bedienung</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Schnelle Registrierung</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Modernes Design</span></p>
</li>
</ul>
<h3 dir="ltr"><span>Kritische Rückmeldungen:</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Unklare Funktionsdetails</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Unterschiedliche Erwartungen</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Wenig transparente Informationen</span></p>
</li>
</ul>
<p dir="ltr"><span>Daher sollte man immer mehrere Quellen vergleichen, bevor man ein Urteil bildet.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Voltarion Bewertungen – Überblick</span></h2>
<p dir="ltr"><span>Die </span><span>Voltarion Bewertungen</span><span> im Internet </span><a href="https://www.cryptosphyr.com/voltarion-erfahrungen-de/"><span>Voltarion Betrug</span></a><span> sind nicht einheitlich.</span></p>
<p dir="ltr"><span>Wichtige Bewertungspunkte:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Benutzerfreundlichkeit</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Stabilität der Plattform</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Transparenz der Informationen</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Kundensupport</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Gesamtfunktionalität</span></p>
</li>
</ul>
<p dir="ltr"><span>Je nach Nutzererfahrung können Bewertungen stark variieren.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Voltarion Test – Analyse der Plattform</span></h2>
<p dir="ltr"><span>Ein</span><a href="https://www.cryptosphyr.com/voltarion-erfahrungen-de/"><span>Voltarion Test</span></a><span> versucht, die Plattform objektiv zu bewerten.</span></p>
<p dir="ltr"><span>Dabei werden oft folgende Punkte geprüft:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Wie schnell funktioniert die Anmeldung?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ist die Plattform leicht verständlich?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Welche Funktionen stehen zur Verfügung?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Wie stabil läuft das System?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Gesamteindruck der Nutzung</span></p>
</li>
</ul>
<p dir="ltr"><span>Solche Tests helfen Nutzern, sich ein eigenes Bild zu machen.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Ist Voltarion seriös oder nicht?</span></h2>
<p dir="ltr"><span>Die Frage </span><span>„Voltarion seriös oder Betrug?“</span><span> wird sehr </span><a href="https://www.cryptosphyr.com/voltarion-erfahrungen-de/"><span>Voltarion Anmeldung</span></a><span> häufig gestellt.</span></p>
<p dir="ltr"><span>Wichtige Prüfpunkte:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Gibt es ein Impressum?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sind Betreiberinformationen sichtbar?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Gibt es echte und nachvollziehbare Bewertungen?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ist die Website sicher (HTTPS)?</span></p>
</li>
</ul>
<p dir="ltr"><span>👉 Ohne klare Informationen sollte man vorsichtig sein und Plattformen erst vorsichtig testen.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Voltarion Betrug oder echt?</span></h2>
<p dir="ltr"><span>Viele Nutzer suchen nach </span><span>„Voltarion Betrug oder echt“</span><span>, weil sie Sicherheit wollen.</span></p>
<p dir="ltr"><span>Derzeit gilt allgemein:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Keine eindeutig bestätigten Warnmeldungen</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Unterschiedliche Online-Meinungen</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Teilweise fehlende offizielle Details</span></p>
</li>
</ul>
<p dir="ltr"><span>Daher ist eine neutrale und vorsichtige Bewertung sinnvoll.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Voltarion Real or Fake – Echtheitsprüfung</span></h2>
<p dir="ltr"><span>Die Frage </span><span>„</span><a href="https://www.cryptosphyr.com/voltarion-erfahrungen-de/"><span>Voltarion Real Or Fake</span></a><span>“</span><span> zeigt Unsicherheit bei Nutzern.</span></p>
<p dir="ltr"><span>Eine klare Antwort ist nur möglich, wenn:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Offizielle Plattform transparent ist</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Funktionen tatsächlich nutzbar sind</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Betreiber klar identifiziert sind</span></p>
</li>
</ul>
<p dir="ltr"><span>Bis dahin sollte man vorsichtig bleiben.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Vorteile (allgemein betrachtet)</span></h2>
<p dir="ltr"><span>Wenn Voltarion als digitale KI-Plattform verstanden wird, könnten folgende Vorteile entstehen:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Schnelle digitale Prozesse</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Moderne Technologie</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Einfache Nutzung</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Automatisierung von Aufgaben</span></p>
</li>
</ul>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Nachteile und Risiken</span></h2>
<p dir="ltr"><span>Wie bei vielen Online-Plattformen gibt es auch mögliche Nachteile:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Unklare Informationslage</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Fehlende Transparenz</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Unterschiedliche Nutzererfahrungen</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sicherheitsbedenken bei unbekannten Plattformen</span></p>
</li>
</ul>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Tipps für sichere Nutzung</span></h2>
<p dir="ltr"><span>Wenn du Plattformen wie Voltarion nutzt, beachte:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Nur offizielle Website verwenden</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Keine persönlichen Daten leichtfertig eingeben</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Bewertungen vergleichen</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Erst kostenlos testen</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Vorsicht bei unbekannten Links</span></p>
</li>
</ul>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Fazit</span></h2>
<p dir="ltr"><span>Voltarion</span><span> wird online als moderne digitale oder KI-basierte Plattform diskutiert. Begriffe wie </span><span>Voltarion Erfahrungen</span><span>, </span><span>Voltarion Bewertungen</span><span>, </span><span>Voltarion Test</span><span> und </span><span>Voltarion seriös oder Betrug</span><span> zeigen das große Interesse der Nutzer.</span></p>
<p dir="ltr"><span>Da jedoch viele Informationen nicht eindeutig bestätigt sind, ist es wichtig, vorsichtig zu bleiben und die Plattform genau zu prüfen.</span></p>
<p dir="ltr"><span>Eine bewusste und sichere Nutzung ist immer empfehlenswert.</span></p>
<p><b id="docs-internal-guid-e10af0d5-7fff-614d-5f02-9549a0cb6a43"><br><br></b></p>]]> </content:encoded>
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<title>Banner Printing That Turns Heads and Drives Results Fast</title>
<link>https://news.bangboxonline.com/banner-printing-that-turns-heads-and-drives-results-fast</link>
<guid>https://news.bangboxonline.com/banner-printing-that-turns-heads-and-drives-results-fast</guid>
<description><![CDATA[ Create eye-catching banners for events, promotions, or business branding. Our banner printing service offers fully customizable designs, vibrant colors, and durable materials. Make your message stand out with professional-quality banners delivered fast. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a7898d0efe.jpg" length="98948" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 17:14:25 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's competitive marketplace, standing out is no longer optional. Businesses that capture attention first often win customers before competitors even have a chance. A professionally designed <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>banner</b></a></span></strong> can instantly transform a simple marketing message into a powerful visual statement that commands attention. Whether you're launching a new product, promoting a special event, or increasing brand awareness, high-quality printed displays create an unforgettable impression that keeps your business at the forefront of customers' minds.<o:p></o:p></p>
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<p class="MsoNormal"><b>Elevate Marketing Success with Premium Print Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Modern consumers are surrounded by digital advertisements every second of the day. Because of this constant online noise, physical marketing materials have become more valuable than ever. Eye-catching displays provide a tangible and memorable experience that digital campaigns often struggle to achieve.<o:p></o:p></p>
<p class="MsoNormal">High-quality print materials help businesses establish credibility, increase visibility, and create stronger brand recognition. From retail promotions and trade exhibitions to corporate events and product launches, professionally produced visuals ensure every message is delivered with maximum impact.<o:p></o:p></p>
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<p class="MsoNormal"><b>Why Businesses Are Choosing Fabric-Based Displays<o:p></o:p></b></p>
<p class="MsoNormal">Traditional promotional materials certainly have their place, but modern businesses are increasingly turning to premium fabric solutions for a more sophisticated presentation. The growing demand for <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>fabric poster printing singapore</b></a></span></strong> reflects the desire for sleek, wrinkle-resistant, and visually stunning promotional displays.<o:p></o:p></p>
<p class="MsoNormal">Fabric-based prints offer remarkable colour reproduction and a professional appearance that enhances any marketing campaign. Their lightweight construction makes transportation simple, while their durability ensures long-term value for businesses that participate in multiple events throughout the year.<o:p></o:p></p>
<p class="MsoNormal">From exhibition booths to retail interiors, fabric displays provide a polished and premium look that instantly elevates brand perception. Companies seeking a competitive edge are discovering how these innovative printing solutions can transform ordinary marketing efforts into extraordinary visual experiences.<o:p></o:p></p>
<p class="MsoNormal"><b>Capture Attention at Every Event<o:p></o:p></b></p>
<p class="MsoNormal">Events are often crowded environments where hundreds of brands compete for the same audience. In such situations, visibility becomes the key to success. A strategically designed <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">banner</span></strong> serves as a powerful attraction point, helping businesses draw visitors, generate conversations, and increase engagement.<o:p></o:p></p>
<p class="MsoNormal">Large-format promotional displays create a strong visual presence that can be seen from a distance. This increased visibility encourages foot traffic and improves opportunities for meaningful customer interactions. Whether used indoors or outdoors, professionally printed graphics ensure your message remains clear, bold, and impossible to overlook.<o:p></o:p></p>
<p class="MsoNormal">The difference between blending into the background and becoming the centre of attention often comes down to presentation quality. Investing in superior print solutions helps businesses maximise every marketing opportunity.<o:p></o:p></p>
<p class="MsoNormal"><b>Professional Quality That Builds Trust<o:p></o:p></b></p>
<p class="MsoNormal">Customers naturally associate quality marketing materials with quality products and services. Poorly produced promotional displays can damage credibility, while premium prints communicate professionalism and attention to detail.<o:p></o:p></p>
<p class="MsoNormal">This is where <b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> delivers exceptional value. By combining advanced printing technology with premium materials, businesses receive marketing solutions designed to impress. Every project is produced with a commitment to precision, ensuring vibrant colours, sharp graphics, and outstanding durability.<o:p></o:p></p>
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<p class="MsoNormal"><b>Experience the Advantages of Modern Fabric Printing<o:p></o:p></b></p>
<p class="MsoNormal">Businesses seeking premium promotional displays continue to embrace <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">fabric poster printing singapore</span></strong> because of its impressive versatility and professional appearance. These innovative print solutions work exceptionally well for conferences, exhibitions, retail promotions, and corporate branding initiatives.<o:p></o:p></p>
<p class="MsoNormal">Unlike conventional materials, fabric graphics create a refined visual effect that enhances the overall customer experience. Their elegant presentation helps businesses communicate professionalism while maintaining portability and convenience.<o:p></o:p></p>
<p class="MsoNormal">As competition continues to intensify across industries, investing in superior display solutions becomes increasingly important. Companies that prioritise visual excellence position themselves more effectively to attract customers and generate stronger business results.<o:p></o:p></p>
<p class="MsoNormal"><b>Limited Opportunities Demand Immediate Action<o:p></o:p></b></p>
<p class="MsoNormal">Every successful marketing campaign depends on timing. Waiting too long to upgrade promotional materials can result in lost visibility, reduced engagement, and missed sales opportunities. Businesses that act decisively gain the advantage of reaching customers before competitors capture their attention.<o:p></o:p></p>
<p class="MsoNormal">A premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">banner</span></strong> can become one of the most effective tools in your marketing arsenal, helping your message stand out in crowded environments and creating memorable brand experiences. Combined with high-quality <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">fabric poster printing singapore</span></strong>, businesses gain access to powerful visual solutions that support growth, increase awareness, and drive meaningful results.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">leaflet printing cost</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">life size standee</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">print flyers price</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>CBSE Schools in Sector B Unnao: Providing Quality Education for a Bright Future</title>
<link>https://news.bangboxonline.com/cbse-schools-in-sector-b-unnao-providing-quality-education-for-a-bright-future</link>
<guid>https://news.bangboxonline.com/cbse-schools-in-sector-b-unnao-providing-quality-education-for-a-bright-future</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a7d1487482.jpg" length="408702" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 17:13:14 +0500</pubDate>
<dc:creator>Lucknow Public School</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>Education is one of the most important investments parents make for their children. In today's competitive and rapidly changing world, selecting the right school has become a crucial decision that influences a child's academic success, personality, and future opportunities. Among various educational boards in India, the Central Board of Secondary Education (CBSE) has emerged as one of the most preferred choices for parents due to its balanced curriculum, student-friendly approach, and emphasis on holistic development.</span></p>
<p class="isSelectedEnd"><span>The demand for<a href="https://www.thelpsedu.co.in/lps-school-unnao-sector-b"> </a></span><a href="https://www.thelpsedu.co.in/lps-school-unnao-sector-b"><strong><span>CBSE schools in Sector B Unnao</span></strong></a><span> has increased significantly over the years. Parents are actively seeking educational institutions that provide excellent academic standards while also focusing on extracurricular ac</span></p>
<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a3a784932287.jpg" alt=""></p>
<p class="isSelectedEnd"><span>tivities, moral values, and skill development. Sector B in Unnao has become an important educational hub, offering quality CBSE education to students from different backgrounds.</span></p>
<p class="isSelectedEnd"><span>This article explores the importance of CBSE schools in Sector B Unnao, their educational advantages, and the factors that make them an ideal choice for students and parents.</span></p>
<h2><span>Understanding the CBSE Curriculum</span></h2>
<p class="isSelectedEnd"><span>The Central Board of Secondary Education (CBSE) is one of India's most recognized educational boards. It is known for its structured curriculum and learner-centered teaching methodology that aims to prepare students for academic and professional success.</span></p>
<p class="isSelectedEnd"><span>The CBSE curriculum is designed to:</span></p>
<ul data-spread="false">
<li><span>Promote conceptual understanding</span></li>
<li><span>Encourage analytical and critical thinking</span></li>
<li><span>Develop communication and problem-solving skills</span></li>
<li><span>Balance academics and extracurricular activities</span></li>
<li><span>Prepare students for competitive examinations</span></li>
<li><span>Foster creativity and innovation</span></li>
<li><span>Support holistic personality development</span></li>
</ul>
<p class="isSelectedEnd"><span>Because of these benefits, CBSE schools continue to be highly preferred by families across the country.</span></p>
<h2><span>Growing Popularity of CBSE Schools in Sector B Unnao</span></h2>
<p class="isSelectedEnd"><span>Sector B Unnao has witnessed remarkable educational growth in recent years. The area has become home to several reputed educational institutions that are dedicated to providing quality learning experiences.</span></p>
<p class="isSelectedEnd"><span>Parents increasingly prefer </span><strong><span>CBSE schools in Sector B Unnao</span></strong><span> because these schools offer:</span></p>
<ul data-spread="false">
<li><span>Modern educational practices</span></li>
<li><span>Highly qualified teachers</span></li>
<li><span>Technology-integrated classrooms</span></li>
<li><span>Safe and secure learning environments</span></li>
<li><span>Strong focus on academic excellence</span></li>
<li><span>Personality development programs</span></li>
<li><span>Opportunities for sports and cultural activities</span></li>
</ul>
<p class="isSelectedEnd"><span>The increasing demand for quality education has encouraged schools in Sector B Unnao to continuously improve their teaching methodologies and facilities.</span></p>
<h2><span>Importance of Quality Education</span></h2>
<p class="isSelectedEnd"><span>Quality education goes beyond classroom learning. It helps students develop essential life skills, confidence, and the ability to adapt to changing circumstances.</span></p>
<p class="isSelectedEnd"><span>Quality education enables students to:</span></p>
<h3><span>Build Strong Foundations</span></h3>
<p class="isSelectedEnd"><span>A strong academic foundation helps children understand concepts clearly and perform well in higher studies.</span></p>
<h3><span>Develop Life Skills</span></h3>
<p class="isSelectedEnd"><span>Education equips students with communication, teamwork, decision-making, and problem-solving skills.</span></p>
<h3><span>Gain Confidence</span></h3>
<p class="isSelectedEnd"><span>A supportive learning environment encourages students to express themselves confidently.</span></p>
<h3><span>Prepare for Future Opportunities</span></h3>
<p class="isSelectedEnd"><span>Students become better prepared for higher education and professional careers.</span></p>
<p class="isSelectedEnd"><span>CBSE schools in Sector B Unnao recognize the importance of comprehensive education and focus on developing well-rounded individuals.</span></p>
<h2><span>Student-Centric Learning Approach</span></h2>
<p class="isSelectedEnd"><span>One of the biggest strengths of CBSE education is its student-centered approach. Learning is designed to actively involve students in the educational process rather than relying solely on traditional teaching methods.</span></p>
<h3><span>Interactive Teaching</span></h3>
<p class="isSelectedEnd"><span>Teachers use discussions, presentations, activities, and demonstrations to make learning engaging and enjoyable.</span></p>
<h3><span>Concept-Based Learning</span></h3>
<p class="isSelectedEnd"><span>Students are encouraged to understand concepts rather than memorize information. This approach improves retention and application of knowledge.</span></p>
<h3><span>Individual Attention</span></h3>
<p class="isSelectedEnd"><span>Teachers provide guidance according to the learning needs and abilities of individual students.</span></p>
<h3><span>Active Participation</span></h3>
<p class="isSelectedEnd"><span>Students participate in projects, assignments, and group activities that improve understanding and communication skills.</span></p>
<p class="isSelectedEnd"><span>This student-centric approach creates an environment where learners feel motivated and confident.</span></p>
<h2><span>Academic Excellence in CBSE Schools</span></h2>
<p class="isSelectedEnd"><span>Academic achievement remains a primary goal of every educational institution. CBSE schools in Sector B Unnao maintain high academic standards by implementing effective teaching strategies and continuous assessment systems.</span></p>
<h3><span>Structured Curriculum</span></h3>
<p class="isSelectedEnd"><span>The CBSE curriculum is carefully designed to ensure age-appropriate learning and progressive development.</span></p>
<h3><span>Focus on Core Subjects</span></h3>
<p class="isSelectedEnd"><span>Students receive comprehensive education in:</span></p>
<ul data-spread="false">
<li><span>Mathematics</span></li>
<li><span>Science</span></li>
<li><span>Social Science</span></li>
<li><span>Languages</span></li>
<li><span>Computer Education</span></li>
</ul>
<h3><span>Continuous Assessment</span></h3>
<p class="isSelectedEnd"><span>Regular assessments help teachers evaluate student progress and provide timely guidance.</span></p>
<h3><span>Balanced Workload</span></h3>
<p class="isSelectedEnd"><span>The curriculum ensures that students learn effectively without experiencing unnecessary academic pressure.</span></p>
<p class="isSelectedEnd"><span>The focus on conceptual understanding and practical application helps students achieve excellent academic outcomes.</span></p>
<h2><span>Experienced and Dedicated Faculty</span></h2>
<p class="isSelectedEnd"><span>Teachers play a vital role in shaping the educational experiences of students. CBSE schools in Sector B Unnao understand the importance of qualified and committed educators.</span></p>
<p class="isSelectedEnd"><span>Effective teachers:</span></p>
<ul data-spread="false">
<li><span>Possess strong subject expertise</span></li>
<li><span>Understand individual learning styles</span></li>
<li><span>Encourage curiosity and creativity</span></li>
<li><span>Build positive relationships with students</span></li>
<li><span>Provide academic and emotional support</span></li>
<li><span>Inspire confidence and self-belief</span></li>
</ul>
<p class="isSelectedEnd"><span>Dedicated faculty members serve as mentors who guide students toward achieving their academic and personal goals.</span></p>
<h2><span>Modern Infrastructure and Learning Facilities</span></h2>
<p class="isSelectedEnd"><span>A positive learning environment requires appropriate infrastructure and educational resources. Most CBSE schools in Sector B Unnao provide modern facilities that support effective teaching and learning.</span></p>
<h3><span>Smart Classrooms</span></h3>
<p class="isSelectedEnd"><span>Technology-enabled classrooms make lessons interactive and visually engaging.</span></p>
<h3><span>Science Laboratories</span></h3>
<p class="isSelectedEnd"><span>Practical experiments encourage scientific thinking and help students understand concepts through hands-on experiences.</span></p>
<h3><span>Computer Laboratories</span></h3>
<p class="isSelectedEnd"><span>Technology education prepares students for the digital age and improves technological literacy.</span></p>
<h3><span>Libraries</span></h3>
<p class="isSelectedEnd"><span>Libraries cultivate reading habits and encourage independent learning and research.</span></p>
<h3><span>Spacious Classrooms</span></h3>
<p class="isSelectedEnd"><span>Comfortable learning spaces contribute to better concentration and student participation.</span></p>
<p class="isSelectedEnd"><span>Modern infrastructure enhances educational experiences and motivates students to explore and learn.</span></p>
<h2><span>Importance of Holistic Development</span></h2>
<p class="isSelectedEnd"><span>Education is not limited to academic performance alone. Holistic development focuses on nurturing intellectual, emotional, physical, and social growth.</span></p>
<p class="isSelectedEnd"><span>CBSE schools in Sector B Unnao emphasize:</span></p>
<h3><span>Emotional Development</span></h3>
<p class="isSelectedEnd"><span>Students learn emotional intelligence, empathy, and self-awareness.</span></p>
<h3><span>Social Development</span></h3>
<p class="isSelectedEnd"><span>Interactions and group activities help students build communication and teamwork skills.</span></p>
<h3><span>Intellectual Development</span></h3>
<p class="isSelectedEnd"><span>Academic learning stimulates analytical thinking and creativity.</span></p>
<h3><span>Physical Development</span></h3>
<p class="isSelectedEnd"><span>Sports and fitness activities promote healthy lifestyles and discipline.</span></p>
<p class="isSelectedEnd"><span>Holistic education ensures that students become balanced and responsible individuals.</span></p>
<h2><span>Co-Curricular Activities and Their Benefits</span></h2>
<p class="isSelectedEnd"><span>Co-curricular activities complement academic learning and contribute significantly to overall personality development.</span></p>
<h3><span>Literary Activities</span></h3>
<p class="isSelectedEnd"><span>Debates, speeches, and creative writing competitions improve language and communication skills.</span></p>
<h3><span>Cultural Programs</span></h3>
<p class="isSelectedEnd"><span>Music, dance, drama, and performances encourage creativity and confidence.</span></p>
<h3><span>Art and Craft</span></h3>
<p class="isSelectedEnd"><span>Artistic activities stimulate imagination and self-expression.</span></p>
<h3><span>Competitions and Events</span></h3>
<p class="isSelectedEnd"><span>Participation in competitions helps students develop leadership qualities and confidence.</span></p>
<p class="isSelectedEnd"><span>Co-curricular activities provide opportunities for discovering talents and developing important life skills.</span></p>
<h2><span>Sports and Physical Education</span></h2>
<p class="isSelectedEnd"><span>Physical education plays a vital role in promoting health and overall development.</span></p>
<p class="isSelectedEnd"><span>CBSE schools in Sector B Unnao encourage participation in:</span></p>
<ul data-spread="false">
<li><span>Outdoor games</span></li>
<li><span>Indoor sports</span></li>
<li><span>Athletics</span></li>
<li><span>Yoga sessions</span></li>
<li><span>Fitness activities</span></li>
</ul>
<p class="isSelectedEnd"><span>Sports teach students:</span></p>
<h3><span>Teamwork</span></h3>
<p class="isSelectedEnd"><span>Students learn cooperation and collaboration.</span></p>
<h3><span>Discipline</span></h3>
<p class="isSelectedEnd"><span>Regular practice develops self-control and responsibility.</span></p>
<h3><span>Leadership</span></h3>
<p class="isSelectedEnd"><span>Sports activities provide opportunities to lead teams and make decisions.</span></p>
<h3><span>Resilience</span></h3>
<p class="isSelectedEnd"><span>Students learn perseverance and the importance of handling success and setbacks.</span></p>
<p class="isSelectedEnd"><span>Physical activities contribute significantly to character development and emotional well-being.</span></p>
<h2><span>Technology Integration in Education</span></h2>
<p class="isSelectedEnd"><span>Technology has transformed modern education by making learning more engaging and accessible.</span></p>
<p class="isSelectedEnd"><span>CBSE schools in Sector B Unnao increasingly incorporate technology into teaching and learning processes.</span></p>
<p class="isSelectedEnd"><span>Benefits of technology integration include:</span></p>
<h3><span>Interactive Learning</span></h3>
<p class="isSelectedEnd"><span>Digital resources make concepts easier to understand.</span></p>
<h3><span>Better Engagement</span></h3>
<p class="isSelectedEnd"><span>Visual presentations and multimedia content capture student interest.</span></p>
<h3><span>Access to Information</span></h3>
<p class="isSelectedEnd"><span>Students gain access to educational resources beyond textbooks.</span></p>
<h3><span>Development of Digital Skills</span></h3>
<p class="isSelectedEnd"><span>Technology exposure prepares students for future academic and professional environments.</span></p>
<p class="isSelectedEnd"><span>Technology enhances the quality of education and encourages innovative learning experiences.</span></p>
<h2><span>Importance of Value-Based Education</span></h2>
<p class="isSelectedEnd"><span>Academic knowledge alone is not sufficient for success in life. Values and ethics play a crucial role in developing responsible individuals.</span></p>
<p class="isSelectedEnd"><span>CBSE schools in Sector B Unnao focus on teaching values such as:</span></p>
<h3><span>Respect</span></h3>
<p class="isSelectedEnd"><span>Students learn to respect parents, teachers, peers, and society.</span></p>
<h3><span>Integrity</span></h3>
<p class="isSelectedEnd"><span>Honesty and ethical behavior are encouraged.</span></p>
<h3><span>Responsibility</span></h3>
<p class="isSelectedEnd"><span>Students understand the importance of accountability and commitment.</span></p>
<h3><span>Compassion</span></h3>
<p class="isSelectedEnd"><span>Children are taught kindness, empathy, and concern for others.</span></p>
<p class="isSelectedEnd"><span>Value-based education helps shape responsible citizens who contribute positively to society.</span></p>
<h2><span>Personality Development Programs</span></h2>
<p class="isSelectedEnd"><span>Confidence and strong interpersonal skills are essential for success in today's world.</span></p>
<p class="isSelectedEnd"><span>CBSE schools in Sector B Unnao conduct various personality development programs that focus on:</span></p>
<ul data-spread="false">
<li><span>Communication skills</span></li>
<li><span>Public speaking</span></li>
<li><span>Leadership development</span></li>
<li><span>Time management</span></li>
<li><span>Critical thinking</span></li>
<li><span>Decision-making</span></li>
<li><span>Team building</span></li>
</ul>
<p class="isSelectedEnd"><span>These programs help students develop self-confidence and prepare them for future challenges.</span></p>
<h2><span>Creating a Safe Learning Environment</span></h2>
<p class="isSelectedEnd"><span>A secure and supportive environment is essential for effective education.</span></p>
<p class="isSelectedEnd"><span>CBSE schools in Sector B Unnao prioritize student safety through:</span></p>
<ul data-spread="false">
<li><span>Well-maintained campuses</span></li>
<li><span>Positive teacher-student relationships</span></li>
<li><span>Respectful learning environments</span></li>
<li><span>Student counseling and support systems</span></li>
<li><span>Inclusive educational practices</span></li>
</ul>
<p class="isSelectedEnd"><span>When students feel safe and supported, they become more engaged and motivated learners.</span></p>
<h2><span>Importance of Parent-School Collaboration</span></h2>
<p class="isSelectedEnd"><span>Parents and schools share the responsibility of educating and guiding children.</span></p>
<p class="isSelectedEnd"><span>Effective collaboration benefits students by:</span></p>
<h3><span>Improving Communication</span></h3>
<p class="isSelectedEnd"><span>Regular interaction helps parents stay informed about academic progress.</span></p>
<h3><span>Supporting Learning</span></h3>
<p class="isSelectedEnd"><span>Parents and teachers work together to address learning challenges.</span></p>
<h3><span>Encouraging Development</span></h3>
<p class="isSelectedEnd"><span>Joint efforts contribute to academic and personal growth.</span></p>
<h3><span>Building Confidence</span></h3>
<p class="isSelectedEnd"><span>Students perform better when they receive consistent support from both home and school.</span></p>
<p class="isSelectedEnd"><span>Strong parent-school partnerships create an environment that promotes success and well-being.</span></p>
<h2><span>Preparing Students for Future Success</span></h2>
<p class="isSelectedEnd"><span>The primary objective of education is to prepare students for future opportunities and challenges.</span></p>
<p class="isSelectedEnd"><span>CBSE schools in Sector B Unnao equip students with skills such as:</span></p>
<ul data-spread="false">
<li><span>Independent thinking</span></li>
<li><span>Problem-solving</span></li>
<li><span>Communication</span></li>
<li><span>Creativity</span></li>
<li><span>Adaptability</span></li>
<li><span>Leadership</span></li>
<li><span>Collaboration</span></li>
</ul>
<p class="isSelectedEnd"><span>These competencies enable students to excel in higher education and professional careers.</span></p>
<p class="isSelectedEnd"><span>Modern education emphasizes preparing students to become lifelong learners capable of adapting to changing circumstances and contributing positively to society.</span></p>
<h2><span>Why Parents Prefer CBSE Schools in Sector B Unnao</span></h2>
<p class="isSelectedEnd"><span>Several factors contribute to the growing popularity of CBSE schools in Sector B Unnao:</span></p>
<ul data-spread="false">
<li><span>Comprehensive curriculum</span></li>
<li><span>Excellent academic standards</span></li>
<li><span>Modern teaching methodologies</span></li>
<li><span>Experienced faculty members</span></li>
<li><span>Technology-enabled learning</span></li>
<li><span>Strong focus on values and discipline</span></li>
<li><span>Holistic development programs</span></li>
<li><span>Sports and extracurricular opportunities</span></li>
<li><span>Safe learning environments</span></li>
<li><span>Personality development initiatives</span></li>
</ul>
<p class="isSelectedEnd"><span>These qualities make CBSE schools an attractive choice for families seeking quality education and all-round development for their children.</span></p>
<h2><span>Conclusion</span></h2>
<p class="isSelectedEnd"><span>The educational landscape in Sector B Unnao has evolved significantly, offering parents access to institutions that provide quality learning experiences and comprehensive development opportunities. </span><strong><span>CBSE schools in Sector B Unnao</span></strong><span> have gained recognition for their balanced approach to education, combining academic excellence with personality development, values, creativity, and leadership training.</span></p>
<p class="isSelectedEnd"><span>By emphasizing conceptual learning, modern teaching practices, extracurricular participation, and student well-being, these schools prepare children not only for examinations but also for life's future challenges. Parents seeking an educational environment that nurtures knowledge, confidence, and character continue to place their trust in CBSE schools in Sector B Unnao.</span></p>
<p><span>Among the institutions dedicated to these educational ideals, </span><strong><span>Lucknow Public School</span></strong><span> stands as a trusted name committed to providing quality education, modern learning opportunities, and holistic development that empowers students to achieve excellence and build successful futures.</span></p>]]> </content:encoded>
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<title>Pet Wellness Shaping Everyday Consumer Choices in South Africa</title>
<link>https://news.bangboxonline.com/south-africa-pet-care-market-growth-trends-2032</link>
<guid>https://news.bangboxonline.com/south-africa-pet-care-market-growth-trends-2032</guid>
<description><![CDATA[ South Africa pet care market is experiencing steady growth driven by rising pet humanization, increasing demand for premium nutrition, preventive healthcare, grooming services, and expanding e-commerce adoption. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a7749a8de7.jpg" length="91605" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 17:09:25 +0500</pubDate>
<dc:creator>Adam Williamson</dc:creator>
<media:keywords>South Africa pet care market, pet care industry South Africa, pet food market, pet nutrition, pet healthcare</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;">Pet ownership in South Africa is increasingly shifting from basic caregiving toward structured wellness management, where nutrition, preventive healthcare, grooming, and lifestyle services are viewed as essential components of responsible ownership. This transition is strengthening demand for structured pet food systems, veterinary care products, supplements, and hygiene solutions across both urban and semi-urban households.</p>
<p style="text-align: justify;">According to a study published by Vyansa Intelligence, the South Africa pet care market size was valued at USD 520 Million in 2025 and is projected to reach USD 800 Million by 2032, registering a CAGR of 6.35% during 2026–2032. The South Africa pet care market reflects steady expansion supported by rising pet adoption rates, increasing humanization of pets, and growing expenditure on premium health and nutrition-oriented pet products.</p>
<h2 style="text-align: justify;">Rising Pet Humanization Driving Consumption Patterns</h2>
<p style="text-align: justify;">The South Africa pet care market growth is being strongly influenced by the growing perception of pets as family members rather than companion animals. This shift is encouraging higher spending on nutrition, preventive healthcare, grooming, and comfort-oriented products that improve pet quality of life.</p>
<p style="text-align: justify;">The <a href="https://www.vyansaintelligence.com/industry-report/south-africa-pet-care-market">South Africa pet care market trends</a><span> </span>indicate a noticeable rise in demand for specialized nutrition solutions, including breed-specific diets, functional pet food, and products targeting digestive, skin, and joint health. Pet owners are increasingly prioritizing long-term wellness outcomes, which is reshaping purchase behavior across urban households.</p>
<p style="text-align: justify;">The South Africa pet care market is also witnessing greater interest in preventive care solutions such as supplements, flea and tick treatments, and veterinary-approved health products that reduce long-term medical risks.</p>
<h2 style="text-align: justify;">Product Segmentation and Nutrition-Led Demand Expansion</h2>
<p style="text-align: justify;">Pet food continues to dominate category consumption patterns, driven by consistent daily usage and increasing demand for nutritionally balanced formulations. Dry food products remain widely adopted due to affordability and convenience, while premium wet food and functional diets are gaining traction among higher-income households.</p>
<p style="text-align: justify;">The South Africa pet care market growth is further supported by expansion in pet healthcare and grooming segments. Products such as dietary supplements, dental care solutions, shampoos, and hygiene accessories are increasingly integrated into routine pet maintenance practices.</p>
<p style="text-align: justify;">The South Africa pet care market trends highlight a gradual shift toward premiumization, where consumers are willing to invest in higher-quality formulations that offer measurable health benefits rather than basic nutritional fulfillment.</p>
<h2 style="text-align: justify;">Distribution Channel Expansion Supporting Accessibility</h2>
<p style="text-align: justify;">Retail offline channels remain the dominant distribution structure within the South Africa pet care market, supported by supermarkets, specialty pet stores, and veterinary clinics. These channels continue to benefit from consumer preference for physical product evaluation and trusted veterinary recommendations.</p>
<p style="text-align: justify;">The South Africa pet care market growth is also supported by expanding e-commerce penetration, where digital platforms are enabling convenient access to a wider range of pet food, healthcare products, and grooming essentials. Online channels are increasingly used for repeat purchases and subscription-based delivery models.</p>
<p style="text-align: justify;">The South Africa pet care market trends indicate a gradual shift toward omnichannel purchasing behavior, where consumers combine offline trust-based purchasing with online convenience for routine replenishment.</p>
<h2 style="text-align: justify;">Veterinary Ecosystem and Preventive Care Adoption</h2>
<p style="text-align: justify;">Veterinary services play a critical role in shaping product adoption patterns across the South Africa pet care market. Routine checkups, vaccinations, and preventive care recommendations significantly influence purchasing decisions for nutritional supplements and therapeutic pet products.</p>
<p style="text-align: justify;">The South Africa pet care market growth is increasingly linked to rising awareness of preventive healthcare practices. Pet owners are adopting early-stage interventions for parasite control, dietary management, and behavioral health, reducing reliance on reactive treatment approaches.</p>
<p style="text-align: justify;">The South Africa pet care market trends also reflect increased integration of veterinary guidance into retail purchasing decisions, strengthening demand for clinically recommended product categories.</p>
<h2 style="text-align: justify;">Competitive Landscape and Brand Consolidation</h2>
<p style="text-align: justify;">The South Africa pet care market is characterized by the presence of established multinational brands alongside strong regional manufacturers. Competition is primarily driven by product quality, nutritional value, veterinary endorsement, and brand trust rather than price alone.</p>
<p style="text-align: justify;">The South Africa pet care market growth is being shaped by portfolio expansion strategies focused on premium nutrition, functional supplements, and specialized healthcare products. Companies are also investing in distribution expansion through retail partnerships and digital commerce platforms to improve accessibility.</p>
<p style="text-align: justify;">The South Africa pet care market trends highlight increasing consolidation among leading players, with top companies strengthening market positioning through innovation in pet nutrition and healthcare solutions.</p>
<h2 style="text-align: justify;">Structural Constraints Influencing Market Development</h2>
<p style="text-align: justify;">Despite strong growth momentum, affordability remains a key constraint influencing product adoption in lower-income segments. Premium pet nutrition and healthcare products remain concentrated in urban and middle-income households.</p>
<p style="text-align: justify;">The South Africa pet care market growth is also affected by uneven access to veterinary infrastructure in rural regions, limiting awareness and adoption of advanced pet healthcare products.</p>
<p style="text-align: justify;">The South Africa pet care market trends indicate that economic pressures may influence purchasing behavior, encouraging a balance between premium and economy product segments.</p>
<h2 style="text-align: justify;">Long-Term Market Outlook</h2>
<p style="text-align: justify;">The South Africa pet care market is expected to maintain sustained expansion driven by continued pet humanization, rising awareness of preventive healthcare, and increasing demand for high-quality nutrition products. The market’s long-term trajectory remains closely tied to evolving consumer expectations around pet wellness and lifestyle integration.</p>
<p style="text-align: justify;">The South Africa pet care market growth will continue to be supported by innovation in functional nutrition, expansion of veterinary-guided product usage, and increasing penetration of digital retail channels. Meanwhile, the South Africa pet care market trends suggest a gradual shift toward holistic pet wellness solutions combining nutrition, healthcare, and lifestyle support products.</p>]]> </content:encoded>
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<item>
<title>How to Compare Newswire Pricing: The Complete Strategic Guide</title>
<link>https://news.bangboxonline.com/how-to-compare-newswire-pricing-the-complete-strategic-guide</link>
<guid>https://news.bangboxonline.com/how-to-compare-newswire-pricing-the-complete-strategic-guide</guid>
<description><![CDATA[ Compare newswire pricing with a top PR agency guide. Learn how PR wire services and a press release wire optimize your corporate media reach. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a766d57234.jpg" length="68290" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 17:05:17 +0500</pubDate>
<dc:creator>Top PR Agency Chicago</dc:creator>
<media:keywords>PR distribution pricing, press release pricing, PR services pricing, press release distribution cost</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;"><em>Selecting a high-quality<span> </span><a href="https://www.prwires.com/"><strong>press release wire</strong></a><span> </span>platform is critical for brands seeking broader media coverage. To maximize your outreach budget, comparing available distribution models through a<span> </span><a href="https://www.pressreleasepower.com"><strong>top PR agency</strong></a><span> </span>is highly recommended. To get the best results, evaluate<span> </span><a href="https://prpnewswire.com/"><strong>PR wire services</strong></a><span> </span>based on target demographics, syndication networks, and pricing structures. Utilizing professional<span> </span><a href="https://prbusinesswires.com/"><strong>PR services for businesses</strong></a><span> </span>ensures that your announcements reach authoritative journalists.</em></p>
<blockquote>
<p><em><strong>Quick Answer:</strong><span> </span>Comparing newswire pricing requires analyzing base fees per word, regional syndication scopes, and multimedia embedding charges. Most top providers charge flat fees for the first 400 words, with additional overage costs per word. Comparing total costs across wire networks ensures you maximize media visibility without unexpected surcharges.</em></p>
</blockquote>
<p style="text-align: justify;"><em>Understanding newswire pricing differences can prevent severe budget overruns for your company. Providers structure their rates differently, often charging for hidden extras like image hosting or social media integration. Therefore, we have compiled this comprehensive guide to help you evaluate the landscape. By identifying the key metrics that drive costs, you can make informed decisions that align with your long-term communication goals. Let us explore how different distribution networks calculate their pricing models, allowing you to select the absolute best distribution solution.</em></p>
<h2 style="text-align: justify;"><em>Why business owners should analyze global newswire distribution costs for maximum media outreach impact</em></h2>
<p style="text-align: justify;"><em>Evaluating<span> </span><a href="https://www.prwires.com/"><strong>global newswire distribution</strong></a><span> </span>pricing is a critical step for any modern corporation looking to scale international media campaigns. Traditional PR pricing can be incredibly complex due to localized syndication lists and varying regional network fees. Consequently, businesses often struggle to determine if they are receiving fair market value for their spend. Understanding these pricing mechanisms allows your company to target specific media circles without wasting valuable advertising capital.</em></p>
<p style="text-align: justify;"><em>Different distribution partners offer tiered syndication packages that target specific geographic markets. These tiers range from local state-level feeds to expansive global bundles that span across multiple continents. Therefore, comparing these configurations helps you identify where your target audience resides. By aligning your geographic targeting with your strategic outreach objectives, you ensure maximum media placement efficiency and avoid paying for completely irrelevant markets.</em></p>
<h3 style="text-align: justify;"><em>How international media targeting affects your basic press release pricing structures in major markets</em></h3>
<p style="text-align: justify;"><em>When distributing news globally, you will find that international targeting significantly impacts standard<span> </span><a href="https://pressreleasepower.com/pricing"><strong>press release pricing</strong></a><span> </span>models. Many regional wires maintain exclusive contracts with local news networks, forcing global distributors to pay high access fees. For this reason, a trusted<span> </span><a href="https://www.pressreleasepower.com/"><strong>public relations company</strong></a><span> </span>will usually recommend localized bundles rather than general global feeds. This focused approach prevents excessive markups while ensuring your message lands on high-authority news platforms. Additionally, translation costs must be factored in when choosing international circuits. Many companies underestimate these translation surcharges, which can easily double your baseline syndication costs if not negotiated beforehand.</em></p>
<h3 style="text-align: justify;"><em>Key differences between global syndication networks and regional state media lists for growing companies</em></h3>
<p style="text-align: justify;"><em>Broad international networks offer massive scale but often lack the localized impact of niche state wires. If your brand needs to attract local clients, paying for global coverage is highly inefficient. Conversely, utilizing a top-tier<span> </span><a href="https://www.pressreleasepower.com/"><strong>online PR agency</strong></a><span> </span>can help you secure placements in specific regional newspapers. Regional lists are far more affordable and drive higher engagement rates among local buyer personas. As a result, businesses should carefully evaluate their actual campaign goals. Balancing global brand authority with local customer acquisition is key to maximizing every dollar spent on media syndication.</em></p>
<h2 style="text-align: justify;"><em>How to choose the best press release wire platform for your startup marketing campaign</em></h2>
<p style="text-align: justify;"><em>Selecting the ideal<span> </span><a href="https://www.prwires.com"><strong>press release wire</strong></a><span> </span>is vital for early-stage companies aiming to build rapid market authority. Most startups have highly restricted budgets, making cost-efficiency their absolute highest priority. However, choosing the cheapest distribution service can result in poor syndication and zero media pickup. Therefore, it is important to balance cost against the actual reach and quality of the distribution network. A reputable distribution service should guarantee placements on trusted media sites.</em></p>
<p style="text-align: justify;"><em>Startups must also evaluate the user interface and reporting capabilities of each wire option. Comprehensive analytics reports are crucial for proving the return on investment to your key stakeholders. Some services charge extra for white-label reports, whereas others include them for free. Consequently, reading the fine print is essential before committing to any long-term service agreement. Make sure to choose a partner that supports your developmental milestones.</em></p>
<h3 style="text-align: justify;"><em>Identifying hidden costs when choosing between premium newswire distribution service options for businesses</em></h3>
<p style="text-align: justify;"><em>When evaluating a<span> </span><a href="https://www.prwires.com/"><strong>premium newswire distribution service</strong></a>, you must look beyond the initial base price tag. Many platforms use low entry-level rates to attract customers, only to add multiple fees during checkout. For example, some wires charge extra for scheduling distributions outside normal business hours. Others may charge a premium for distributing your news to specific high-authority financial networks. To avoid these surprises, search for a transparent<span> </span><a href="https://www.pressreleasepower.com/"><strong>PR platform</strong></a><span> </span>that outlines all costs clearly. Comparing comprehensive platform feature lists ensures you do not get billed for standard features like social media sharing buttons or image uploads.</em></p>
<h3 style="text-align: justify;"><em>Essential tips for calculating word count overages on standard syndication platforms in America</em></h3>
<p style="text-align: justify;"><em>Most wire services include up to four hundred words in their standard distribution package rates. However, if your announcement exceeds this limit, you will face hefty overage charges per word. Utilizing the<span> </span><a href="https://www.prwires.com/"><strong>best newswire services USA</strong></a><span> </span>offers can help mitigate these unpredictable costs. Some platforms allow up to five hundred words, while others charge a flat rate for unlimited length. Always write concise copy to stay within standard limits and save money. Reviewing the overage structures of different providers prevents massive, unexpected bills on your monthly credit card statements.</em></p>
<h2 style="text-align: justify;"><em>Why choosing a reputable public relations agency in New York maximizes your overall PR budget</em></h2>
<p style="text-align: justify;"><em>Partnering with a specialized<span> </span><a href="https://www.pressreleasepower.com/"><strong>public relations agency</strong></a><span> </span>provides businesses with access to deeply discounted corporate wire distribution rates. Agencies purchase syndication credits in massive volumes, allowing them to pass substantial savings to clients. Furthermore, experienced publicists know exactly how to format announcements to maximize organic journalist pickups. This editorial expertise reduces the need for multiple follow-up releases, saving you thousands of dollars. Ultimately, agency partnerships offer far greater long-term value than purchasing single releases directly.</em></p>
<p style="text-align: justify;"><em>In addition to distribution savings, an agency offers comprehensive media relations support. They can pitch your story directly to key industry influencers who do not read wire feeds. This hybrid approach combines the broad reach of syndication with high-impact personal pitching. As a result, your brand receives double the exposure for a singular, consolidated investment. Choosing the right New York partner ensures your campaign achieves maximum nationwide resonance.</em></p>
<h3 style="text-align: justify;"><em>How professional media relations support improves the ROI of your company corporate press releases</em></h3>
<p style="text-align: justify;"><em>Simply publishing an announcement on a wire does not guarantee that journalists will write about it. Professional media support ensures that your copy is written in an engaging, highly newsworthy format. Many<span> </span><a href="https://www.pressreleasepower.com/"><strong>PR companies</strong></a><span> </span>employ former journalists who understand exactly what stories attract media attention. By crafting compelling angles and writing powerful headlines, they dramatically increase your publication rates. This strategic intervention transforms a standard corporate announcement into a major industry news event. Consequently, your company enjoys vastly superior brand trust, organic backlink profiles, and direct customer inquiry increases. Investing in professional editing prior to syndication represents the most cost-effective way to multiply your return on investment.</em></p>
<h3 style="text-align: justify;"><em>Understanding the strategic value of hiring top PR firms for broad media outreach campaigns</em></h3>
<p style="text-align: justify;"><em>Collaborating with<span> </span><a href="https://www.pressreleasepower.com/"><strong>top PR firms</strong></a><span> </span>gives your business access to exclusive, proprietary media contact lists. These databases are continually updated to ensure your press releases reach active, relevant reporters. Standard public wires often distribute to inactive mailboxes, leading to disappointing overall results. By contrast, a dedicated firm ensures your news goes directly to interested editors. This personalized distribution increases the likelihood of gaining valuable editorial features in prestigious business publications. Therefore, hiring professionals remains the smartest path for brands seeking substantial, long-term media authority.</em></p>
<h2 style="text-align: justify;"><em>How to evaluate PR wire services when designing your annual corporate communications budget</em></h2>
<p style="text-align: justify;"><em>Analyzing different<span> </span><a href="https://prpnewswire.com/"><strong>PR wire services</strong></a><span> </span>is essential for maintaining a highly efficient marketing budget. Many enterprises fail to compare annual contract options, choosing instead to pay high single-release fees. However, committing to an annual volume subscription can cut your cost per release in half. Therefore, calculating your expected annual release frequency is the first step in budgeting. It allows you to negotiate customized package deals directly with top-tier wire sales departments.</em></p>
<p style="text-align: justify;"><em>When evaluating these annual contracts, you should also compare the specific syndication networks included. Some budget plans exclude high-tier news engines like Yahoo Finance or Bloomberg. If your brand relies on investor relations, missing these networks can be highly detrimental. Thus, you must weigh the upfront cost savings against the loss of potential media exposure. A thorough comparative analysis guarantees you secure the highest quality reach for your budget.</em></p>
<h3 style="text-align: justify;"><em>Comparing native translation fees across top newswire companies operating in the global market</em></h3>
<p style="text-align: justify;"><em>If your brand operates globally, translation fees can drastically alter your total<span> </span><a href="https://pressreleasepower.com/pricing"><strong>PR services pricing</strong></a><span> </span>structures. Most<span> </span><a href="https://www.prwires.com/"><strong>top newswire companies</strong></a><span> </span>charge flat translation fees per language, which can range from two to five hundred dollars. Some lower-end providers use automated machine translations, which often contain embarrassing grammatical errors. To protect your brand reputation, always verify that your distribution partner uses certified, native translators. This investment ensures your message is localized accurately and resonates with international target audiences. Consequently, you should always request detailed translation pricing sheets before signing any multi-language syndication contracts. Comparing these fees across providers prevents massive, unexpected cost overruns.</em></p>
<h3 style="text-align: justify;"><em>Why multimedia embedding charges vary wildly between different financial newswire service providers in USA</em></h3>
<p style="text-align: justify;"><em>Including images, videos, or PDF attachments in your release can double your overall syndication costs. Some premium platforms charge up to three hundred dollars per embedded image file. Conversely, choosing an affordable<span> </span><a href="https://www.prwires.com/"><strong>financial newswire service</strong></a><span> </span>can give you free multimedia hosting privileges. Multimedia elements increase reader engagement rates by over eighty percent, making them highly valuable. Therefore, you should always compare how different providers structure their rich media charges. Choosing a platform that offers inclusive multimedia bundles is the most effective way to keep your distribution costs manageable.</em></p>
<h2 style="text-align: justify;"><em>Why small business owners need cost effective PR services for businesses to drive growth</em></h2>
<p style="text-align: justify;"><em>Small businesses face intense competition and must maximize every dollar spent on local marketing. Fortunately, investing in specialized<span> </span><a href="https://prbusinesswires.com/"><strong>PR services for businesses</strong></a><span> </span>provides an affordable path to rapid local brand recognition. Unlike expensive paid advertising, editorial media coverage builds long-term customer trust and authority. However, many small business owners assume that professional public relations is entirely unaffordable. By comparing different boutique agency options, you can find highly tailored packages that fit your budget.</em></p>
<p style="text-align: justify;"><em>Additionally, modern digital distribution networks allow small brands to compete directly with massive corporations. By utilizing targeted local feeds, you can dominate regional search engine results. This localized visibility drives direct website traffic and boosts local foot traffic to your physical store. Therefore, finding an affordable partner is essential for sustainable, long-term business growth. It levels the playing field, allowing small brands to achieve massive, high-impact media exposure.</em></p>
<h3 style="text-align: justify;"><em>How to select the right PR agency for small business marketing and branding success</em></h3>
<p style="text-align: justify;"><em>Finding a specialized<span> </span><a href="https://prbusinesswires.com/"><strong>PR agency for small business</strong></a><span> </span>requires assessing their track record in your specific industry. Many large corporate firms charge massive monthly retainers that simply do not make sense for smaller operations. Therefore, you should look for boutique agencies that offer flexible, project-based<span> </span><a href="https://prbusinesswires.com/pricing"><strong>PR services pricing for small business</strong></a><span> </span>options. These agencies understand the unique challenges faced by growing companies and can customize their outreach strategies accordingly. They focus on local community engagement and digital PR rather than expensive global television campaigns. By choosing a partner that aligns with your scale, you receive highly personalized service. This collaborative approach guarantees your small brand achieves significant, measurable media impact without draining your reserve capital.</em></p>
<h3 style="text-align: justify;"><em>Why purchasing targeted startup PR packages USA can save your company thousands of dollars</em></h3>
<p style="text-align: justify;"><em>For emerging companies, selecting pre-packaged PR plans is far more economical than paying hourly rates. Most reputable agencies offer specialized<span> </span><a href="https://prbusinesswires.com/pricing"><strong>startup PR packages USA</strong></a><span> </span>that combine wire distribution with direct pitching. These bundles provide clear, upfront pricing, allowing you to manage your cash flow effectively. Furthermore, they prevent agencies from billing you for unproductive hours. By paying a flat fee for specific deliverables, you protect your limited budget. Additionally, these packages often include valuable add-ons like<span> </span><a href="https://prbusinesswires.com/"><strong>business press release services</strong></a><span> </span>and<span> </span><a href="https://prbusinesswires.com/"><strong>PR distribution for small business</strong></a><span> </span>support, maximizing overall campaign value.</em></p>
<h2 style="text-align: justify;"><em>Analyzing how event PR services pricing models compare across leading US public relations networks</em></h2>
<p style="text-align: justify;"><em>Promoting a major corporate gathering or conference requires a highly specialized distribution approach. Consequently, evaluating<span> </span><a href="https://www.prpnewswire.com/pricing"><strong>event PR services</strong></a><span> </span>pricing models is a key task for event organizers. Many traditional wire services offer event-specific packages that include social media promotion and calendar syndication. However, these packages can carry heavy premiums compared to standard corporate releases. Therefore, you must compare the active subscriber networks of each provider to ensure your event gains maximum visibility.</em></p>
<p style="text-align: justify;"><em>A successful promotional campaign relies heavily on reaching local journalists and industry-specific event planners. Some wire services charge extra for calendar-specific lists, whereas others include them in basic packages. Comparing these options ensures you do not overpay for simple calendar entries. By selecting a provider with dedicated event circuits, you ensure high attendance and media coverage. This strategic choice helps you maximize ticket sales and secure high-value event sponsorships.</em></p>
<h3 style="text-align: justify;"><em>Why specialized event marketing and PR services USA deliver superior local media engagement outcomes</em></h3>
<p style="text-align: justify;"><em>Working with a specialized agency that offers<span> </span><a href="https://prpnewswire.com/"><strong>event marketing and PR services USA</strong></a><span> </span>guarantees your promotional campaigns succeed. Unlike generic wires, specialized agencies maintain strong personal relationships with local editors, news directors, and lifestyle bloggers. They can pitch your event as a highly valuable community story rather than a simple corporate advertisement. This personalized outreach results in far higher local television and print media coverage rates. Additionally, they can coordinate live media interviews and manage on-site press rooms during the event itself. This comprehensive support ensures your gathering receives continuous, positive coverage before, during, and after the actual dates. Utilizing a trusted<span> </span><a href="https://prpnewswire.com/"><strong>best event PR agencies USA</strong></a><span> </span>partner remains the most reliable way to drive major local hype.</em></p>
<h3 style="text-align: justify;"><em>How to leverage strategic online event promotion PR services for physical and virtual summits</em></h3>
<p style="text-align: justify;"><em>Virtual summits and webinars require digital-first promotional tactics to attract international attendees. Utilizing dedicated<span> </span><a href="https://prpnewswire.com/"><strong>online event promotion PR services</strong></a><span> </span>allows organizers to target digital news sites and industry blogs. These services optimize your press releases for search engines, driving organic registration traffic. Furthermore, they often include advanced retargeting pixel integration, allowing you to track visitor conversions. Comparing the pricing of these digital-first services ensures you get the best marketing return on investment. It helps you avoid overpaying for outdated print-only media distribution networks that do not drive online registrations.</em></p>
<h2 style="text-align: justify;"><em>How to budget for startup press release distribution without sacrificing broad search visibility</em></h2>
<p style="text-align: justify;"><em>For early-stage startups, securing media visibility is essential for attracting initial customers and venture capital. However, finding affordable<span> </span><a href="https://pressreleasepower.com/distribution"><strong>startup press release distribution</strong></a><span> </span>services can be quite challenging. Many founders mistakenly believe they must use the most expensive corporate wires to achieve search visibility. In reality, modern syndication networks offer excellent indexing on search engines at a fraction of the cost. Therefore, analyzing cost-effective distribution alternatives is a vital budgeting task for startup founders.</em></p>
<p style="text-align: justify;"><em>When budgeting, focus on platforms that offer guaranteed permanent indexing on Google News. This ensures your announcements continue to drive organic search traffic long after the initial distribution date. Some budget wires remove your releases after ninety days, destroying your long-term search engine visibility. Consequently, you should always verify the deletion policies of any low-cost syndication partner. Protecting your long-term organic presence is far more valuable than saving a few dollars upfront.</em></p>
<h3 style="text-align: justify;"><em>Why choosing a specialized PR company for startups USA helps secure initial venture funding</em></h3>
<p style="text-align: justify;"><em>Venture capitalists routinely conduct deep digital due diligence on companies before making investment decisions. Therefore, having a strong portfolio of positive media coverage is crucial for securing early-stage funding. A specialized<span> </span><a href="https://prbusinesswires.com/"><strong>PR company for startups USA</strong></a><span> </span>knows exactly how to pitch your business model to top-tier financial journalists. They can frame your seed round or product launch as a major industry breakthrough, attracting investor attention. This specialized support transforms your announcements into powerful credibility signals that build trust with potential investors. Additionally, they can advise you on the most cost-effective wire packages for investor relations. This collaboration ensures your brand projects a highly professional image during crucial funding rounds.</em></p>
<h3 style="text-align: justify;"><em>Steps to run affordable PR services for startups during early stage business development cycles</em></h3>
<p style="text-align: justify;"><em>Running successful campaigns on a limited budget requires a strategic, highly disciplined approach. First, identify your most newsworthy milestones, such as major product updates or key executive hires. Next, select<span> </span><a href="https://prbusinesswires.com/pricing"><strong>affordable PR services for startups</strong></a><span> </span>that offer flexible, pay-as-you-go pricing models. This avoids committing to expensive monthly retainers before your product has found market fit. Additionally, utilize a professional<span> </span><a href="https://prbusinesswires.com/"><strong>PR agency for startup launch</strong></a><span> </span>services to ensure your launch copy is flawless. This systematic process ensures you gain maximum media traction while conserving your valuable startup capital.</em></p>
<h2 style="text-align: justify;"><em>What to look for in a professional corporate event PR services contract agreement</em></h2>
<p style="text-align: justify;"><em>Signing a contract for<span> </span><a href="https://prpnewswire.com/"><strong>corporate event PR services</strong></a><span> </span>requires a thorough review of all service level agreements. Many corporate event organizers overlook key clauses, leading to unexpected billing disputes later on. For instance, always check if the contract includes on-site media management during the event. Some agencies charge high hourly rates for weekend or evening work, which is common for major conferences. Therefore, negotiating a flat, all-inclusive event fee is always the safest approach.</em></p>
<p style="text-align: justify;"><em>You must also verify the exact deliverables promised, such as guaranteed wire distributions and pitch counts. A solid contract should clearly outline the specific media databases and distribution lists to be used. This transparency prevents the agency from using low-quality, automated wires that deliver zero media pickup. Consequently, a well-defined contract protects your investment and ensures your corporate event receives the professional coverage it deserves. Always consult your legal team before signing.</em></p>
<h3 style="text-align: justify;"><em>How to choose the ultimate press release distribution company to maximize your brand authority</em></h3>
<p style="text-align: justify;"><em>Selecting the ideal<span> </span><a href="https://pressreleasepower.com/distribution"><strong>press release distribution company</strong></a><span> </span>is a decision that shapes your brand's digital presence. The best providers offer a balance of broad general syndication and highly targeted industry-specific trade lists. They should maintain active, verified relationships with major newsrooms, financial portals, and search engines. Furthermore, look for a partner that provides transparent, audit-ready distribution reports containing live links to your published releases. This verification is essential for proving campaign effectiveness to corporate executives and marketing directors. Therefore, comparing different<span> </span><a href="https://pressreleasepower.com/distribution"><strong>best press release distribution services</strong></a><span> </span>helps you avoid low-tier networks that rely on automated spam sites. A premium partner guarantees your news appears on respected, authoritative media outlets.</em></p>
<h3 style="text-align: justify;"><em>The exact role of an experienced event public relations agency in managing global conferences</em></h3>
<p style="text-align: justify;"><em>An experienced<span> </span><a href="https://prpnewswire.com/"><strong>event public relations agency</strong></a><span> </span>handles the intense pressure of managing live media during major global conferences. They coordinate press credentials, draft media advisories, and set up dedicated on-site interview suites. Additionally, they ensure that key keynote speakers are prepared for live television and radio appearances. This hands-on management ensures that your conference receives positive, widespread international media coverage. By choosing a dedicated partner, you can focus on event logistics while experts handle public relations. This division of labor guarantees a highly successful, media-friendly event that attracts global industry attention.</em></p>
<h2 style="text-align: justify;"><em>Understanding the difference in press release distribution pricing packages for retail product launches</em></h2>
<p style="text-align: justify;"><em>Launching a new retail product requires a massive splash across consumer-facing lifestyle blogs and news sites. Consequently, analyzing<span> </span><a href="https://pressreleasepower.com/pricing"><strong>press release distribution pricing</strong></a><span> </span>packages is a key phase of product launch planning. Most distributors offer specialized consumer lifestyle packages that target specific editors. However, these specialized lists can carry a high markup compared to basic corporate news feeds. Therefore, you should compare the retail subscriber lists of different providers to ensure maximum buyer exposure.</em></p>
<p style="text-align: justify;"><em>A successful launch also depends on embedding high-resolution product imagery and engaging video demonstrations. Some providers charge steep fees for rich media, while others offer comprehensive launch bundles. Comparing these multimedia rates can save your retail brand thousands of dollars during the rollout. By selecting an inclusive package, you can present your product beautifully without exceeding your marketing budget. This careful planning ensures your product launch receives maximum visibility and drives direct consumer sales.</em></p>
<h3 style="text-align: justify;"><em>Why companies choose the best press release distribution service for startups for initial rollouts</em></h3>
<p style="text-align: justify;"><em>Early-stage companies must generate immediate sales momentum to prove their business model to initial investors. Consequently, choosing the<span> </span><a href="https://pressreleasepower.com/distribution"><strong>best press release distribution service for startups</strong></a><span> </span>is a critical step for initial rollouts. These specialized services offer hyper-targeted distribution to tech-focused blogs, venture capital newsletters, and social media platforms. They understand how to generate viral buzz around new software platforms or consumer tech gadgets. Furthermore, they offer highly competitive rates that fit within tight, early-stage marketing budgets. By utilizing these targeted networks, startups can secure high-authority backlinks that improve their organic search engine rankings. This digital authority drives sustainable, long-term referral traffic and customer signups.</em></p>
<h3 style="text-align: justify;"><em>How to select highly effective product launch PR services that match your launch date</em></h3>
<p style="text-align: justify;"><em>Timing is absolutely critical when coordinating a major consumer product rollout campaign. You must select professional<span> </span><a href="https://prpnewswire.com/"><strong>product launch PR services</strong></a><span> </span>that offer guaranteed, precise scheduling options. Some low-cost wires suffer from major delivery delays, which can ruin your carefully planned launch day. Furthermore, ensure your partner can coordinate embargoed releases to top-tier tech publications. This advanced scheduling allows journalists to prepare comprehensive reviews ahead of the official release date. Consequently, choosing a reliable partner ensures your product makes a massive, coordinated impact on the market.</em></p>
<h2 style="text-align: justify;"><em>Frequently Asked Questions About Newswire Pricing</em></h2>
<p style="text-align: justify;"><em><strong>Q1: What is the average cost of distributing a corporate announcement through a press release wire service?</strong></em></p>
<p style="text-align: justify;"><em><strong>A1:</strong><span> </span>The average cost of distributing a corporate announcement ranges from one hundred fifty to one thousand dollars per release. This baseline rate depends heavily on the geographic scope and the specific media networks targeted. Basic national circuits are generally more affordable, whereas international distribution lists command a premium due to complex global routing.</em></p>
<p style="text-align: justify;"><em><strong>Q2: Why do different PR wire services charge varied rates for the exact same target geographic distribution?</strong></em></p>
<p style="text-align: justify;"><em><strong>A2:</strong><span> </span>Pricing variations occur because each provider has unique proprietary relationships and licensing agreements with major media portals. Premium networks maintain expensive direct-feed systems into major newsrooms, which increases their operational costs. Conversely, budget services often rely on automated scraping or basic RSS feeds, which reduces their price but yields lower media engagement.</em></p>
<p style="text-align: justify;"><em><strong>Q3: How can working with a top PR agency help businesses lower their monthly syndication costs?</strong></em></p>
<p style="text-align: justify;"><em><strong>A3:</strong><span> </span>Working with a prominent agency allows your company to leverage their bulk purchasing power. Agencies buy thousands of distribution credits annually at deeply discounted wholesale rates. By passing these savings on to you, they make high-tier wire distribution far more affordable than if you purchased single credits directly from providers.</em></p>
<p style="text-align: justify;"><em><strong>Q4: Are there any hidden fees associated with standard PR services for businesses that I should watch out for?</strong></em></p>
<p style="text-align: justify;"><em><strong>A4:</strong><span> </span>Yes, hidden fees are common in the industry and typically include charges for extra word counts, multimedia attachments, and translation services. Some providers also charge high fees for scheduling distributions during peak business hours or generating white-label analytics reports. Always review the detailed pricing sheets to ensure complete transparency before signing a contract.</em></p>
<p style="text-align: justify;"><em><strong>Q5: What is the difference between flat-rate pricing and word-count-based pricing models on major wires?</strong></em></p>
<p style="text-align: justify;"><em><strong>A5:</strong><span> </span>Flat-rate pricing models charge a single set fee for your release, regardless of its word length, which is ideal for long announcements. Word-count-based models include a set limit, usually four hundred words, and charge overage fees for every additional word. Understanding this difference helps you choose the most economical package.</em></p>
<p style="text-align: justify;"><em><strong>Q6: Why do multimedia elements like images and videos increase the total cost of wire syndication?</strong></em></p>
<p style="text-align: justify;"><em><strong>A6:</strong><span> </span>Multimedia files require dedicated cloud hosting and high-bandwidth delivery systems to transmit safely to major news engines. Most premium wires charge extra for these elements because they drive much higher reader engagement. Some budget-friendly platforms, however, include free image hosting to attract modern startups and small business owners.</em></p>
<p style="text-align: justify;"><em><strong>Q7: Is it more cost-effective to pay for single press releases or purchase annual subscription packages?</strong></em></p>
<p style="text-align: justify;"><em><strong>A7:</strong><span> </span>Purchasing annual subscription packages is almost always more cost-effective if you plan to distribute more than three releases per year. Subscription plans offer volume discounts that can reduce your cost per release by up to fifty percent. Single-release purchases are best reserved for one-off announcements or temporary promotional events.</em></p>
<p style="text-align: justify;"><em><strong>Q8: Do translation services for international press release distribution always require additional fees?</strong></em></p>
<p style="text-align: justify;"><em><strong>A8:</strong><span> </span>Yes, translating your announcement into native languages always incurs additional charges because providers use certified translators to ensure quality. Machine translations are cheaper but often contain errors that damage your brand credibility. Always budget for professional translation if you are targeting non-English speaking regional markets.</em></p>
<p style="text-align: justify;"><em><strong>Q9: How do targeted regional press release distribution packages compare to national distribution options?</strong></em></p>
<p style="text-align: justify;"><em><strong>A9:</strong><span> </span>Regional packages are highly focused, targeting specific states or metropolitan areas, making them much more affordable than national feeds. They are ideal for local businesses and regional events. National distribution packages offer massive scale and high-authority placements across the country but carry significantly higher base prices.</em></p>
<p style="text-align: justify;"><em><strong>Q10: What are the main benefits of using a specialized distribution network for crypto press releases?</strong></em></p>
<p style="text-align: justify;"><em><strong>A10:</strong><span> </span>Specialized networks maintain direct, active connections with niche blockchain blogs, cryptocurrency exchanges, and community forums. Standard wires often lack access to these highly technical media circles, resulting in low engagement. Investing in specialized crypto distribution ensures your announcement reaches active investors and enthusiastic decentralized finance consumers.</em></p>
<h2 style="text-align: justify;"><em>People Also Search For</em></h2>
<p style="text-align: justify;"><em>In conclusion, choosing the right distribution partner requires a careful, analytical evaluation of your corporate communication goals and total budget. By understanding how word counts, multimedia attachments, and regional targeting drive costs, you can make highly cost-effective distribution decisions. Navigating these complex corporate packages is always simpler when collaborating with experienced public relations professionals. Whether you are launching a new consumer product or managing a global corporate event, choosing the right partner is vital. Ready to scale your brand's digital media outreach and secure authoritative placements? Partner with our team today to gain access to the<span> </span><a href="https://pressreleasepower.com/distribution"><strong>best press release distribution service for startups</strong></a><span> </span>and unlock your brand's full organic potential. Our comprehensive distribution networks guarantee that your corporate announcements receive the high-impact media visibility they deserve. Contact us today to receive a highly customized, transparent quote for your upcoming media campaigns.</em></p>
<p style="text-align: justify;"><em><strong>Read More Article:<span> </span><a href="https://myliveroom.com/blogs/108574/What-Makes-a-Premium-Newswire-Distribution-Service-Worth-It">What Makes a Premium Newswire Distribution Service Worth It</a></strong></em></p>
<p style="text-align: justify;"><em><strong>Read More Article:<span> </span><a href="https://blogswirl.in.net/view_article.php?id=24593&amp;slug=how-online-press-release-distribution-improves-seo-results-for-businesses">How Online Press Release Distribution Improves SEO Results</a></strong></em></p>]]> </content:encoded>
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<title>A1 Poster Printing That Delivers Maximum Impact Instantly</title>
<link>https://news.bangboxonline.com/a1-poster-printing-that-delivers-maximum-impact-instantly</link>
<guid>https://news.bangboxonline.com/a1-poster-printing-that-delivers-maximum-impact-instantly</guid>
<description><![CDATA[ Print stunning A1 posters for events, promotions, or personal use. Our A1 poster printing service offers vibrant colors, durable materials, and full customization. Make a bold statement with high-quality A1 posters that grab attention instantly. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a749060c44.jpg" length="98948" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 16:57:13 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In a world overflowing with advertisements, promotions, and competing brands, standing out is no longer optional—it is essential. If your marketing materials fail to grab attention within seconds, you risk losing valuable opportunities. That is why an <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>a1 poster</b></a></span></strong> remains one of the most powerful promotional tools available today. With its large format, striking visibility, and ability to communicate messages instantly, it transforms ordinary advertising into an unforgettable experience.<o:p></o:p></p>
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<title>Are International SEO Services in India the Right Choice for Global Business Growth?</title>
<link>https://news.bangboxonline.com/Are-International-SEO-Services-in-India-the-Right-Choice-for-Global-Business-Growth</link>
<guid>https://news.bangboxonline.com/Are-International-SEO-Services-in-India-the-Right-Choice-for-Global-Business-Growth</guid>
<description><![CDATA[ Looking for international SEO services in India? Discover how an international SEO company in India helps businesses improve global rankings and growth. ]]></description>
<enclosure url="https://www.bizclickdigital.com/wp-content/uploads/2024/11/Get-Better-Response-to-Your-Business-Website-with-SEO.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 16:29:54 +0500</pubDate>
<dc:creator>bizclickdigital</dc:creator>
<media:keywords>international seo services in india</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:740,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:16,&quot;w&quot;:713,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1009}">In today's digital-first world, businesses are no longer limited by geographical boundaries. Whether you're a startup, eCommerce brand, SaaS company, or enterprise, reaching international audiences has become easier than ever. However, attracting customers from different countries requires more than just having a website. This is where </span><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:76,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1069}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:76,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1069}">international SEO services in India</span></strong><span bis_size="{&quot;x&quot;:238,&quot;y&quot;:76,&quot;w&quot;:116,&quot;h&quot;:16,&quot;abs_x&quot;:540,&quot;abs_y&quot;:1069}"> play a crucial role.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:108,&quot;w&quot;:740,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1101}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:110,&quot;w&quot;:669,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1103}">Companies looking to expand globally need a strategy that helps their website rank in multiple countries and languages. By partnering with an experienced </span><a href="https://www.bizclickdigital.com/international-seo-services/" bis_size="{&quot;x&quot;:295,&quot;y&quot;:130,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:597,&quot;abs_y&quot;:1123}"><strong bis_size="{&quot;x&quot;:295,&quot;y&quot;:130,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:597,&quot;abs_y&quot;:1123}"><span bis_size="{&quot;x&quot;:295,&quot;y&quot;:130,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:597,&quot;abs_y&quot;:1123}">international SEO company in India</span></strong></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:130,&quot;w&quot;:712,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1123}">, businesses can improve their online visibility, attract qualified international traffic, and increase conversions from global markets.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:185,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1178}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:183,&quot;w&quot;:269,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1176}">What Is International SEO?</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:222,&quot;w&quot;:740,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1215}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:224,&quot;w&quot;:726,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1217}">International SEO is the process of optimizing a website so that search engines can identify the countries and languages a business wants to target. Unlike traditional SEO, international SEO focuses on improving visibility across different regions, languages, and search behaviors.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:296,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1289}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:298,&quot;w&quot;:728,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1291}">The goal is simple: ensure that users in different countries see the most relevant version of your website in search results. This requires technical optimization, localized content, keyword research, and market-specific SEO strategies.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:350,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1343}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:352,&quot;w&quot;:149,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1345}">Businesses investing in </span><strong bis_size="{&quot;x&quot;:157,&quot;y&quot;:352,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:459,&quot;abs_y&quot;:1345}"><span bis_size="{&quot;x&quot;:157,&quot;y&quot;:352,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:459,&quot;abs_y&quot;:1345}">international SEO services in India</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:352,&quot;w&quot;:719,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1345}"> gain access to cost-effective expertise while building a strong global online presence.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:408,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1401}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:406,&quot;w&quot;:524,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1399}">Why Businesses Choose International SEO Services</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:445,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1438}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:447,&quot;w&quot;:714,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1440}">Expanding into global markets presents exciting opportunities, but it also comes with challenges. Different countries have unique search trends, cultural preferences, and online behaviors.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:499,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1492}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:501,&quot;w&quot;:418,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1494}">Here are some key reasons businesses invest in international SEO:</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:536,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1529}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:536,&quot;w&quot;:209,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1529}">1. Reach Global Audiences</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:572,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1565}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:574,&quot;w&quot;:726,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1567}">A well-planned international SEO strategy helps your website appear in search results across targeted countries. This increases brand awareness and drives international traffic.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:628,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1621}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:628,&quot;w&quot;:278,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1621}">2. Improve Search Engine Rankings</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:665,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1658}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:667,&quot;w&quot;:101,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1660}">An experienced </span><strong bis_size="{&quot;x&quot;:109,&quot;y&quot;:667,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:411,&quot;abs_y&quot;:1660}"><span bis_size="{&quot;x&quot;:109,&quot;y&quot;:667,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:411,&quot;abs_y&quot;:1660}">international SEO company in India</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:667,&quot;w&quot;:705,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1660}"> understands how to optimize websites for different regions, helping businesses achieve higher rankings in global search engines.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:721,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1714}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:721,&quot;w&quot;:269,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1714}">3. Increase Revenue Opportunities</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:757,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1750}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:759,&quot;w&quot;:734,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1752}">More visibility means more potential customers. By targeting international markets, businesses can generate additional leads, sales, and revenue streams.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:814,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1807}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:814,&quot;w&quot;:195,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1807}">4. Build Brand Credibility</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:850,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1843}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:852,&quot;w&quot;:731,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1845}">Users are more likely to trust websites that provide localized content and relevant information. International SEO helps establish authority in multiple markets.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:908,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1901}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:906,&quot;w&quot;:568,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1899}">Benefits of Hiring an International SEO Company in India</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:945,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1938}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:947,&quot;w&quot;:727,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1940}">India has become a preferred destination for SEO services due to its skilled professionals, advanced digital marketing expertise, and cost-effective solutions.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1001,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1994}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1001,&quot;w&quot;:282,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1994}">Access to Experienced SEO Experts</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1038,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2031}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1040,&quot;w&quot;:21,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2033}">An </span><strong bis_size="{&quot;x&quot;:29,&quot;y&quot;:1040,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:331,&quot;abs_y&quot;:2033}"><span bis_size="{&quot;x&quot;:29,&quot;y&quot;:1040,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:331,&quot;abs_y&quot;:2033}">international SEO company in India</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1040,&quot;w&quot;:703,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2033}"> typically works with clients across various industries and countries. This experience helps create customized strategies tailored to specific business goals.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1094,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2087}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1094,&quot;w&quot;:228,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2087}">Cost-Effective SEO Solutions</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1131,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2124}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1133,&quot;w&quot;:724,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2126}">Compared to many Western markets, businesses can access high-quality SEO services at competitive prices without compromising on quality.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1187,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2180}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1187,&quot;w&quot;:245,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2180}">Comprehensive SEO Strategies</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1223,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2216}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1225,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2218}">Most providers offering </span><strong bis_size="{&quot;x&quot;:154,&quot;y&quot;:1225,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:456,&quot;abs_y&quot;:2218}"><span bis_size="{&quot;x&quot;:154,&quot;y&quot;:1225,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:456,&quot;abs_y&quot;:2218}">international SEO services in India</span></strong><span bis_size="{&quot;x&quot;:384,&quot;y&quot;:1225,&quot;w&quot;:298,&quot;h&quot;:16,&quot;abs_x&quot;:686,&quot;abs_y&quot;:2218}"> deliver a complete range of solutions, including:</span></p>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1257,&quot;w&quot;:740,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2250}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1257,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2250}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1259,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2252}">International keyword research</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1277,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2270}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1279,&quot;w&quot;:170,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2272}">Technical SEO optimization</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1297,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2290}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1299,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2292}">Content localization</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1317,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2310}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1319,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2312}">Link-building campaigns</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1337,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2330}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1339,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2332}">Competitor analysis</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1357,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2350}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1359,&quot;w&quot;:219,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2352}">Performance tracking and reporting</span></li>
</ul>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1394,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2387}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1394,&quot;w&quot;:138,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2387}">Scalable Services</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1430,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2423}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1432,&quot;w&quot;:648,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2425}">As your business grows, SEO strategies can be adjusted to target new regions and languages efficiently.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1467,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2460}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1465,&quot;w&quot;:434,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2458}">Essential Components of International SEO</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1505,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2498}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1507,&quot;w&quot;:607,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2500}">Successful international SEO requires a combination of technical expertise and strategic planning.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1541,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2534}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1541,&quot;w&quot;:282,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2534}">Country-Specific Keyword Research</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1578,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2571}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1580,&quot;w&quot;:719,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2573}">Search behavior varies from one region to another. Identifying the right keywords for each target market is critical for success.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1634,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2627}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1634,&quot;w&quot;:243,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2627}">Website Structure Optimization</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1670,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2663}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1672,&quot;w&quot;:132,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2665}">Businesses may use:</span></p>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1704,&quot;w&quot;:740,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2697}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1704,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2697}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1706,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2699}">Country-specific domains</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1724,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2717}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1726,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2719}">Subdomains</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1744,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2737}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1746,&quot;w&quot;:89,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2739}">Subdirectories</span></li>
</ul>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1778,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2771}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1780,&quot;w&quot;:517,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2773}">Choosing the right structure helps search engines understand geographic targeting.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1815,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2808}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1815,&quot;w&quot;:191,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2808}">Hreflang Implementation</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1851,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2844}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1853,&quot;w&quot;:729,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2846}">Hreflang tags inform search engines which language and regional version of a webpage should be displayed to users.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1888,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2881}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1888,&quot;w&quot;:211,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2881}">Localized Content Creation</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1924,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2917}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1926,&quot;w&quot;:686,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2919}">Content should reflect local language preferences, cultural nuances, and audience expectations. This improves engagement and conversions.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1980,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2973}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1980,&quot;w&quot;:206,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2973}">International Link Building</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2017,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3010}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2019,&quot;w&quot;:697,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3012}">Building backlinks from region-specific websites enhances authority and improves rankings in targeted countries.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2054,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3047}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2052,&quot;w&quot;:511,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3045}">How to Choose the Right International SEO Partner</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2091,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3084}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2093,&quot;w&quot;:528,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3086}">Selecting the right SEO partner can significantly impact your global expansion efforts.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2125,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3118}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2127,&quot;w&quot;:187,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3120}">Consider the following factors:</span></p>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2159,&quot;w&quot;:740,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3152}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2159,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3152}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2161,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3154}">Proven international SEO experience</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2179,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3172}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2181,&quot;w&quot;:201,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3174}">Transparent reporting processes</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2199,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3192}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2201,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3194}">Industry-specific expertise</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2219,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3212}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2221,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3214}">Customized SEO strategies</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2239,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3232}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2241,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3234}">Strong client testimonials</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2259,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3252}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2261,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3254}">Technical SEO capabilities</span></li>
</ul>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2293,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3286}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2295,&quot;w&quot;:59,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3288}">A trusted </span><strong bis_size="{&quot;x&quot;:67,&quot;y&quot;:2295,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:369,&quot;abs_y&quot;:3288}"><span bis_size="{&quot;x&quot;:67,&quot;y&quot;:2295,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:369,&quot;abs_y&quot;:3288}">international SEO company in India</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2295,&quot;w&quot;:703,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3288}"> should focus on delivering measurable results rather than making unrealistic promises.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2351,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3344}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2349,&quot;w&quot;:447,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3342}">Common Mistakes Businesses Should Avoid</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2388,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3381}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2390,&quot;w&quot;:484,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3383}">Many businesses struggle with international SEO because of avoidable errors.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2422,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3415}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2424,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3417}">Some common mistakes include:</span></p>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2456,&quot;w&quot;:740,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3449}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2456,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3449}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2458,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3451}">Using direct translations instead of localized content</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2476,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3469}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2478,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3471}">Ignoring technical SEO requirements</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2496,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3489}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2498,&quot;w&quot;:323,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3491}">Targeting multiple countries with the same keywords</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2516,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3509}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2518,&quot;w&quot;:210,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3511}">Failing to implement hreflang tags</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2536,&quot;w&quot;:700,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3529}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2538,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3531}">Neglecting mobile optimization</span></li>
</ul>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2570,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3563}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2572,&quot;w&quot;:220,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3565}">Working with professionals offering </span><a href="https://www.bizclickdigital.com/international-seo-services/"><strong bis_size="{&quot;x&quot;:228,&quot;y&quot;:2572,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:530,&quot;abs_y&quot;:3565}"><span bis_size="{&quot;x&quot;:228,&quot;y&quot;:2572,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:530,&quot;abs_y&quot;:3565}">international SEO services in India</span></strong></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2572,&quot;w&quot;:708,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3565}"> can help avoid these issues and create a more effective global SEO strategy.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2628,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3621}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2626,&quot;w&quot;:150,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3619}">Final Thoughts</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2665,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3658}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2667,&quot;w&quot;:726,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3660}">Global expansion requires a strategic approach to digital marketing. International SEO helps businesses connect with audiences across different countries while improving search engine visibility and customer engagement.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2719,&quot;w&quot;:740,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3712}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2721,&quot;w&quot;:176,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3714}">By partnering with a reliable </span><strong bis_size="{&quot;x&quot;:184,&quot;y&quot;:2721,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:486,&quot;abs_y&quot;:3714}"><span bis_size="{&quot;x&quot;:184,&quot;y&quot;:2721,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:486,&quot;abs_y&quot;:3714}">international SEO company in India</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2721,&quot;w&quot;:736,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3714}">, businesses can access expert guidance, advanced SEO techniques, and cost-effective solutions designed for international growth. Whether you're entering one new market or several, investing in professional </span><strong bis_size="{&quot;x&quot;:277,&quot;y&quot;:2761,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:579,&quot;abs_y&quot;:3754}"><span bis_size="{&quot;x&quot;:277,&quot;y&quot;:2761,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:579,&quot;abs_y&quot;:3754}">international SEO services in India</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2761,&quot;w&quot;:715,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3754}"> can help your brand build a strong presence worldwide and achieve sustainable long-term success.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2817,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3810}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2815,&quot;w&quot;:358,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3808}">Frequently Asked Questions (FAQs)</span></h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2854,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3847}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2854,&quot;w&quot;:371,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3847}">1. What are international SEO services in India?</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2890,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3883}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2892,&quot;w&quot;:670,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3885}">International SEO services focus on optimizing websites to rank in multiple countries and languages, helping businesses attract global audiences.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2947,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3940}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2947,&quot;w&quot;:468,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3940}">2. Why should I hire an international SEO company in India?</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2983,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3976}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2985,&quot;w&quot;:692,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3978}">Indian SEO companies offer experienced professionals, competitive pricing, and proven strategies for improving international search visibility.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3040,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4033}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3040,&quot;w&quot;:448,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4033}">3. How long does international SEO take to show results?</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3076,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4069}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3078,&quot;w&quot;:710,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4071}">Most businesses start seeing noticeable improvements within 3 to 6 months, depending on competition and market conditions.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3132,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4125}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3132,&quot;w&quot;:416,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4125}">4. Is international SEO suitable for small businesses?</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3169,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4162}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3171,&quot;w&quot;:703,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4164}">Yes, small businesses can use international SEO to expand into new markets and attract customers from different countries.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3225,&quot;w&quot;:740,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4218}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3225,&quot;w&quot;:400,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4218}">5. What services are included in international SEO?</span></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3261,&quot;w&quot;:740,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4254}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3263,&quot;w&quot;:735,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4256}">Services typically include keyword research, technical SEO, content localization, hreflang implementation, link building, and performance tracking.</span></p>]]> </content:encoded>
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<title>Best Wooden Kitchen Trolley Online: A Complete Buying Guide 2026</title>
<link>https://news.bangboxonline.com/best-wooden-kitchen-trolley-online-a-complete-buying-guide-2026</link>
<guid>https://news.bangboxonline.com/best-wooden-kitchen-trolley-online-a-complete-buying-guide-2026</guid>
<description><![CDATA[ Discover the best wooden kitchen trolley online in 2026. Learn how to choose the right design, storage, size, and features for your kitchen needs. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a6cbf870d2.jpg" length="90600" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 16:24:46 +0500</pubDate>
<dc:creator>Jacson Sanders</dc:creator>
<media:keywords>Wooden Kitchen Trolley Online</media:keywords>
<content:encoded><![CDATA[<h1 dir="ltr"></h1>
<p dir="ltr"><span>A Wooden Kitchen Trolley Online purchase has become one of the most popular choices for modern homes in 2026. With compact kitchens and the need for extra storage, wooden trolleys offer a perfect blend of functionality, style, and durability. Whether you want extra counter space, mobile storage, or a stylish serving unit, a wooden kitchen trolley can transform the way your kitchen works.</span></p>
<p dir="ltr"><span>However, buying the right one online requires careful consideration. This complete guide will help you understand what to look for before making a purchase and how to choose a trolley that perfectly fits your kitchen needs.</span></p>
<h2 dir="ltr"><span>Why Choose a Wooden Kitchen Trolley?</span></h2>
<p dir="ltr"><span>Wooden kitchen trolleys are widely preferred due to their natural look and long-lasting performance. Unlike plastic or metal alternatives, wood adds warmth and elegance to your kitchen interior.</span></p>
<p dir="ltr"><span>Key benefits include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Strong and durable structure for daily use</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Aesthetic appeal that matches modern and traditional kitchens</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eco-friendly and sustainable material options</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Versatile usage for storage, prep space, or serving</span></p>
</li>
</ul>
<p dir="ltr"><span>A well-built wooden trolley not only improves functionality but also enhances the overall kitchen design.</span></p>
<h2 dir="ltr"><span>Key Features to Look for When Buying Online</span></h2>
<p dir="ltr"><span>When shopping for a</span><a href="https://www.lardersdirect.co.uk/collections/kitchen-storage-trolleys"><span> </span><span>Wooden Kitchen Trolley Online</span><span>,</span></a><span> it is important to focus on quality, design, and usability. Here are the most important factors:</span></p>
<h3 dir="ltr"><span>1. Material Quality</span></h3>
<p dir="ltr"><span>Always check the type of wood used. Solid woods like mango, teak, or engineered hardwood are more durable and resistant to wear and moisture. Avoid low-quality particle boards if you want long-term use.</span></p>
<h3 dir="ltr"><span>2. Storage Capacity</span></h3>
<p dir="ltr"><span>A good kitchen trolley should offer multiple storage options such as:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Open shelves for quick access</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Drawers for utensils and tools</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cabinets for hidden storage</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Extra racks for bottles or spices</span></p>
</li>
</ul>
<p dir="ltr"><span>The more organized the storage, the more efficient your kitchen becomes.</span></p>
<h3 dir="ltr"><span>3. Mobility and Wheels</span></h3>
<p dir="ltr"><span>One of the biggest advantages of a kitchen trolley is mobility. Look for:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Smooth-rolling caster wheels</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Locking brakes for stability</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Strong wheel support for heavy loads</span></p>
</li>
</ul>
<p dir="ltr"><span>This ensures easy movement and safe positioning.</span></p>
<h3 dir="ltr"><span>4. Worktop Functionality</span></h3>
<p dir="ltr"><span>Many wooden trolleys come with a top surface that can be used for food preparation or serving. A strong, scratch-resistant top adds extra value and convenience.</span></p>
<h3 dir="ltr"><span>5. Size and Space Fit</span></h3>
<p dir="ltr"><span>Measure your kitchen space before buying. Compact kitchens need slim, space-saving designs, while larger kitchens can accommodate wider trolley units.</span></p>
<h2 dir="ltr"><span>Popular Types of Wooden Kitchen Trolleys in 2026</span></h2>
<h3 dir="ltr"><span>1. Compact Storage Trolleys</span></h3>
<p dir="ltr"><span>Ideal for small kitchens, these trolleys focus on vertical storage and minimal footprint while offering essential space for utensils and groceries.</span></p>
<h3 dir="ltr"><span>2. Multi-Functional Kitchen Islands</span></h3>
<p dir="ltr"><span>These are larger units that act as both storage and workspace. They are perfect for modern open kitchens.</span></p>
<h3 dir="ltr"><span>3. Serving Trolleys</span></h3>
<p dir="ltr"><span>Designed mainly for serving food and drinks, these trolleys often include elegant finishes and easy mobility.</span></p>
<h3 dir="ltr"><span>4. Drawer-Based Utility Trolleys</span></h3>
<p dir="ltr"><span>Perfect for organized storage, these models come with multiple drawers for cutlery, spices, and kitchen tools.</span></p>
<h2 dir="ltr"><span>Design Trends for Wooden Kitchen Trolleys in 2026</span></h2>
<p dir="ltr"><span>Modern kitchen design trends are influencing trolley styles as well. Some of the most popular trends include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Minimalist wooden finishes with clean lines</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Matte and natural wood textures</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Mixed-material designs (wood + metal frame)</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Space-saving foldable or extendable surfaces</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Multi-purpose smart storage solutions</span></p>
</li>
</ul>
<p dir="ltr"><span>These designs ensure that your trolley is not only functional but also visually appealing.</span></p>
<h2 dir="ltr"><span>Maintenance Tips for Long-Lasting Use</span></h2>
<p dir="ltr"><span>To ensure your wooden kitchen trolley lasts for years:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Clean regularly with a dry or slightly damp cloth</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Avoid excessive water exposure</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Use wood polish occasionally to maintain shine</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Do not overload shelves beyond capacity</span></p>
</li>
</ul>
<p dir="ltr"><span>Proper maintenance keeps the trolley strong and beautiful for long-term use.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>Choosing the right Wooden Kitchen Trolley Online can significantly improve your kitchen’s efficiency and style. Focus on material quality, storage design, mobility, and size before making your decision. A well-chosen trolley acts as a smart investment that enhances both convenience and aesthetics.</span></p>
<p dir="ltr"><span>If you are looking for premium-quality kitchen storage solutions, you can explore options at </span><a href="https://www.lardersdirect.co.uk/"><span>Larders Direct.</span></a></p>
<p dir="ltr"><span>A carefully selected wooden kitchen trolley not only saves space but also adds a touch of elegance and practicality to your home, making everyday cooking more organized and enjoyable.</span></p>]]> </content:encoded>
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<title>491 Visa Australia Explained: Eligibility, Requirements and Benefits</title>
<link>https://news.bangboxonline.com/491-visa-australia-explained-eligibility-requirements-and-benefits</link>
<guid>https://news.bangboxonline.com/491-visa-australia-explained-eligibility-requirements-and-benefits</guid>
<description><![CDATA[ Learn everything about the 491 visa Australia, including eligibility requirements, benefits, application steps, and the pathway to permanent residency in regional Australia. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a6ba65bf56.jpg" length="94531" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 16:19:21 +0500</pubDate>
<dc:creator>Emmi Boland</dc:creator>
<media:keywords>491 visa</media:keywords>
<content:encoded><![CDATA[<p data-start="72" data-end="490">Australia continues to attract skilled professionals from around the world, and the 491 visa has become one of the most popular pathways for those looking to live and work in regional Australia. Officially known as the <a href="https://aumglobal.com.au/blog-content/subclass-300-prospective-marriage-visa-requirements-processing-time"><strong>Skilled Work Regional (Provisional) Visa (Subclass 491)</strong></a>, this visa offers skilled workers the opportunity to build a future in Australia while supporting regional communities and workforce needs.</p>
<p data-start="492" data-end="714">If you're considering migrating to Australia, understanding the eligibility criteria, application requirements, and benefits of the 491 visa can help you determine whether it is the right option for your circumstances.</p>
<h2 data-section-id="8uixs2" data-start="716" data-end="740">What Is the 491 Visa?</h2>
<p data-start="742" data-end="998">The 491 visa is a points-tested provisional visa designed for skilled workers who wish to live, work, and study in designated regional areas of Australia. The visa allows eligible applicants and their families to stay in Australia for up to five years. One of the biggest attractions of the 491 visa is that it provides a pathway to permanent residency for eligible visa holders who meet the required conditions. The visa is intended to address skill shortages in regional Australia while encouraging migrants to settle outside major metropolitan areas.</p>
<h2 data-section-id="ymu669" data-start="1303" data-end="1337">Who Can Apply for the 491 Visa?</h2>
<p data-start="1339" data-end="1454">To apply for a 491 visa, applicants must satisfy several eligibility requirements set by the Australian Government.</p>
<h3 data-section-id="m4cnqm" data-start="1456" data-end="1485">1. Be Nominated or Sponsored</h3>
<p data-start="1487" data-end="1510">Applicants must either:</p>
<ul data-start="1512" data-end="1659">
<li data-section-id="1kqjrc8" data-start="1512" data-end="1577">Be nominated by an Australian state or territory government, or</li>
<li data-section-id="1iiulu2" data-start="1578" data-end="1659">Be sponsored by an eligible family member living in a designated regional area.</li>
</ul>
<p data-start="1661" data-end="1750">Without nomination or sponsorship, applicants cannot proceed with a 491 visa application.</p>
<h3 data-section-id="j5yl4a" data-start="1752" data-end="1814">2. Have an Occupation on the Relevant Skilled Occupation List</h3>
<p data-start="1816" data-end="1910">Your occupation must appear on the skilled occupation list applicable to the 491 visa program. The occupation list is reviewed regularly and includes a wide range of professions across industries such as:</p>
<ul data-start="2023" data-end="2110">
<li data-section-id="16p2y2p" data-start="2023" data-end="2035">Healthcare</li>
<li data-section-id="1p06fqp" data-start="2036" data-end="2049">Engineering</li>
<li data-section-id="1ocmvwi" data-start="2050" data-end="2074">Information Technology</li>
<li data-section-id="n0dh7m" data-start="2075" data-end="2086">Education</li>
<li data-section-id="ar2b79" data-start="2087" data-end="2101">Construction</li>
<li data-section-id="5g2jz1" data-start="2102" data-end="2110">Trades</li>
</ul>
<p data-start="2112" data-end="2192">Applicants should verify that their occupation remains eligible before applying.</p>
<h3 data-section-id="5d8nvx" data-start="2194" data-end="2236">3. Meet the Skills Assessment Requirement</h3>
<p data-start="2238" data-end="2354">Most applicants must obtain a positive skills assessment from the relevant assessing authority for their occupation. A skills assessment verifies that your qualifications and work experience meet Australian standards.</p>
<h3 data-section-id="1d7ylh6" data-start="2458" data-end="2486">4. Meet the Age Requirement</h3>
<p data-start="2488" data-end="2587">Applicants must generally be under 45 years of age at the time they receive an invitation to apply.</p>
<h3 data-section-id="pp6450" data-start="2589" data-end="2626">5. Achieve the Required Points Score</h3>
<p data-start="2628" data-end="2698">The 491 visa operates under Australia's points-based migration system.</p>
<p data-start="2700" data-end="2755">Applicants are awarded points based on factors such as:</p>
<ul data-start="2757" data-end="2884">
<li data-section-id="1o4g97" data-start="2757" data-end="2762">Age</li>
<li data-section-id="8ts1u9" data-start="2763" data-end="2793">English language proficiency</li>
<li data-section-id="1c8euiv" data-start="2794" data-end="2819">Skilled work experience</li>
<li data-section-id="1qp69vx" data-start="2820" data-end="2848">Educational qualifications</li>
<li data-section-id="tdw46l" data-start="2849" data-end="2867">Australian study</li>
<li data-section-id="fm77d0" data-start="2868" data-end="2884">Partner skills</li>
</ul>
<p data-start="2886" data-end="2991">A minimum score of 65 points is generally required, although higher scores often improve competitiveness.</p>
<h3 data-section-id="c4ueyb" data-start="2993" data-end="3031">6. Meet English Language Requirements</h3>
<p data-start="3033" data-end="3125">Applicants must demonstrate competent English through approved language tests unless exempt.</p>
<h3 data-section-id="18e7o1z" data-start="3127" data-end="3172">7. Satisfy Health and Character Requirements</h3>
<p data-start="3174" data-end="3314">All applicants must meet Australia's health and character requirements, including medical examinations and police clearances where required.</p>
<h2 data-section-id="ct6vp3" data-start="3316" data-end="3364">Key Requirements for the 491 Visa Application</h2>
<h3 data-section-id="1kaablu" data-start="3366" data-end="3408">1. Submit an Expression of Interest (EOI)</h3>
<p data-start="3410" data-end="3496">Before applying, candidates must submit an Expression of Interest through SkillSelect. The EOI provides details about your qualifications, skills, work experience, and points score.</p>
<h3 data-section-id="tn649o" data-start="3594" data-end="3628">2. Receive an Invitation to Apply</h3>
<p data-start="3630" data-end="3777">After submitting an EOI, eligible applicants may receive an invitation from a state or territory government or through family sponsorship pathways. Only invited candidates can proceed with a visa application.</p>
<h3 data-section-id="1m5l8nc" data-start="3841" data-end="3877">3. Provide Supporting Documentation</h3>
<p data-start="3879" data-end="3951">Applicants must submit evidence supporting all claims made in their EOI.</p>
<p data-start="3953" data-end="3978">Common documents include:</p>
<ul data-start="3980" data-end="4147">
<li data-section-id="1af1qm9" data-start="3980" data-end="4013">Passport and identity documents</li>
<li data-section-id="8uxr1i" data-start="4014" data-end="4041">Skills assessment results</li>
<li data-section-id="1csekly" data-start="4042" data-end="4064">English test results</li>
<li data-section-id="q6n78m" data-start="4065" data-end="4085">Employment records</li>
<li data-section-id="1qp69vx" data-start="4086" data-end="4114">Educational qualifications</li>
<li data-section-id="1vxflwa" data-start="4115" data-end="4147">Health and character documents</li>
</ul>
<p data-start="4149" data-end="4237">Providing complete and accurate documentation is essential for a successful application.</p>
<h2 data-section-id="140cveo" data-start="4239" data-end="4266">Benefits of the 491 Visa</h2>
<h3 data-section-id="40vdiu" data-start="4268" data-end="4305">1. Additional Points for Eligibility</h3>
<p data-start="4307" data-end="4434">One of the most significant advantages of the 491 visa is the additional points awarded for regional nomination or sponsorship. Eligible applicants receive 15 extra points, which can substantially improve their chances of receiving an invitation.</p>
<h3 data-section-id="1hqa3l8" data-start="4556" data-end="4595">2. Live and Work in Regional Australia</h3>
<p data-start="4597" data-end="4682">Visa holders can live, work, and study in designated regional areas across Australia.</p>
<p data-start="4684" data-end="4714">Many regional locations offer:</p>
<ul data-start="4716" data-end="4830">
<li data-section-id="q129hc" data-start="4716" data-end="4736">Lower living costs</li>
<li data-section-id="cle5na" data-start="4737" data-end="4767">Reduced competition for jobs</li>
<li data-section-id="1f0ldqf" data-start="4768" data-end="4794">Strong community support</li>
<li data-section-id="r2tdj6" data-start="4795" data-end="4830">Excellent lifestyle opportunities</li>
</ul>
<p data-start="4832" data-end="4923">These benefits make regional Australia an attractive destination for many skilled migrants.</p>
<h3 data-section-id="xweipp" data-start="4925" data-end="4959">3. Pathway to Permanent Residency</h3>
<p data-start="4961" data-end="5117">The 491 visa is not a permanent visa, but it provides a pathway to permanent residency through the Subclass 191 Permanent Residence (Skilled Regional) Visa. Applicants who meet income and residency requirements may become eligible for permanent residency after satisfying the relevant conditions.</p>
<h3 data-section-id="ot1n6y" data-start="5260" data-end="5295">4. Include Eligible Family Members</h3>
<p data-start="5297" data-end="5370">Applicants can include eligible family members in their visa application. This allows partners and dependent children to enjoy the same rights and opportunities while living in Australia.</p>
<h3 data-section-id="qbxbbq" data-start="5487" data-end="5525">5. Access to Employment Opportunities</h3>
<p data-start="5527" data-end="5612">Regional Australia continues to experience skill shortages across various industries. As a result, 491 visa holders often benefit from strong employment prospects and growing demand for skilled workers.</p>
<h3 data-section-id="1m6lq2r" data-start="5732" data-end="5754">6. Travel Flexibility</h3>
<p data-start="5756" data-end="5901">The visa allows multiple entries and exits from Australia during its validity period, providing flexibility for personal and professional travel.</p>
<h2 data-section-id="11fvdw7" data-start="5903" data-end="5937">Obligations of 491 Visa Holders</h2>
<p data-start="5939" data-end="6033">While the visa offers many advantages, holders are expected to comply with certain conditions.</p>
<p data-start="6035" data-end="6059">These generally include:</p>
<ul data-start="6061" data-end="6214">
<li data-section-id="1bozu5z" data-start="6061" data-end="6100">Living in a designated regional area.</li>
<li data-section-id="ojmzbp" data-start="6101" data-end="6163">Working and studying in regional Australia where applicable.</li>
<li data-section-id="ysv0hs" data-start="6164" data-end="6214">Meeting the conditions associated with the visa.</li>
</ul>
<p data-start="6216" data-end="6297">Failure to comply with visa conditions may affect future migration opportunities.</p>
<h2 data-section-id="uivmt5" data-start="6299" data-end="6326">Common Mistakes to Avoid</h2>
<h3 data-section-id="6xjqi2" data-start="6328" data-end="6357">1. Claiming Incorrect Points</h3>
<p data-start="6359" data-end="6446">Overstating qualifications, work experience, or other factors can lead to visa refusal.</p>
<h3 data-section-id="1mzx85w" data-start="6448" data-end="6483">2. Submitting Incomplete Documents</h3>
<p data-start="6485" data-end="6588">Missing documentation is a common cause of delays and additional requests from immigration authorities.</p>
<h3 data-section-id="5eocyb" data-start="6590" data-end="6623">3. Choosing the Wrong Occupation</h3>
<p data-start="6625" data-end="6730">Applicants should ensure their nominated occupation aligns with their qualifications and work experience.</p>
<h3 data-section-id="1i7bat2" data-start="6732" data-end="6774">4. Ignoring State Nomination Requirements</h3>
<p data-start="6776" data-end="6866">Each state and territory may have unique nomination criteria that applicants must satisfy.</p>
<h2 data-section-id="1r71gad" data-start="6868" data-end="6905">How Professional Guidance Can Help</h2>
<p data-start="6907" data-end="7133">Navigating Australia's skilled migration system can be complex. Many applicants choose to work with migration professionals to better understand eligibility requirements, prepare documentation, and maximise their points score.</p>
<p data-start="7135" data-end="7273">Organisations such as <a href="https://edunest.com.au/"><strong data-start="7157" data-end="7180">Edunest Consultants</strong></a> assist applicants in understanding the 491 visa process and preparing stronger applications.</p>
<h2 data-section-id="114wazr" data-start="7275" data-end="7292">Final Thoughts</h2>
<p data-start="7294" data-end="7605">The 491 visa is an excellent option for skilled workers seeking opportunities in regional Australia. With benefits such as additional points, strong employment prospects, family inclusion, and a pathway to permanent residency, the visa remains one of Australia's most attractive regional migration programs.</p>
<p data-start="7607" data-end="7848" data-is-last-node="" data-is-only-node="">By understanding the eligibility criteria, meeting all requirements, and preparing a well-documented application, skilled professionals can take an important step toward building a successful future in Australia through the 491 visa pathway.</p>]]> </content:encoded>
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<title>Looking for the Best Classical Dance School in Sunnyvale for Kids?</title>
<link>https://news.bangboxonline.com/Looking-for-the-Best-Classical-Dance-School-in-Sunnyvale-for-Kids</link>
<guid>https://news.bangboxonline.com/Looking-for-the-Best-Classical-Dance-School-in-Sunnyvale-for-Kids</guid>
<description><![CDATA[ Searching for a classical dance school in Sunnyvale? Discover how kids dance classes in Sunnyvale help children build confidence, discipline, and creativity. ]]></description>
<enclosure url="https://kuchipudiusha.com/wp-content/uploads/2024/11/Kuchipudi-Usha-website-design.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 16:15:36 +0500</pubDate>
<dc:creator>Abhinaya Kuchipudi Dance Academy</dc:creator>
<media:keywords>Classical dance school in Sunnyvale</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>Every parent wants their child to grow with confidence, creativity, and strong values. One of the most effective ways to support this development is through dance education. If you're searching for a </span><strong><span>classical dance school in Sunnyvale</span></strong><span>, you're already taking a step toward providing your child with a meaningful and enriching experience.</span></p>
<p class="isSelectedEnd"><span>Classical dance is more than just movement. It combines culture, discipline, self-expression, and physical fitness into a single art form. Many families are now enrolling their children in </span><a href="https://maps.app.goo.gl/gBiqn9NjWBZoerRf9"><strong><span>kids dance classes in Sunnyvale</span></strong></a><span> to help them develop valuable life skills while having fun.</span></p>
<p class="isSelectedEnd"><span>In this guide, we'll explore the benefits of classical dance training, what to look for in a dance school, and why Sunnyvale has become a popular destination for young dancers.</span></p>
<h2><span>The Growing Popularity of Classical Dance Among Children</span></h2>
<p class="isSelectedEnd"><span>Classical dance has been admired for generations because it teaches grace, rhythm, and storytelling through movement. Unlike many recreational activities, dance offers both physical and emotional benefits.</span></p>
<p class="isSelectedEnd"><span>A reputable </span><strong><span>classical dance school in Sunnyvale</span></strong><span> provides structured training that helps children learn technique while appreciating cultural traditions. Through regular practice, students improve coordination, posture, flexibility, and concentration.</span></p>
<p class="isSelectedEnd"><span>At the same time, dance encourages creativity and allows children to express emotions in a healthy and artistic way.</span></p>
<h2><span>Benefits of Kids Dance Classes</span></h2>
<p class="isSelectedEnd"><span>Parents often choose </span><strong><span>kids dance classes in Sunnyvale</span></strong><span> because they offer much more than dance instruction. These classes help children develop skills that support success both inside and outside the classroom.</span></p>
<h3><span>Improved Confidence</span></h3>
<p class="isSelectedEnd"><span>Performing in front of an audience helps children overcome shyness and build self-esteem. As they master new movements and routines, they gain confidence in their abilities.</span></p>
<h3><span>Better Physical Fitness</span></h3>
<p class="isSelectedEnd"><span>Dance promotes strength, flexibility, balance, and endurance. Regular participation helps children stay active while enjoying an engaging activity.</span></p>
<h3><span>Enhanced Focus and Discipline</span></h3>
<p class="isSelectedEnd"><span>Learning choreography requires attention, patience, and dedication. Children learn the value of practice and perseverance through consistent training.</span></p>
<h3><span>Social Development</span></h3>
<p class="isSelectedEnd"><span>Dance classes create opportunities for children to make friends and work together as a team. Students learn respect, cooperation, and communication skills.</span></p>
<h2><span>What Makes a Great Classical Dance School?</span></h2>
<p class="isSelectedEnd"><span>Not all dance programs are the same. When evaluating a </span><strong><span>classical dance school in Sunnyvale</span></strong><span>, there are several important factors to consider.</span></p>
<h3><span>Experienced Instructors</span></h3>
<p class="isSelectedEnd"><span>Qualified teachers bring years of training and performance experience to the classroom. They understand how to teach children effectively while maintaining high artistic standards.</span></p>
<h3><span>Structured Curriculum</span></h3>
<p class="isSelectedEnd"><span>A well-designed curriculum helps students progress gradually from beginner to advanced levels. Clear learning goals ensure steady development and skill-building.</span></p>
<h3><span>Supportive Environment</span></h3>
<p class="isSelectedEnd"><span>Children thrive in a positive and encouraging atmosphere. A welcoming dance school helps students feel comfortable while challenging them to grow.</span></p>
<h3><span>Performance Opportunities</span></h3>
<p class="isSelectedEnd"><span>Recitals and cultural events allow students to showcase their progress and gain valuable stage experience.</span></p>
<h2><span>Why Parents Prefer Kids Dance Classes in Sunnyvale</span></h2>
<p class="isSelectedEnd"><span>Sunnyvale is home to a diverse and family-oriented community. As a result, many dance programs are designed to meet the needs of children from various backgrounds and experience levels.</span></p>
<p class="isSelectedEnd"><span>The best </span><strong><span>kids dance classes in Sunnyvale</span></strong><span> focus on creating an enjoyable learning experience while maintaining strong educational values. Parents appreciate programs that balance technical training with creativity and personal growth.</span></p>
<p class="isSelectedEnd"><span>Many schools also offer beginner-friendly classes, making it easy for young dancers to start their journey regardless of prior experience.</span></p>
<h2><span>How Classical Dance Supports Academic Success</span></h2>
<p class="isSelectedEnd"><span>Research has shown that participation in arts education can positively impact academic performance. Students who attend a </span><strong><span>classical dance school in Sunnyvale</span></strong><span> often develop skills that transfer directly to school environments.</span></p>
<p class="isSelectedEnd"><span>Dance training encourages:</span></p>
<ul data-spread="false">
<li><span>Stronger memory and retention</span></li>
<li><span>Better time management</span></li>
<li><span>Increased concentration</span></li>
<li><span>Improved listening skills</span></li>
<li><span>Greater self-discipline</span></li>
</ul>
<p class="isSelectedEnd"><span>These qualities can help children perform better academically while maintaining a healthy balance between studies and extracurricular activities.</span></p>
<h2><span>Choosing the Right Class for Your Child</span></h2>
<p class="isSelectedEnd"><span>Before enrolling, consider your child's interests, personality, and goals. Some children enjoy performing on stage, while others simply love learning new skills and staying active.</span></p>
<p class="isSelectedEnd"><span>When visiting a </span><strong><span>classical dance school in Sunnyvale</span></strong><span>, ask about class sizes, teaching methods, performance opportunities, and student progression. Observing a class can also provide valuable insight into the learning environment.</span></p>
<p class="isSelectedEnd"><span>Similarly, when exploring </span><strong><span>kids dance classes in Sunnyvale</span></strong><span>, look for programs that emphasize both technique and enjoyment. Children are more likely to stay engaged when learning feels rewarding and fun.</span></p>
<h2><span>Building Lifelong Skills Through Dance</span></h2>
<p class="isSelectedEnd"><span>Dance education extends far beyond childhood. The lessons learned through classical dance often stay with students for life.</span></p>
<p class="isSelectedEnd"><span>Children develop resilience by overcoming challenges, confidence by performing in front of others, and discipline through regular practice. These experiences contribute to personal growth and prepare them for future success.</span></p>
<p class="isSelectedEnd"><span>Whether your child dreams of becoming a performer or simply wants an enjoyable activity after school, enrolling in a quality dance program can make a lasting difference.</span></p>
<h2><span>Final Thoughts</span></h2>
<p class="isSelectedEnd"><span>Finding the right </span><a href="https://kuchipudiusha.com/"><strong><span>classical dance school in Sunnyvale</span></strong></a><span> can open the door to a world of artistic expression, cultural appreciation, and personal development. Through structured training and supportive instruction, children gain skills that benefit them both on and off the stage.</span></p>
<p><span>Likewise, </span><strong><span>kids dance classes in Sunnyvale</span></strong><span> provide an excellent opportunity for young learners to stay active, build confidence, and form meaningful friendships. By choosing a program that values both education and creativity, parents can help their children enjoy a rewarding and enriching dance journey.</span></p>]]> </content:encoded>
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<title>How Fence Installation Helps Define and Protect Outdoor Spaces</title>
<link>https://news.bangboxonline.com/how-fence-installation-helps-define-and-protect-outdoor-spaces</link>
<guid>https://news.bangboxonline.com/how-fence-installation-helps-define-and-protect-outdoor-spaces</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a89b46c311.jpg" length="406613" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 16:12:37 +0500</pubDate>
<dc:creator>Susan Armadale</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>All types of home and business properties may have value added by outdoor space, which offers somewhere to rest, entertain, grow plants and enjoy recreation. To be enjoyed fully, the area needs defining and protecting and a professionally </span><strong><a href="https://lonestarfenceco.com/why-professional-fence-installation-matters-more-than-materials/">fence installation</a></strong><span> is the best way to do this.</span><b></b></p>
<p dir="ltr"><span>Besides delineating the boundary of a property, a good choice of fencing can also provide added privacy and security and boost its curb appeal as well as developing specific demarcations of different spaces. With the opportunity to go for modern or traditional Wood Fencing, adding the right fencing can make a sizeable difference to every outdoor area.</span></p>
<h2 dir="ltr"><span>Defining Property Boundaries</span></h2>
<p dir="ltr"><span>A great advantage to fence installation is defining property lines. Property line disputes can frequently create conflict with neighbors. A fence offers a physical, visual border that removes all doubt.</span><b></b></p>
<p dir="ltr"><span>Homeowners need established boundaries so that can enjoy and utilize their gardens without worry about encroachment. This becomes particularly critical when utilized on larger plots of land, within a tight neighborhood, or in situations where borders extend close to another property.</span><b></b></p>
<p dir="ltr"><span>Fences keep order and provide occupancy and control to outdoor spaces. Fences will define an area of a property.</span></p>
<h2 dir="ltr"><span>Enhancing Privacy</span></h2>
<p dir="ltr"><span>Privacy is another thing that people invest most on their fences. Excessively exposed outdoor spaces such as patio, pool, garden, and backyard are places where individuals relax or spent quality time with family members. Lack of privacy can keep off residents from doing the activity.</span><b></b></p>
<p dir="ltr"><span>Privacy fences shield picnic and seating areas from view of neighboring property and parking lots. Higher, more elaborate fencing gives the yard a more intimate, relaxed feel.</span><b></b></p>
<p dir="ltr"><span>Most people feel that Wood Fencing is a great way to have high levels of security on their property. Solid Wood Fencing panels are great for this because they block views of the outside from the individual enclosed sections of land, and the natural characteristics of Wood Fencing look great in almost any setting. Customization options are also abundant when choosing Wood Fencing because the fences can be built to a variety of heights and many different choices in finishings and designs are available to fit an individuals needs.</span></p>
<h2 dir="ltr"><span>Improving Security</span></h2>
<p dir="ltr"><span>Long term safety protection is another benefit of having fences installed professionally. Simply through their physical presence, fences deter unwanted intrusion and inclusion from intruders.</span></p>
<p dir="ltr"><span>A secure fence helps:</span></p>
<p dir="ltr"><span>Put signs up to prevent trespassing.</span><b></b></p>
<p dir="ltr"><span>Restrict access to private areas.</span><b></b></p>
<p dir="ltr"><span>Protect outside equipment and possessions.</span><b></b></p>
<p dir="ltr"><span>Reduce the potential for theft.</span><b></b></p>
<p dir="ltr"><span>Increase overall building security.</span><b></b></p>
<p dir="ltr"><span>Fences: Families with young children use fences to provide a safe play area in the yard that will contain children as they run around enjoying their leisure time. Pet owners use fences to enclose their yards so that they will not run away.</span><b></b></p>
<p dir="ltr"><span>Permanently installed gates and locking systems....Increase the security and control of our access to the property.</span></p>
<h2 dir="ltr"><span>Protecting Landscaping and Gardens</span></h2>
<p dir="ltr"><span>Numerous homeowners spend a lot of time and money on landscaping, gardens and other outside features. The fencing offers security to these prized features.</span><b></b></p>
<p dir="ltr"><span>Garden fences help protect the garden from animals, unintended damage, and separate sensitive plants from high traffic areas. Specialist fences can also be used to section off a garden into areas for vegetable beds, flower beds, patios, and relaxation areas.</span><b></b></p>
<p dir="ltr"><span>Wood Fencing is especially used around grounds because it is more natural looking. It is more natural looking than many materials and it‘s natural appearance is in harmony with the plants and trees or landscaping it is protecting.</span></p>
<h2 dir="ltr"><span>Increasing Property Value</span></h2>
<p dir="ltr"><span>A well-built fence can add value to a property--both in terms of aesthetics and practical use. When selling a home, people look for fences, as the fencing provides privacy, security, and delineation.</span><b></b></p>
<p dir="ltr"><span>An attractive fence also adds to the curb appeal and keeps a clean look to the exterior of the home. Buyers with children or pets would also find the benefits of a fenced in yard very attractive.</span><b></b></p>
<p dir="ltr"><span>Durability, ease of maintenance and suitability of the design to the property are all factors that a home owner should think about when choosing a material for a fencing. a few of the materials, if they are properly maintained can last a considerable amount of time for example, a fence.</span></p>
<h2 dir="ltr"><span>Creating Outdoor Living Spaces</span></h2>
<p dir="ltr"><span>Today, outdoor spaces are more like additional rooms of the house. Patios, kitchens and dining, fire pits, lounges provide more time to be spent outdoors.</span><b></b></p>
<p dir="ltr"><span>Fences are an effective way of creating these ‘outdoor rooms’ as they can distinguish between intimate and communal spaces. Tall, bushy hedges will ‘screen off’ entertaining areas from the more private gardens, swimming pools and children‘s play areas.</span><b></b></p>
<p dir="ltr"><span>Fences are also the background for your landscaping, lighting, and adornments. There is an endless ways to be creative with your yard, with climbing plants, hanging décor, and decorating with an eye-catching style to your gate.</span></p>
<h2 dir="ltr"><span>The Appeal of Wood Fencing</span></h2>
<p dir="ltr"><a href="https://www.lonestarfenceco.com/wood-fencing"><span><strong>Wood Fencing</strong></span></a><span> is still one the most common fencing material today. Looking classic and traditional, has good flexibility and the natural touch also bring a warm ambiance.</span><b></b></p>
<p dir="ltr"><strong>Benefits of wood fences include:</strong></p>
<p dir="ltr"><span>Nature and pleasing appearance.</span><b></b></p>
<p dir="ltr"><span>Solid privacy features.</span><b></b></p>
<p dir="ltr"><span>A variety of design options.</span><b></b></p>
<p dir="ltr"><span>Customizable.</span><b></b></p>
<p dir="ltr"><span>Works well on different terrains.</span><b></b></p>
<p dir="ltr"><span>Capability to dye or paint own body or body parts in multi-colors.</span><b></b></p>
<p dir="ltr"><span>While cedar fences are generally associated with classic, white picket fences, they come in a variety of styles. From picket to board on board to shadowbox and privacy styles, there is a style to fit the needs of everyone.</span><b></b></p>
<p dir="ltr"><span>Even though they have to be maintained time and time again, wood can be sealed, stained, mended and, if maintained correctly, can last fairly long.</span></p>
<h2 dir="ltr"><span>Reducing Noise and Creating Comfort</span></h2>
<p dir="ltr"><span>Fences can also provide a more private and comfortable outdoor environment. Solid fence designs can muffle noise from surrounding roads, neighbors, or public areas.</span><b></b></p>
<p dir="ltr"><span>Patios, gardens and seating areas are now more comfortable with other layers of sound proofing. For the residents living close to a busy roads fencing has often offered the greatest degree of pleasure.</span><b></b></p>
<p dir="ltr"><span>When used as part of landscaped gardens, fences together with shrubs and trees are the foundation for tranquil settings in which to unwind and enjoy outdoor living.</span></p>
<h2 dir="ltr"><span>Choosing the Right Fence</span></h2>
<p dir="ltr"><span>Selecting the appropriate fence depends on several factors, including:</span></p>
<p dir="ltr"><span>Size of property.</span><b></b></p>
<p dir="ltr"><span>Preferred degree of privacy.</span><b></b></p>
<p dir="ltr"><span>Security requirements.</span><b></b></p>
<p dir="ltr"><span>Regulations of the country.</span><b></b></p>
<p dir="ltr"><span>Cleaning preferences.</span><b></b></p>
<p dir="ltr"><span>Budget.</span><b></b></p>
<p dir="ltr"><span>Styling:</span><b></b></p>
<p dir="ltr"><span>Proper planning Professional planning stage helps to assure the objectives of the fence are realized. Proper placement, quality materials and experienced installation help make the fence work over its lifetime.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>A professionally installed fence offers several benefits including defining property boundaries, discouraging potential intruders, safeguarding plants and flowers, boosting home value, and increasing privacy. It turns outside spaces into inviting functioning environments.</span><b></b></p>
<p dir="ltr"><span>From choosing modern materials to going with traditional Wood Fencing , an appropriate fencing investment is one that will accomplish both an aesthetically pleasing and functional result. Proper fencing will delineate boundaries and add security to outside spaces so that a home has the most useable land possible.</span></p>]]> </content:encoded>
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<title>Free company directory UK local page no cost listing access</title>
<link>https://news.bangboxonline.com/free-company-directory-uk-local-page-no-cost-listing-access</link>
<guid>https://news.bangboxonline.com/free-company-directory-uk-local-page-no-cost-listing-access</guid>
<description><![CDATA[ Unlock local growth with our guide to free company directory UK access. Learn how to optimize listings, leverage citations, and boost your business visibility. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a677255996.jpg" length="119794" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 16:02:04 +0500</pubDate>
<dc:creator>Business visibility package UK</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-path-to-node="6" style="text-align: justify;">In the modern digital economy, the visibility of your brand determines your success. For UK-based enterprises, connecting with your local community is no longer just about maintaining a website; it is about ensuring that your business appears exactly when and where your potential customers are searching. Whether you are a newly launched venture or an established firm, utilizing an<span> </span>online business directory<span> </span>serves as the foundation of a high-performance local SEO strategy.</p>
<p data-path-to-node="7" style="text-align: justify;">The digital landscape is shifting. With the rise of generative search engines, your business information must be structured, verified, and easily accessible. In this guide, we explore how to leverage a free company directory UK platform to maximize your reach, improve your local search rankings, and attract high-intent customers—all without the burden of prohibitive costs. We will cover why these listings matter, how to optimize them, and why they remain a pillar of modern marketing.</p>
<h2 data-path-to-node="8" style="text-align: justify;">The Evolution of Digital Directories</h2>
<p data-path-to-node="9" style="text-align: justify;">Decades ago, directories were paper-bound references. Today, they are dynamic, AI-optimized hubs. An online company directory does far more than list phone numbers; it acts as a digital signal that search engines use to verify your business's existence and reputation.</p>
<p data-path-to-node="10" style="text-align: justify;">When you invest time in a<span> </span><a class="ng-star-inserted" href="https://localpage.uk/" target="_blank" rel="noopener" data-hveid="0" data-ved="0CAAQ_4QMahcKEwjPhOD-l52VAxUAAAAAHQAAAAAQXA">local business directory</a>, you provide search engines with critical Name, Address, and Phone (NAP) data. This consistency is a primary ranking factor for local search results. By selecting a trusted business directory, you ensure that your business information is propagated correctly across the web, helping search algorithms establish your credibility.</p>
<h3 data-path-to-node="11" style="text-align: justify;">The Role of Business Listings in Generative Search</h3>
<p data-path-to-node="12" style="text-align: justify;">Generative AI engines, such as those powering modern chat and search tools, prioritize factual accuracy. They scrape reputable databases to answer user queries. By appearing in a verified business directory, your company becomes a recognized entity in the eyes of these AI systems.</p>
<p data-path-to-node="13" style="text-align: justify;">When a user asks, "Find the best plumbers in London," the AI pulls data from a top business directory. If your profile is complete, well-rated, and active, you become a prime candidate for that AI-generated response. This is why maintaining an updated profile on a best business directory is essential for future-proofing your SEO strategy.</p>
<h2 data-path-to-node="14" style="text-align: justify;">Strategic Benefits of Listing Your Business</h2>
<p data-path-to-node="15" style="text-align: justify;">Why should businesses prioritize submitting to a directory today? The benefits extend far beyond simple link-building.</p>
<h3 data-path-to-node="16" style="text-align: justify;">1. Enhanced Local Visibility</h3>
<p data-path-to-node="17" style="text-align: justify;">Using a local company directory allows you to target customers within specific geographic boundaries. For small businesses, this is the most effective way to compete with larger, national competitors who may not have a dedicated local presence.</p>
<h3 data-path-to-node="18" style="text-align: justify;">2. Improved Authority and Trust</h3>
<p data-path-to-node="19" style="text-align: justify;">Customers often check a popular business directory to gauge the legitimacy of a service provider. A profile with reviews and clear contact information signals that you are an active, professional entity. This is why a professional business directory is a key asset for brand management.</p>
<h3 data-path-to-node="20" style="text-align: justify;">3. SEO and Citation Building</h3>
<p data-path-to-node="21" style="text-align: justify;">Google and other search engines reward businesses that have consistent information across the web. Engaging with<span> </span>business citation sites<span> </span>helps search algorithms build confidence in your business data. Using<span> </span><a class="ng-star-inserted" href="https://localpage.uk/listing-packages" target="_blank" rel="noopener" data-hveid="0" data-ved="0CAAQ_4QMahcKEwjPhOD-l52VAxUAAAAAHQAAAAAQXg">seo directory sites</a><span> </span>essentially tells search engines that your business is real, local, and trustworthy.</p>
<h2 data-path-to-node="22" style="text-align: justify;">How to Optimize Your Presence: A Step-by-Step Approach</h2>
<p data-path-to-node="23" style="text-align: justify;">It is not enough to simply exist in a directory; you must optimize your entry to capture attention. Here is how to make the most of your free company directory access.</p>
<h3 data-path-to-node="24" style="text-align: justify;">Step 1: Claiming and Verifying</h3>
<p data-path-to-node="25" style="text-align: justify;">The first step is locating your business or creating a new profile. Ensure that you choose a<span> </span><a class="ng-star-inserted" href="https://localpage.uk/listings" target="_blank" rel="noopener" data-hveid="0" data-ved="0CAAQ_4QMahcKEwjPhOD-l52VAxUAAAAAHQAAAAAQXw">business directory listing</a><span> </span>that offers verification. A verified business directory is far more valuable than an unverified one because it proves ownership and authenticity.</p>
<h3 data-path-to-node="26" style="text-align: justify;">Step 2: Content Optimization</h3>
<p data-path-to-node="27" style="text-align: justify;">When you fill out your<span> </span><a class="ng-star-inserted" href="https://localpage.uk/free-listing" target="_blank" rel="noopener" data-hveid="0" data-ved="0CAAQ_4QMahcKEwjPhOD-l52VAxUAAAAAHQAAAAAQYA">business listing websites</a>, treat it like a mini-landing page.</p>
<ul data-path-to-node="28" style="text-align: justify;">
<li>
<p data-path-to-node="28,0,0"><strong data-path-to-node="28,0,0" data-index-in-node="0">Business Description:</strong><span> </span>Use unique, keyword-rich language. Avoid copying and pasting your homepage text.</p>
</li>
<li>
<p data-path-to-node="28,1,0"><strong data-path-to-node="28,1,0" data-index-in-node="0">Categories:</strong><span> </span>Ensure you are listed in the correct section, whether it is a service provider directory, a suppliers business directory, or a manufacturers business directory.</p>
</li>
<li>
<p data-path-to-node="28,2,0"><strong data-path-to-node="28,2,0" data-index-in-node="0">Visuals:</strong><span> </span>High-quality images of your office, team, or completed projects significantly increase click-through rates.</p>
</li>
</ul>
<h3 data-path-to-node="29" style="text-align: justify;">Step 3: Managing Reviews</h3>
<p data-path-to-node="30" style="text-align: justify;">A customer review sites strategy is critical. Encourage satisfied clients to leave feedback on your business listing directory. Positive ratings in a rated business directory can be the deciding factor for a potential lead choosing between you and a competitor.</p>
<h2 data-path-to-node="31" style="text-align: justify;">Paid vs. Free: Determining Your Strategy</h2>
<p data-path-to-node="32" style="text-align: justify;">While the primary goal of this guide is to explain no cost listing access, it is important to understand the hierarchy of visibility.</p>
<h3 data-path-to-node="33" style="text-align: justify;">Leveraging Free Access</h3>
<p data-path-to-node="34" style="text-align: justify;">Most businesses should start by populating their profile in a free company directory. This creates a foundation of digital breadcrumbs. It is the perfect entry point for a startup business directory strategy or for small business directory users working with limited marketing budgets.</p>
<h3 data-path-to-node="35" style="text-align: justify;">Scaling with Paid Features</h3>
<p data-path-to-node="36" style="text-align: justify;">Once your foundation is set, consider scaling. An<span> </span><a class="ng-star-inserted" href="https://localpage.uk/advertise-with-us" target="_blank" rel="noopener" data-hveid="0" data-ved="0CAAQ_4QMahcKEwjPhOD-l52VAxUAAAAAHQAAAAAQYQ">advertising business directory</a><span> </span>often offers visibility-boosting features that are unavailable in free tiers.</p>
<ul data-path-to-node="37" style="text-align: justify;">
<li>
<p data-path-to-node="37,0,0"><strong data-path-to-node="37,0,0" data-index-in-node="0">Sponsored Listings:</strong><span> </span>A<span> </span>sponsored business directory<span> </span>placement ensures your brand appears at the top of search results.</p>
</li>
<li>
<p data-path-to-node="37,1,0"><strong data-path-to-node="37,1,0" data-index-in-node="0">Enhanced Profiles:</strong><span> </span>Features like video uploads, direct contact buttons, and custom forms can transform a passive<span> </span>business listings directory<span> </span>entry into an active lead-generation tool.</p>
</li>
</ul>
<h2 data-path-to-node="38" style="text-align: justify;">The Future of Local Search: AI and Voice</h2>
<p data-path-to-node="39" style="text-align: justify;">As we look toward the future, the way people search is changing. Voice search relies heavily on structured data from a<span> </span><a class="ng-star-inserted" href="https://localpage.uk/listings" target="_blank" rel="noopener" data-hveid="0" data-ved="0CAAQ_4QMahcKEwjPhOD-l52VAxUAAAAAHQAAAAAQZA">company directory website</a>. When someone asks an AI assistant to find a wholesale business directory near them, the assistant looks for geographic proximity, data accuracy, and recent activity.</p>
<p data-path-to-node="40" style="text-align: justify;">To remain competitive, you must ensure your business is present in an online company directory that updates its schema to meet modern AI requirements. You should also consider looking into<span> </span><a class="ng-star-inserted" href="https://localpage.uk/listing-packages" target="_blank" rel="noopener" data-hveid="0" data-ved="0CAAQ_4QMahcKEwjPhOD-l52VAxUAAAAAHQAAAAAQZQ">web directory sites</a><span> </span>that offer future-ready API integrations.</p>
<h2 data-path-to-node="41" style="text-align: justify;">Industry-Specific Directories</h2>
<p data-path-to-node="42" style="text-align: justify;">While a global business directory offers broad reach, niche directories provide high-intent traffic. Whether you operate in a retail business directory, a corporate business directory, or an enterprise business directory, niche platforms connect you with decision-makers who are looking for exactly what you offer. For example, if you are an industrial firm, being in a manufacturers business directory is vastly more valuable than a generic, unfocused list.</p>
<h2 data-path-to-node="43" style="text-align: justify;">Key Takeaways</h2>
<ul data-path-to-node="44" style="text-align: justify;">
<li>
<p data-path-to-node="44,0,0">Structure Matters: Use a business directory website to build consistent data for better local SEO.</p>
</li>
<li>
<p data-path-to-node="44,1,0">AI Readiness: Appear in a verified business directory to help generative search engines cite your company.</p>
</li>
<li>
<p data-path-to-node="44,2,0">Review Power: Actively solicit feedback on your company review sites to increase your attractiveness.</p>
</li>
<li>
<p data-path-to-node="44,3,0">Strategic Mix: Use free directory sites for foundational SEO and consider a business promotion directory for high-visibility growth.</p>
</li>
<li>
<p data-path-to-node="44,4,0">Be Consistent: Keep your company information directory details updated across all platforms.</p>
</li>
</ul>
<h2 data-path-to-node="45" style="text-align: justify;"><strong data-path-to-node="45" data-index-in-node="0">FAQ</strong></h2>
<h3 data-path-to-node="45" style="text-align: justify;"><strong data-path-to-node="45" data-index-in-node="0">Why should I list my business in an online business directory?</strong></h3>
<p data-path-to-node="46" style="text-align: justify;">Listing your business improves your digital footprint, helps search engines verify your information, and makes it easier for local customers to find your contact details and services.</p>
<h3 data-path-to-node="47" style="text-align: justify;"><strong data-path-to-node="47" data-index-in-node="0">How does a local company directory help with local SEO?</strong></h3>
<p data-path-to-node="48" style="text-align: justify;">It builds citations—references to your business name, address, and phone number on external websites. This consistency signals to Google that your business is legitimate and relevant to local search queries.</p>
<h3 data-path-to-node="49" style="text-align: justify;"><strong data-path-to-node="49" data-index-in-node="0">Are free directory sites effective for marketing?</strong></h3>
<p data-path-to-node="50" style="text-align: justify;">Yes, free directory sites are essential for building a foundation. They provide backlinks, increase brand visibility, and ensure your business appears in map searches and AI-generated responses.</p>
<h3 data-path-to-node="51" style="text-align: justify;"><strong data-path-to-node="51" data-index-in-node="0">What is the difference between a business listing site and a business citation site?</strong></h3>
<p data-path-to-node="52" style="text-align: justify;">A business listing site is primarily for customer discovery and interaction, while a business citation site is focused on providing search engines with verified data to improve your local ranking.</p>
<h3 data-path-to-node="53" style="text-align: justify;"><strong data-path-to-node="53" data-index-in-node="0">How do I choose the best business directory for my industry?</strong></h3>
<p data-path-to-node="54" style="text-align: justify;">Look for directories that are well-maintained, have high domain authority, and offer categories specific to your niche, such as manufacturers, wholesale, or retail.</p>
<h3 data-path-to-node="55" style="text-align: justify;"><strong data-path-to-node="55" data-index-in-node="0">Does an online company directory help with voice search?</strong></h3>
<p data-path-to-node="56" style="text-align: justify;">Yes. Voice assistants pull information from business databases. A complete and accurate listing ensures the AI provides your correct contact details when a user asks for your services.</p>
<h3 data-path-to-node="57" style="text-align: justify;"><strong data-path-to-node="57" data-index-in-node="0">What should I include in my business listing directory profile?</strong></h3>
<p data-path-to-node="58" style="text-align: justify;">Include your business name, physical address, phone number, website link, a detailed description of services, high-quality images, and your operating hours.</p>
<h3 data-path-to-node="59" style="text-align: justify;"><strong data-path-to-node="59" data-index-in-node="0">How can I make my company listing stand out?</strong></h3>
<p data-path-to-node="60" style="text-align: justify;">Optimize your description with relevant keywords, add high-quality professional photography, and actively encourage your existing customers to leave honest reviews.</p>
<h3 data-path-to-node="61" style="text-align: justify;"><strong data-path-to-node="61" data-index-in-node="0">What is an advertising business directory?</strong></h3>
<p data-path-to-node="62" style="text-align: justify;">This is a directory that offers paid features, such as top-of-page placement, banners, or featured tags, to help your business stand out from competitors.</p>
<h3 data-path-to-node="63" style="text-align: justify;"><strong data-path-to-node="63" data-index-in-node="0">Is a global business directory better than a local one?</strong></h3>
<p data-path-to-node="64" style="text-align: justify;">It depends on your goal. For local brick-and-mortar stores, a local directory is superior. For companies selling products or services internationally, a global directory provides broader reach.</p>
<h3 data-path-to-node="65" style="text-align: justify;"><strong data-path-to-node="65" data-index-in-node="0">How often should I update my company database directory profile?</strong></h3>
<p data-path-to-node="66" style="text-align: justify;">You should update it whenever your information changes, such as a new address or new phone number, and periodically check it to ensure your content remains fresh and engaging.</p>
<h3 data-path-to-node="67" style="text-align: justify;"><strong data-path-to-node="67" data-index-in-node="0">Why are review business directory sites important?</strong></h3>
<p data-path-to-node="68" style="text-align: justify;">Review sites are essential for building trust. Potential customers often look at ratings before making a purchase decision, and positive reviews can significantly increase your conversion rates.</p>
<h3 data-path-to-node="69" style="text-align: justify;"><strong data-path-to-node="69" data-index-in-node="0">What are the benefits of a featured business directory placement?</strong></h3>
<p data-path-to-node="70" style="text-align: justify;">Featured placements place your business at the top of search results or in a highlighted section, drastically increasing your visibility and click-through rates compared to standard listings.</p>
<h3 data-path-to-node="71" style="text-align: justify;"><strong data-path-to-node="71" data-index-in-node="0">How do I avoid duplicate listings in a business finder directory?</strong></h3>
<p data-path-to-node="72" style="text-align: justify;">Check your existing presence by searching for your business name and address. If you find duplicates, contact the directory support team to have them merged or removed to ensure your SEO strength isn't diluted.</p>
<h3 data-path-to-node="73" style="text-align: justify;"><strong data-path-to-node="73" data-index-in-node="0">How does a professional business directory verify my business?</strong></h3>
<p data-path-to-node="74" style="text-align: justify;">Most professional directories use methods like email verification, phone call confirmation, or postcard verification to ensure that the person managing the listing is the actual business owner.</p>
<p data-path-to-node="76" style="text-align: justify;">Harnessing the power of a<span> </span><a class="ng-star-inserted" href="https://localpage.uk/advertise-with-us" target="_blank" rel="noopener" data-hveid="0" data-ved="0CAAQ_4QMahcKEwjPhOD-l52VAxUAAAAAHQAAAAAQZg">premium business directory</a><span> </span>is a fundamental step for any UK business looking to thrive in the modern digital economy. By focusing on data accuracy, optimizing for local search intent, and leveraging both free and<span> </span>boosted business listing<span> </span>opportunities, you create a sustainable pipeline of traffic and trust. Take the time today to ensure your profile is complete, verified, and active. Whether you are aiming for better search engine rankings or looking to become a recognized entity in AI-generated search results, the right directory presence is your path forward.</p>
<p data-path-to-node="77" style="text-align: justify;"><strong>Get In Touch</strong></p>
<p data-path-to-node="77" style="text-align: justify;"><strong>Email:<span> </span>contact@localpage.uk</strong></p>
<p data-path-to-node="77" style="text-align: justify;"><strong>Website: www.localpage.uk</strong></p>]]> </content:encoded>
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<title>How to Choose the Right Men&amp;apos;s Boots in Australia</title>
<link>https://news.bangboxonline.com/how-to-choose-the-right-mens-boots-in-australia</link>
<guid>https://news.bangboxonline.com/how-to-choose-the-right-mens-boots-in-australia</guid>
<description><![CDATA[ How to choose Mens Boots in Australia that suit your lifestyle, offer lasting value, and provide everyday comfort with practical buying advice from Mudge&#039;s Shoes. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a67380c5ee.jpg" length="110548" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 16:00:55 +0500</pubDate>
<dc:creator>Mudges Shoes</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:16,&quot;w&quot;:1187,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1009}">Buying a new pair of boots sounds simple until you realise just how many options are available. Chelsea boots, lace-up boots, dress boots, casual boots, leather boots, and work-inspired styles all serve different purposes. The challenge is not finding a pair you like, but finding a pair you'll still enjoy wearing a year from now.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:68,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1061}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:70,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1063}">For anyone searching for </span><a href="https://www.mudgesshoes.com.au/collections/mens-boots" title="Mens Boots in Australia" target="_blank" rel="noopener" bis_size="{&quot;x&quot;:167,&quot;y&quot;:70,&quot;w&quot;:158,&quot;h&quot;:16,&quot;abs_x&quot;:469,&quot;abs_y&quot;:1063}"><strong bis_size="{&quot;x&quot;:167,&quot;y&quot;:70,&quot;w&quot;:158,&quot;h&quot;:16,&quot;abs_x&quot;:469,&quot;abs_y&quot;:1063}"><span bis_size="{&quot;x&quot;:167,&quot;y&quot;:70,&quot;w&quot;:158,&quot;h&quot;:16,&quot;abs_x&quot;:469,&quot;abs_y&quot;:1063}">Mens Boots in Australia</span></strong></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:70,&quot;w&quot;:1165,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1063}">, the best choice goes beyond appearance. Australian lifestyles are diverse, and your footwear should suit how you actually live. Whether you're commuting to work, travelling, spending weekends outdoors, or catching up with friends, the right boots should fit naturally into your routine instead of only being worn on special occasions.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:145,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1138}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:143,&quot;w&quot;:492,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1136}">Why Australian Men Are Buying Boots Differently</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:182,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1175}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:184,&quot;w&quot;:1179,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1177}">Footwear shopping has changed over the past few years. Instead of filling wardrobes with multiple pairs for different occasions, many people now prefer buying fewer, better-quality shoes that work across a variety of situations.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:236,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1229}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:238,&quot;w&quot;:1180,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1231}">This shift is driven by practicality. Customers want footwear that offers value, lasts longer, and suits more than one part of their lifestyle. A versatile pair of boots can easily move from the office to dinner, from weekend outings to road trips, reducing the need for several different styles.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:290,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1283}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:292,&quot;w&quot;:636,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1285}">This change in buying habits explains why quality boots continue to grow in popularity across Australia.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:328,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1321}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:326,&quot;w&quot;:541,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1319}">The Biggest Mistake People Make When Buying Boots</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:365,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1358}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:367,&quot;w&quot;:920,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1360}">One of the most common mistakes is buying boots because they look good in a photo rather than thinking about how often they will actually be worn.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:399,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1392}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:401,&quot;w&quot;:1179,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1394}">A fashionable design might catch your attention today, but if it only suits one outfit or one occasion, it is unlikely to become your go-to footwear. The best boots are usually the ones that quietly become part of your everyday wardrobe.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:453,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1446}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:455,&quot;w&quot;:366,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1448}">Before making a purchase, ask yourself a simple question: </span><em bis_size="{&quot;x&quot;:374,&quot;y&quot;:455,&quot;w&quot;:291,&quot;h&quot;:16,&quot;abs_x&quot;:676,&quot;abs_y&quot;:1448}"><span bis_size="{&quot;x&quot;:374,&quot;y&quot;:455,&quot;w&quot;:291,&quot;h&quot;:16,&quot;abs_x&quot;:676,&quot;abs_y&quot;:1448}">Will I still be wearing these regularly next year?</span></em><span bis_size="{&quot;x&quot;:666,&quot;y&quot;:455,&quot;w&quot;:423,&quot;h&quot;:16,&quot;abs_x&quot;:968,&quot;abs_y&quot;:1448}"> If the answer is yes, you are probably making a smarter investment.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:453,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1446}"><strong><span bis_size="{&quot;x&quot;:666,&quot;y&quot;:455,&quot;w&quot;:423,&quot;h&quot;:16,&quot;abs_x&quot;:968,&quot;abs_y&quot;:1448}">Also read: </span></strong><a href="https://medium.com/@mudgesshoes/why-are-crocs-so-popular-in-australia-right-now-ecc6c90afc2b" title="Why Are Crocs So Popular in Australia Right Now?" target="_blank" rel="noopener"><span bis_size="{&quot;x&quot;:666,&quot;y&quot;:455,&quot;w&quot;:423,&quot;h&quot;:16,&quot;abs_x&quot;:968,&quot;abs_y&quot;:1448}">Why Are Crocs So Popular in Australia Right Now?</span></a></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:491,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1484}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:489,&quot;w&quot;:513,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1482}">One Pair That Does More Is Often the Better Choice</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:528,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1521}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:530,&quot;w&quot;:693,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1523}">Many Australians now prefer footwear that can handle different situations without compromising comfort or style.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:562,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1555}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:564,&quot;w&quot;:382,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1557}">A well-chosen pair of boots can comfortably take you through:</span></p>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:596,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1589}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:596,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1589}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:598,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1591}">Weekday work</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:616,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1609}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:618,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1611}">Weekend outings</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:636,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1629}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:638,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1631}">Travel</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:656,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1649}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:658,&quot;w&quot;:93,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1651}">Casual dinners</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:676,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1669}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:678,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1671}">Cooler seasonal weather</span></li>
</ul>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:710,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1703}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:712,&quot;w&quot;:843,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1705}">Instead of constantly changing footwear, versatile boots simplify everyday dressing while providing greater value from a single purchase.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:744,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1737}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:746,&quot;w&quot;:651,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1739}">This flexibility is one of the reasons boots remain one of the most dependable footwear choices available.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:781,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1774}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:779,&quot;w&quot;:459,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1772}">Think About Cost Per Wear, Not Just the Price</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:819,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1812}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:821,&quot;w&quot;:817,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1814}">Price is often the first thing shoppers notice, but experienced buyers increasingly focus on something more important: cost per wear.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:853,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1846}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:855,&quot;w&quot;:1168,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1848}">Imagine buying an inexpensive pair that only lasts one season before losing its comfort or appearance. Now compare that with a well-made pair that stays comfortable and continues looking good for several years.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:907,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1900}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:909,&quot;w&quot;:723,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1902}">Although the second option may cost more initially, wearing it regularly often makes it the better value in the long run.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:941,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1934}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:943,&quot;w&quot;:451,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1936}">Quality footwear is rarely about spending more. It is about replacing less.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:978,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1971}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:976,&quot;w&quot;:411,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1969}">Australian Conditions Demand Versatility</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1016,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2009}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1018,&quot;w&quot;:1167,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2011}">Australia's climate is anything but predictable. Depending on where you live, you may experience cool winter mornings, warm afternoons, sudden rain, or changing conditions throughout the year.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1070,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2063}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1072,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2065}">This is one reason </span><span bis_size="{&quot;x&quot;:126,&quot;y&quot;:1072,&quot;w&quot;:158,&quot;h&quot;:16,&quot;abs_x&quot;:428,&quot;abs_y&quot;:2065}">Mens Boots in Australia</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1072,&quot;w&quot;:1180,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2065}"> remain so popular. They offer additional coverage without feeling limited to one particular season. Many styles are equally suitable for city streets, regional travel, and everyday activities, making them one of the most practical footwear investments available.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1124,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2117}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1126,&quot;w&quot;:718,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2119}">Rather than chasing seasonal trends, many Australians prefer boots that remain useful throughout much of the year.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1161,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2154}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1159,&quot;w&quot;:449,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2152}">Style Trends Come and Go, Good Boots Stay</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1199,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2192}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1201,&quot;w&quot;:846,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2194}">Fashion changes quickly. Every year introduces new colours, shapes, and footwear trends, but classic boots continue to remain relevant.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1233,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2226}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1235,&quot;w&quot;:1175,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2228}">Simple designs often outlast trend-driven styles because they work with a wider range of clothing and occasions. They also give you greater flexibility when updating your wardrobe over time.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1267,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2260}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1269,&quot;w&quot;:1027,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2262}">Choosing timeless footwear does not mean sacrificing style. It simply means investing in something that continues to look good regardless of changing fashion trends.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1304,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2297}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1302,&quot;w&quot;:451,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2295}">How You'll Know You've Found the Right Pair</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1341,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2334}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1343,&quot;w&quot;:854,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2336}">Interestingly, the best boots rarely become the pair you admire the most. They become the pair you automatically reach for every morning.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1375,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2368}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1377,&quot;w&quot;:1147,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2370}">They are comfortable enough that you stop thinking about your feet. They match most of your wardrobe without requiring extra effort. They remain dependable whether you are travelling, working, or heading out for the weekend.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1429,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2422}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1431,&quot;w&quot;:640,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2424}">That is often the clearest sign you've chosen well. Good boots quietly become part of your daily routine.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1467,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2460}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1465,&quot;w&quot;:525,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2458}">Why Buying Quality Is Becoming a Smarter Decision</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1504,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2497}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1506,&quot;w&quot;:1113,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2499}">Today's shoppers are becoming more thoughtful about the products they purchase. Rather than replacing footwear every year, many prefer investing in products that deliver reliable performance over time.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1558,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2551}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1560,&quot;w&quot;:1052,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2553}">Quality craftsmanship, durable materials, and versatile design all contribute to footwear that continues to perform long after the excitement of a new purchase has passed.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1592,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2585}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1594,&quot;w&quot;:1172,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2587}">We understand that customers want boots that work as hard as they do. That is why we focus on footwear that combines comfort, durability, and timeless style to support everyday Australian lifestyles.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1650,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2643}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1648,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2641}">Conclusion</span></h2>
<p data-start="297" data-end="680" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1687,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2680}">Choosing the right pair of boots is about finding footwear that fits your lifestyle, not just your wardrobe. The best boots are the ones you'll wear regularly because they offer the right balance of comfort, durability, versatility, and timeless style. Taking the time to consider how and where you'll wear your boots can help you make a purchase you'll appreciate for years to come.</p>
<p data-start="682" data-end="1041" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1741,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2734}">Whether you're upgrading your everyday footwear or buying your first quality pair, Mens Boots in Australia offer options to suit a wide range of lifestyles and occasions. At <strong bis_size="{&quot;x&quot;:1058,&quot;y&quot;:1743,&quot;w&quot;:102,&quot;h&quot;:16,&quot;abs_x&quot;:1360,&quot;abs_y&quot;:2736}">Mudge's Shoes</strong>, we carefully select boots that combine dependable craftsmanship with lasting comfort, making it easier to invest in footwear you'll enjoy wearing season after season.</p>]]> </content:encoded>
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<item>
<title>How to Apply for a Prospective Marriage Visa in Australia</title>
<link>https://news.bangboxonline.com/how-to-apply-for-a-prospective-marriage-visa-in-australia</link>
<guid>https://news.bangboxonline.com/how-to-apply-for-a-prospective-marriage-visa-in-australia</guid>
<description><![CDATA[ Learn how to apply for a prospective marriage visa in Australia. Discover eligibility, required documents, application steps, and the pathway to a partner visa Australia. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a66d105daf.jpg" length="89309" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 15:59:13 +0500</pubDate>
<dc:creator>Jasmeet Kaur</dc:creator>
<media:keywords>prospective marriage visa</media:keywords>
<content:encoded><![CDATA[<p data-start="61" data-end="467">If you are engaged to an Australian citizen, Australian permanent resident, or eligible New Zealand citizen and plan to marry in Australia, the <a href="https://aumglobal.com.au/blog-content/subclass-300-prospective-marriage-visa-requirements-processing-time"><strong data-start="205" data-end="234">prospective marriage visa</strong></a> may be the ideal pathway for you. Officially known as the Subclass 300 Visa, this temporary visa allows you to enter Australia, marry your partner, and then apply for a partner visa Australia pathway to continue living together.</p>
<p data-start="469" data-end="733">Understanding the application process is essential to avoid delays and improve your chances of a successful outcome. In this guide, we'll walk you through the key requirements, documents, and steps involved in applying for a prospective marriage visa in Australia.</p>
<h2 data-section-id="17om50m" data-start="735" data-end="774">What Is a Prospective Marriage Visa?</h2>
<p data-start="776" data-end="989">The prospective marriage visa (Subclass 300) is a temporary visa designed for people who are engaged to an eligible Australian sponsor and intend to marry within a specified period after arriving in Australia.</p>
<p data-start="991" data-end="1022">This visa allows applicants to:</p>
<ul data-start="1024" data-end="1214">
<li data-section-id="1wzpuse" data-start="1024" data-end="1062">Travel to Australia before marriage.</li>
<li data-section-id="5cp7hv" data-start="1063" data-end="1110">Stay in Australia while planning the wedding.</li>
<li data-section-id="1xb4734" data-start="1111" data-end="1141">Work and study in Australia.</li>
<li data-section-id="51r05j" data-start="1142" data-end="1214">Apply for a partner visa Australia after the marriage takes place.</li>
</ul>
<p data-start="1216" data-end="1341">The visa provides a pathway for couples who are not yet married but are committed to building a future together in Australia.</p>
<h2 data-section-id="1co0j5x" data-start="1343" data-end="1392">Who Can Apply for a Prospective Marriage Visa?</h2>
<p data-start="1394" data-end="1449">To be eligible for the visa, applicants generally must:</p>
<ul data-start="1451" data-end="1837">
<li data-section-id="gle90u" data-start="1451" data-end="1517">Be outside Australia when applying and when the visa is granted.</li>
<li data-section-id="10zv6ax" data-start="1518" data-end="1545">Be at least 18 years old.</li>
<li data-section-id="1yxzl9r" data-start="1546" data-end="1648">Be engaged to an Australian citizen, Australian permanent resident, or eligible New Zealand citizen.</li>
<li data-section-id="1a0938e" data-start="1649" data-end="1684">Have met their partner in person.</li>
<li data-section-id="uyfvf6" data-start="1685" data-end="1735">Intend to marry within the visa validity period.</li>
<li data-section-id="mym8n1" data-start="1736" data-end="1777">Meet health and character requirements.</li>
<li data-section-id="53tk8p" data-start="1778" data-end="1837">Demonstrate that the relationship is genuine and ongoing.</li>
</ul>
<p data-start="1839" data-end="1958">Both the applicant and sponsor must satisfy various eligibility criteria established by the Department of Home Affairs.</p>
<h2 data-section-id="1xr335e" data-start="1960" data-end="1995">Step 1: Confirm Your Eligibility</h2>
<p data-start="1997" data-end="2068">Before starting the application, ensure you meet all visa requirements.</p>
<p data-start="2070" data-end="2113">The Department of Home Affairs will assess:</p>
<ul data-start="2115" data-end="2227">
<li data-section-id="kxc9u9" data-start="2115" data-end="2143">Your relationship history.</li>
<li data-section-id="vxgu0p" data-start="2144" data-end="2166">Your plans to marry.</li>
<li data-section-id="9ngxzl" data-start="2167" data-end="2197">Your personal circumstances.</li>
<li data-section-id="1lt6f5u" data-start="2198" data-end="2227">Your sponsor's eligibility.</li>
</ul>
<p data-start="2229" data-end="2311">Applicants should carefully review all requirements before lodging an application.</p>
<h2 data-section-id="shzijl" data-start="2313" data-end="2351">Step 2: Gather Supporting Documents</h2>
<p data-start="2353" data-end="2452">Providing strong supporting evidence is one of the most important parts of the application process.</p>
<p data-start="2454" data-end="2479">Common documents include:</p>
<h3 data-section-id="taixd8" data-start="2481" data-end="2503">Identity Documents</h3>
<ul data-start="2505" data-end="2581">
<li data-section-id="1i82cgw" data-start="2505" data-end="2515">Passport</li>
<li data-section-id="segc2g" data-start="2516" data-end="2535">Birth certificate</li>
<li data-section-id="h9glz3" data-start="2536" data-end="2581">National identity documents (if applicable)</li>
</ul>
<h3 data-section-id="1f1ptjl" data-start="2583" data-end="2608">Relationship Evidence</h3>
<p data-start="2610" data-end="2680">You must demonstrate that your relationship is genuine and continuing.</p>
<p data-start="2682" data-end="2699">Examples include:</p>
<ul data-start="2701" data-end="2851">
<li data-section-id="15csqeh" data-start="2701" data-end="2723">Photographs together</li>
<li data-section-id="1buudvy" data-start="2724" data-end="2740">Travel records</li>
<li data-section-id="1f82byi" data-start="2741" data-end="2764">Communication history</li>
<li data-section-id="2aqhtc" data-start="2765" data-end="2785">Evidence of visits</li>
<li data-section-id="a4eoms" data-start="2786" data-end="2822">Statements from family and friends</li>
<li data-section-id="1hxm6e1" data-start="2823" data-end="2851">Joint plans for the future</li>
</ul>
<h3 data-section-id="1r2hsnc" data-start="2853" data-end="2876">Engagement Evidence</h3>
<p data-start="2878" data-end="2947">Applicants should provide proof of their intention to marry, such as:</p>
<ul data-start="2949" data-end="3060">
<li data-section-id="1geqjx" data-start="2949" data-end="2973">Wedding venue bookings</li>
<li data-section-id="2js6f3" data-start="2974" data-end="3006">Correspondence with celebrants</li>
<li data-section-id="194j5ae" data-start="3007" data-end="3031">Engagement photographs</li>
<li data-section-id="1yzt3ln" data-start="3032" data-end="3060">Wedding planning documents</li>
</ul>
<h3 data-section-id="2fvfqu" data-start="3062" data-end="3083">Sponsor Documents</h3>
<p data-start="3085" data-end="3118">Your sponsor may need to provide:</p>
<ul data-start="3120" data-end="3230">
<li data-section-id="7qh7o4" data-start="3120" data-end="3176">Proof of Australian citizenship or permanent residency</li>
<li data-section-id="1rmgkn2" data-start="3177" data-end="3203">Identification documents</li>
<li data-section-id="xbbdx1" data-start="3204" data-end="3230">Sponsorship declarations</li>
</ul>
<h3 data-section-id="1t85fsz" data-start="3232" data-end="3255">Character Documents</h3>
<p data-start="3257" data-end="3365">Applicants may need police clearance certificates from countries where they have lived for extended periods.</p>
<h2 data-section-id="1lvml9w" data-start="3367" data-end="3399">Step 3: Create an ImmiAccount</h2>
<p data-start="3401" data-end="3538">Applications for the prospective marriage visa are generally submitted online through the Australian Government's immigration portal.</p>
<p data-start="3540" data-end="3578">Creating an ImmiAccount allows you to:</p>
<ul data-start="3580" data-end="3716">
<li data-section-id="yuc90m" data-start="3580" data-end="3604">Lodge your application</li>
<li data-section-id="ave4l4" data-start="3605" data-end="3634">Upload supporting documents</li>
<li data-section-id="dhbrls" data-start="3635" data-end="3663">Track application progress</li>
<li data-section-id="1epysdm" data-start="3664" data-end="3716">Receive communication from immigration authorities</li>
</ul>
<p data-start="3718" data-end="3807">Ensure all information entered is accurate and consistent with your supporting documents.</p>
<h2 data-section-id="d2gqub" data-start="3809" data-end="3847">Step 4: Submit the Visa Application</h2>
<p data-start="3849" data-end="3946">Once all required documents have been prepared, you can complete and submit the visa application.</p>
<p data-start="3948" data-end="3987">At this stage, applicants will need to:</p>
<ul data-start="3989" data-end="4092">
<li data-section-id="3eyoy4" data-start="3989" data-end="4018">Complete all required forms</li>
<li data-section-id="c7ksxj" data-start="4019" data-end="4047">Upload supporting evidence</li>
<li data-section-id="1gsqlw9" data-start="4048" data-end="4092">Pay the applicable visa application charge</li>
</ul>
<p data-start="4094" data-end="4208">Incomplete applications may experience delays, so it's important to review everything carefully before submission.</p>
<h2 data-section-id="5nf2k3" data-start="4210" data-end="4263">Step 5: Complete Health and Character Requirements</h2>
<p data-start="4265" data-end="4375">After lodging the application, you may be asked to complete health examinations and provide police clearances. Health requirements help ensure applicants meet Australia's public health standards. Character assessments evaluate whether applicants meet Australia's visa character requirements. Delays often occur when these documents are submitted late, so responding promptly is important.</p>
<h2 data-section-id="6vy0j1" data-start="4658" data-end="4693">Step 6: Wait for Visa Processing</h2>
<p data-start="4695" data-end="4734">Processing times can vary depending on:</p>
<ul data-start="4736" data-end="4850">
<li data-section-id="10cs0eu" data-start="4736" data-end="4760">Application complexity</li>
<li data-section-id="1sb1dcg" data-start="4761" data-end="4793">Quality of supporting evidence</li>
<li data-section-id="chrbmr" data-start="4794" data-end="4828">Health and character assessments</li>
<li data-section-id="ucpkp5" data-start="4829" data-end="4850">Application volumes</li>
</ul>
<p data-start="4852" data-end="4944">During processing, immigration officers may request additional information or clarification. Applicants should regularly monitor their ImmiAccount and respond quickly to any requests.</p>
<h2 data-section-id="17h6nvh" data-start="5038" data-end="5075">Step 7: Receive Your Visa Decision</h2>
<p data-start="5077" data-end="5209">If approved, the prospective marriage visa allows you to travel to Australia and marry your sponsor within the visa validity period. Once married, you can move to the next stage of the process by applying for a <a href="https://aumglobal.com.au/blog-content/how-to-apply-for-a-partner-visa-in-australia:-a-step-by-step-guide-%7C-aum-global"><strong data-start="5289" data-end="5315">partner visa in Australia</strong></a>. This allows eligible applicants to continue their pathway toward permanent residency.</p>
<h2 data-section-id="fq8ds3" data-start="5405" data-end="5436">What Happens After Marriage?</h2>
<p data-start="5438" data-end="5546">Many applicants mistakenly believe the prospective marriage visa automatically leads to permanent residency.</p>
<p data-start="5548" data-end="5654">In reality, after marrying your sponsor, you must lodge a separate partner visa Australia application.</p>
<p data-start="5656" data-end="5700">The partner visa process typically involves:</p>
<ul data-start="5702" data-end="5790">
<li data-section-id="1pgu14r" data-start="5702" data-end="5735">A temporary partner visa stage.</li>
<li data-section-id="ba6fvq" data-start="5736" data-end="5790">A permanent partner visa assessment at a later date.</li>
</ul>
<p data-start="5792" data-end="5872">The relationship must continue to be genuine and ongoing throughout the process.</p>
<h2 data-section-id="5p2o6w" data-start="5874" data-end="5914">Common Reasons for Application Delays</h2>
<p data-start="5916" data-end="5961">Several issues can slow down visa processing:</p>
<h3 data-section-id="2joliy" data-start="5963" data-end="5991">Incomplete Documentation</h3>
<p data-start="5993" data-end="6069">Missing evidence is one of the most common reasons applications are delayed.</p>
<h3 data-section-id="12zw98" data-start="6071" data-end="6109">Insufficient Relationship Evidence</h3>
<p data-start="6111" data-end="6186">Immigration authorities must be satisfied that the relationship is genuine.</p>
<p data-start="6188" data-end="6239">Providing strong supporting documents is essential.</p>
<h3 data-section-id="bgwlun" data-start="6241" data-end="6279">Delayed Health or Character Checks</h3>
<p data-start="6281" data-end="6370">Late submission of medical examinations or police clearances can extend processing times.</p>
<h3 data-section-id="w8bz7x" data-start="6372" data-end="6400">Inconsistent Information</h3>
<p data-start="6402" data-end="6495">Differences between application forms and supporting documents may trigger additional review.</p>
<h2 data-section-id="1mj89ag" data-start="6497" data-end="6529">Tips for a Strong Application</h2>
<p data-start="6531" data-end="6566">To improve your chances of success:</p>
<ul data-start="6568" data-end="6871">
<li data-section-id="3o64by" data-start="6568" data-end="6614">Provide comprehensive relationship evidence.</li>
<li data-section-id="8uws0z" data-start="6615" data-end="6663">Keep documents organised and clearly labelled.</li>
<li data-section-id="e7a3x9" data-start="6664" data-end="6701">Ensure all information is accurate.</li>
<li data-section-id="vqxgdy" data-start="6702" data-end="6744">Respond quickly to immigration requests.</li>
<li data-section-id="1j2qiiz" data-start="6745" data-end="6807">Prepare health and character documents as early as possible.</li>
<li data-section-id="mr3r4" data-start="6808" data-end="6871">Demonstrate clear plans to marry after arriving in Australia.</li>
</ul>
<p data-start="6873" data-end="6959">A well-prepared application can help reduce delays and create a smoother visa process.</p>
<h2 data-section-id="114wazr" data-start="6961" data-end="6978">Final Thoughts</h2>
<p data-start="6980" data-end="7266">The prospective marriage visa provides an excellent opportunity for engaged couples to begin their life together in Australia. While the application process involves several steps, careful preparation and strong supporting evidence can significantly improve your chances of success.</p>
<p data-start="7268" data-end="7624" data-is-last-node="" data-is-only-node="">From confirming eligibility and gathering documents to completing health checks and planning your wedding, each stage plays an important role in the outcome of your application. After marriage, applicants can continue their journey through the partner visa Australia pathway, bringing them closer to long-term settlement and life together in Australia.</p>]]> </content:encoded>
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<item>
<title>DGCA Ground Classes: The Foundation Every Aspiring Pilot Needs Before Flight Training</title>
<link>https://news.bangboxonline.com/DGCA-Ground-Classes-Pilot-Needs-Before-Flight-Training</link>
<guid>https://news.bangboxonline.com/DGCA-Ground-Classes-Pilot-Needs-Before-Flight-Training</guid>
<description><![CDATA[ DGCA Ground Classes: Pilot Needs Before Flight Training understand navigation, meteorology, regulations, aircraft systems, and operational procedures. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a66934203b.jpg" length="64131" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 15:58:00 +0500</pubDate>
<dc:creator>Airship Aviation</dc:creator>
<media:keywords>dgca ground classes, ground classes for dgca exams</media:keywords>
<content:encoded><![CDATA[<p><!-- wp:paragraph --></p>
<p>Many students start their aviation journey believing that learning to fly is the most important part of becoming a pilot. While practical flight training is exciting and essential, experienced aviation professionals know that strong theoretical knowledge is what supports every safe and successful flight.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Before a pilot can confidently handle an aircraft, they must understand navigation, meteorology, regulations, aircraft systems, and operational procedures. This is why <strong><a href="https://www.airshipaviation.com/dgca-classes/" target="_blank" rel="noreferrer noopener">DGCA ground classes</a></strong> play such an important role in pilot training.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Students who build a strong academic foundation often find flight training easier, examinations less stressful, and future airline preparation more manageable.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>If you're planning a career in aviation, understanding the value of quality ground training can help you prepare more effectively for your journey.</p>
<p><!-- /wp:paragraph --><!-- wp:heading --></p>
<h2 class="wp-block-heading">Why Aviation Theory Matters</h2>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Every decision a pilot makes is supported by knowledge.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Whether it is understanding weather conditions, planning a route, calculating fuel requirements, or following aviation regulations, theory plays a role in daily flight operations.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Aviation is different from many professions because mistakes can have serious consequences.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>This is why aviation authorities require pilots to demonstrate strong theoretical understanding before receiving licenses.</p>
<p><!-- /wp:paragraph --><!-- wp:heading --></p>
<h2 class="wp-block-heading">What Students Learn in DGCA Ground Classes</h2>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Professional <strong>DGCA ground classes</strong> cover several important subjects.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading">Air Navigation</h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Students learn how pilots plan routes and manage flights safely.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Topics include:</p>
<p><!-- /wp:paragraph --><!-- wp:list --></p>
<ul class="wp-block-list"><!-- wp:list-item -->
<li>Navigation calculations</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Flight planning</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Charts and maps</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Position determination</li>
<!-- /wp:list-item --></ul>
<p><!-- /wp:list --><!-- wp:paragraph --></p>
<p>Understanding navigation helps students develop operational awareness.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading">Meteorology</h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Weather affects every flight.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Students learn about:</p>
<p><!-- /wp:paragraph --><!-- wp:list --></p>
<ul class="wp-block-list"><!-- wp:list-item -->
<li>Cloud formations</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Wind patterns</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Weather forecasts</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Aviation weather reports</li>
<!-- /wp:list-item --></ul>
<p><!-- /wp:list --><!-- wp:paragraph --></p>
<p>This knowledge helps future pilots make safe decisions.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading">Air Regulations</h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Aviation operates under strict rules.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Students study:</p>
<p><!-- /wp:paragraph --><!-- wp:list --></p>
<ul class="wp-block-list"><!-- wp:list-item -->
<li>Pilot responsibilities</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Aviation laws</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Operational procedures</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Safety requirements</li>
<!-- /wp:list-item --></ul>
<p><!-- /wp:list --><!-- wp:paragraph --></p>
<p>Regulations ensure standardized and safe aviation operations.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading">Technical Knowledge</h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Pilots need to understand aircraft systems.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Topics include:</p>
<p><!-- /wp:paragraph --><!-- wp:list --></p>
<ul class="wp-block-list"><!-- wp:list-item -->
<li>Aircraft structure</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Engines</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Electrical systems</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Flight controls</li>
<!-- /wp:list-item --></ul>
<p><!-- /wp:list --><!-- wp:paragraph --></p>
<p>Technical understanding supports better decision-making.</p>
<p><!-- /wp:paragraph --><!-- wp:heading --></p>
<h2 class="wp-block-heading">Benefits of Structured Ground Training</h2>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Many students attempt self-study but struggle because aviation subjects can be challenging.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Professional classes provide:</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading">Expert Guidance</h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Experienced instructors explain complex concepts in simple ways.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading">Organized Learning</h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Structured lessons help students progress systematically.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading">Practice and Revision</h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Regular assessments help identify weak areas.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading">Doubt Resolution</h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Students can ask questions and receive immediate clarification.</p>
<p><!-- /wp:paragraph --><!-- wp:heading --></p>
<h2 class="wp-block-heading">Common Challenges Students Face</h2>
<p><!-- /wp:heading --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading">Managing Multiple Subjects</h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Aviation exams cover several topics.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>A study plan helps students stay organized.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading">Understanding Technical Concepts</h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Breaking topics into smaller sections makes learning easier.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading">Maintaining Consistency</h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Regular study sessions are more effective than last-minute preparation.</p>
<p><!-- /wp:paragraph --><!-- wp:heading --></p>
<h2 class="wp-block-heading">How Ground Knowledge Supports Flight Training</h2>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Students with strong theory often feel more confident in the cockpit.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>They understand:</p>
<p><!-- /wp:paragraph --><!-- wp:list --></p>
<ul class="wp-block-list"><!-- wp:list-item -->
<li>Why procedures exist</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>How aircraft systems operate</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>What weather conditions mean</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>How navigation decisions are made</li>
<!-- /wp:list-item --></ul>
<p><!-- /wp:list --><!-- wp:paragraph --></p>
<p>This allows them to focus more on developing flying skills.</p>
<p><!-- /wp:paragraph --><!-- wp:heading --></p>
<h2 class="wp-block-heading">Long-Term Career Benefits</h2>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>The knowledge gained during <strong>DGCA ground classes</strong> remains useful throughout a pilot's career.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Professional pilots continue applying these concepts during airline operations, simulator sessions, and recurrent training programs.</p>
<p><!-- /wp:paragraph --><!-- wp:heading --></p>
<h2 class="wp-block-heading">Building Confidence Before Entering Professional Aviation</h2>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Many students feel nervous when they begin their aviation journey.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>They may have questions like:</p>
<p><!-- /wp:paragraph --><!-- wp:list --></p>
<ul class="wp-block-list"><!-- wp:list-item -->
<li>Am I choosing the right career?</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Can I clear aviation examinations?</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Will I be prepared for airline interviews?</li>
<!-- /wp:list-item --></ul>
<p><!-- /wp:list --><!-- wp:paragraph --></p>
<p>A supportive training environment helps students overcome these concerns.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Confidence comes from proper preparation, consistent learning, and expert guidance.</p>
<p><!-- /wp:paragraph --><!-- wp:heading --></p>
<h2 class="wp-block-heading">Why Location Can Matter for Students</h2>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>For many students, choosing a convenient training location makes learning easier.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Students searching for an <strong>aviation academy in Dwarka</strong> often look for a training environment that provides quality education along with accessibility.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>A convenient location helps students manage their schedules better and focus more on their preparation.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>However, students should always consider training quality, faculty experience, and learning support along with location.</p>
<p><!-- /wp:paragraph --><!-- wp:heading --></p>
<h2 class="wp-block-heading">The Role of Aviation Theory in Pilot Training</h2>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Flying skills are important, but theoretical knowledge creates the foundation for safe operations.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Before becoming professional pilots, students need to understand different aviation subjects.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>These include:</p>
<p><!-- /wp:paragraph --><!-- wp:list --></p>
<ul class="wp-block-list"><!-- wp:list-item -->
<li>Air Navigation</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Meteorology</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Air Regulations</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Aircraft Technical Knowledge</li>
<!-- /wp:list-item --></ul>
<p><!-- /wp:list --><!-- wp:paragraph --></p>
<p>Understanding these areas helps pilots make better decisions during real flight operations.</p>
<p><!-- /wp:paragraph --><!-- wp:heading --></p>
<h2 class="wp-block-heading">Preparing Students for Future Airline Opportunities</h2>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>The aviation industry is competitive.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Airlines look for candidates who have:</p>
<p><!-- /wp:paragraph --><!-- wp:list --></p>
<ul class="wp-block-list"><!-- wp:list-item -->
<li>Strong technical knowledge</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Professional attitude</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Good communication skills</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Confidence</li>
<!-- /wp:list-item --></ul>
<p><!-- /wp:list --><!-- wp:paragraph --></p>
<p>A good academy prepares students beyond just examinations.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>It helps them understand airline expectations and develop the mindset required for professional aviation.</p>
<p><!-- /wp:paragraph --><!-- wp:heading --></p>
<h2 class="wp-block-heading">Final Thoughts</h2>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Strong aviation theory creates strong pilots.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Students who invest time in quality <strong><a href="https://www.airshipaviation.com/dgca-classes/">ground classes for dgca exams</a></strong> build a foundation that supports every stage of their aviation journey. From licensing exams to airline careers, theoretical knowledge remains one of the most valuable tools a pilot can possess.</p>
<p></p>]]> </content:encoded>
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<item>
<title>Looking for Mythological Baby Names? Discover Meaningful Baby Name Suggestions</title>
<link>https://news.bangboxonline.com/Looking-for-Mythological-Baby-Names-Discover-Meaningful-Baby-Name-Suggestions</link>
<guid>https://news.bangboxonline.com/Looking-for-Mythological-Baby-Names-Discover-Meaningful-Baby-Name-Suggestions</guid>
<description><![CDATA[ Discover meaningful mythological baby names and unique baby name suggestions for boys and girls. Find timeless names with rich cultural significance. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a89f3cb57c.jpg" length="53305" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 15:45:37 +0500</pubDate>
<dc:creator>babynaming</dc:creator>
<media:keywords>mythological baby names</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>Choosing a name for your baby is one of the most special moments in a parent's journey. A name is more than just an identity—it carries emotions, values, culture, and sometimes even a legacy. If you're searching for unique and meaningful baby name suggestions, mythological names can be a wonderful choice.</span></p>
<p class="isSelectedEnd"><span>Mythology has always been a rich source of inspiration for parents. These names are often associated with courage, wisdom, strength, beauty, and devotion. Whether you are expecting a baby boy or girl, mythological baby names offer timeless appeal while connecting your child to fascinating stories and traditions.</span></p>
<p class="isSelectedEnd"><span>In this guide, we'll explore why mythological names remain popular and share helpful tips for choosing the perfect name for your little one.</span></p>
<h2><span>Why Choose Mythological Baby Names?</span></h2>
<p class="isSelectedEnd"><span>Many parents prefer mythological names because they come with deep meanings and historical significance. These names have survived generations and continue to be admired for their uniqueness and cultural value.</span></p>
<p class="isSelectedEnd"><span>Here are a few reasons why mythological names stand out:</span></p>
<ul data-spread="false">
<li><span>They often have inspiring stories behind them.</span></li>
<li><span>Most names carry positive qualities and virtues.</span></li>
<li><span>They reflect cultural heritage and traditions.</span></li>
<li><span>Many mythological names sound elegant and timeless.</span></li>
<li><span>They help create a strong and memorable identity.</span></li>
</ul>
<p class="isSelectedEnd"><span>When looking for <a href="https://babynaming.in/"><strong>baby name suggestions</strong></a>, mythology provides a treasure trove of meaningful options that can resonate throughout your child's life.</span></p>
<h2><span>Popular Mythological Baby Names for Boys</span></h2>
<p class="isSelectedEnd"><span>If you're welcoming a baby boy, mythology offers many strong and inspiring names.</span></p>
<h3><span>Krishna</span></h3>
<p class="isSelectedEnd"><span>A beloved figure known for wisdom, compassion, and leadership. The name symbolizes charm and intelligence.</span></p>
<h3><span>Arjun</span></h3>
<p class="isSelectedEnd"><span>Inspired by the courageous warrior from ancient mythology, Arjun represents determination, focus, and bravery.</span></p>
<h3><span>Ram</span></h3>
<p class="isSelectedEnd"><span>A timeless name associated with righteousness, honor, and responsibility.</span></p>
<h3><span>Kartikeya</span></h3>
<p class="isSelectedEnd"><span>Known as the god of war and victory, this name symbolizes courage and strength.</span></p>
<h3><span>Nakul</span></h3>
<p class="isSelectedEnd"><span>A name linked with beauty, loyalty, and wisdom.</span></p>
<p class="isSelectedEnd"><span>These <a href="https://babynaming.in/"><strong>mythological baby names </strong></a>continue to be popular among parents seeking meaningful and traditional choices.</span></p>
<h2><span>Beautiful Mythological Baby Names for Girls</span></h2>
<p class="isSelectedEnd"><span>Parents looking for graceful names for their daughters can find plenty of inspiration in mythology.</span></p>
<h3><span>Sita</span></h3>
<p class="isSelectedEnd"><span>A symbol of devotion, patience, and strength.</span></p>
<h3><span>Radha</span></h3>
<p class="isSelectedEnd"><span>Associated with love, faith, and spiritual connection.</span></p>
<h3><span>Lakshmi</span></h3>
<p class="isSelectedEnd"><span>The goddess of wealth, prosperity, and good fortune.</span></p>
<h3><span>Parvati</span></h3>
<p class="isSelectedEnd"><span>A powerful name representing love, determination, and motherhood.</span></p>
<h3><span>Saraswati</span></h3>
<p class="isSelectedEnd"><span>The goddess of knowledge, learning, and creativity.</span></p>
<p class="isSelectedEnd"><span>These names remain among the most admired baby name suggestions for girls due to their beauty and significance.</span></p>
<h2><span>Tips for Choosing the Perfect Mythological Name</span></h2>
<p class="isSelectedEnd"><span>While exploring mythological baby names, keep these important factors in mind:</span></p>
<h3><span>Understand the Meaning</span></h3>
<p class="isSelectedEnd"><span>A beautiful name becomes even more special when you know its story and symbolism.</span></p>
<h3><span>Consider Pronunciation</span></h3>
<p class="isSelectedEnd"><span>Choose a name that is easy for family members and future friends to pronounce correctly.</span></p>
<h3><span>Think About Long-Term Appeal</span></h3>
<p class="isSelectedEnd"><span>Your baby's name should suit them throughout every stage of life.</span></p>
<h3><span>Match Cultural Preferences</span></h3>
<p class="isSelectedEnd"><span>Some families prefer names rooted in their traditions, while others look for modern interpretations of mythological figures.</span></p>
<h3><span>Keep It Unique Yet Familiar</span></h3>
<p class="isSelectedEnd"><span>A balance between uniqueness and simplicity often works best.</span></p>
<p class="isSelectedEnd"><span>Following these tips can help narrow down your list of baby name suggestions and make the decision easier.</span></p>
<h2><span>Modern Trends in Mythological Baby Names</span></h2>
<p class="isSelectedEnd"><span>Today's parents are increasingly combining tradition with modernity. Many mythological names are being rediscovered and appreciated for their elegance and timeless relevance.</span></p>
<p class="isSelectedEnd"><span>Names like Arya, Advik, Kiara, and Ishani have gained popularity because they sound contemporary while retaining mythological roots. This trend allows families to honor tradition without compromising on modern style.</span></p>
<p class="isSelectedEnd"><span>As more parents seek meaningful identities for their children, mythological baby names continue to remain a preferred choice.</span></p>
<h2><span>Why Meaning Matters When Naming Your Baby</span></h2>
<p class="isSelectedEnd"><span>A name often becomes a child's first gift from their parents. It can influence self-confidence, cultural connection, and personal identity. While trends come and go, meaningful names tend to hold lasting value.</span></p>
<p class="isSelectedEnd"><span>Many parents choose mythological names because they represent qualities they hope their child will embody. Whether it's wisdom, kindness, courage, or perseverance, a thoughtfully chosen name can carry a positive message for years to come.</span></p>
<p class="isSelectedEnd"><span>When exploring baby name suggestions, focusing on meaning rather than popularity can help you find a name that truly feels right for your family.</span></p>
<h2><span>Final Thoughts</span></h2>
<p class="isSelectedEnd"><span>Selecting the perfect name is a joyful and memorable experience. With their rich stories, cultural significance, and timeless appeal, mythological baby names offer countless possibilities for parents seeking meaningful choices.</span></p>
<p class="isSelectedEnd"><span>Whether you're drawn to names that symbolize strength, wisdom, love, or prosperity, mythology provides inspiration that has stood the test of time. Take your time, explore different options, and choose a name that reflects your hopes and dreams for your little one.</span></p>
<p class="isSelectedEnd"><span>The best baby name suggestions are the ones that create a lifelong connection and a beautiful story for your child.</span></p>
<h2><span>Frequently Asked Questions (FAQs)</span></h2>
<h3><span>1. Why are mythological baby names so popular?</span></h3>
<p class="isSelectedEnd"><span>Mythological baby names are popular because they carry deep meanings, cultural significance, and inspiring stories that have been cherished for generations.</span></p>
<h3><span>2. Are mythological names suitable for modern children?</span></h3>
<p class="isSelectedEnd"><span>Yes, many mythological names have a timeless quality and fit well in both traditional and modern settings.</span></p>
<h3><span>3. How do I choose the best mythological name for my baby?</span></h3>
<p class="isSelectedEnd"><span>Focus on the meaning, pronunciation, cultural relevance, and personal connection you feel toward the name.</span></p>
<h3><span>4. Can mythological baby names be unique?</span></h3>
<p class="isSelectedEnd"><span>Absolutely. While some names are common, many lesser-known mythological names offer unique and distinctive options.</span></p>
<h3><span>5. Where can I find more baby name suggestions?</span></h3>
<p><span>You can explore mythology, cultural literature, family traditions, and naming guides to discover meaningful baby name suggestions.</span></p>]]> </content:encoded>
</item>

<item>
<title>From Medical Rep to Neuro Franchise Owner: What the Transition Actually Looks Like</title>
<link>https://news.bangboxonline.com/from-medical-rep-to-neuro-franchise-owner-what-the-transition-actually-looks-like</link>
<guid>https://news.bangboxonline.com/from-medical-rep-to-neuro-franchise-owner-what-the-transition-actually-looks-like</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="53305" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 15:43:10 +0500</pubDate>
<dc:creator>Holy Evolution Pharma</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>There is a moment most experienced medical representatives eventually reach. It usually happens somewhere between year four and year eight. The targets keep climbing, the territory keeps shifting, the field work never really stops — and at some point, the thought surfaces: what if I was building something for myself instead?</span></p>
<p dir="ltr"><span>For a lot of people in the pharmaceutical field, that thought leads them toward the neuro segment. And it makes sense. Neurological and psychiatric conditions are among the fastest-growing therapeutic categories in India right now — driven by an ageing population, rising stress levels, and a healthcare system that is only beginning to catch up with the real scale of CNS disorders in the country. The demand side of this market is not going anywhere.</span></p>
<p dir="ltr"><span>But wanting to start a neuro pharma franchise business and actually doing it well are two different things. This piece is written for people who already understand how the pharma industry works — medical reps, pharmacists, stockists, and healthcare professionals — and want an honest look at what the transition to franchise ownership in this specific segment actually involves.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Why the Neuro Segment Specifically</span></h2>
<p dir="ltr"><span>Most pharma franchise opportunities are in general medicine, gynaecology, or orthopaedics. Those are valid categories. But neuro and neuropsychiatry have a few structural characteristics that make them particularly well-suited for the franchise model.</span></p>
<p dir="ltr"><span>The first is prescription continuity. Patients managing epilepsy, anxiety disorders, depression, or Parkinson's disease are typically on medication for years, sometimes for life. That creates a prescription base that, once built, tends to be stable. You are not dependent on seasonal demand or acute illness cycles the way a general medicine franchise is.</span></p>
<p dir="ltr"><span>The second is specialist concentration. Neurologists and psychiatrists are present in significant numbers in Tier 1 and Tier 2 cities, and their prescription volumes per doctor tend to be higher than primary care physicians. If you already have relationships in this specialty from your time as a medical rep, those relationships are genuinely transferable assets in the franchise model.</span></p>
<p dir="ltr"><span>The third is margin structure. Neuro and psychiatric formulations — particularly branded generics — carry trading margins that are meaningfully higher than general medicine. That is partly because the molecules are more complex and partly because the branded positioning in this segment remains strong even as generic penetration grows elsewhere.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>What You Are Actually Building</span></h2>
<p dir="ltr"><span>A neuro pharma franchise is not a passive investment. It is a distribution and relationship business operating under a parent company's product umbrella.</span></p>
<p dir="ltr"><span>What that means practically: you are sourcing products from your parent pharma company, marketing them to neurologists and psychiatrists in your territory, ensuring stock availability at chemists who cater to those prescriptions, and building the kind of regular doctor contact that keeps your products on the prescription pad month after month.</span></p>
<p dir="ltr"><span>The role of the parent company is to supply quality-certified products, handle manufacturing compliance, and provide the marketing materials you need to represent those products professionally. A company like</span><a href="https://holyevolutionpharma.co/about-holy/"><span> </span><span>Holy Evolution Pharma</span></a><span>, for instance, operates as a WHO-GMP and ISO certified manufacturer focused specifically on the neuro and CNS segment — which means franchise partners get products that carry regulatory credibility with the healthcare professionals they are targeting, and marketing infrastructure that is already built for the specialty.</span></p>
<p dir="ltr"><span>What you bring to the equation is the territory knowledge, the doctor relationships, and the willingness to show up consistently. That last part is more important than most people acknowledge before they make the switch.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>The Licensing Reality for Neuro Products</span></h2>
<p dir="ltr"><span>This is where most people who come from the manufacturing or retail side underestimate the complexity — and where people who have worked as medical reps sometimes overestimate how much they already know.</span></p>
<p dir="ltr"><span>A standard drug retail or wholesale license (Forms 20B and 21B) covers most over-the-counter and prescription medicines. But the neuro and psychiatry segment includes a meaningful number of molecules classified under Schedule H1 and Schedule X — antiepileptics, certain benzodiazepines, sleep medications, and some antipsychotics. These require an additional Form 20G authorization, specific storage conditions, and stricter documentation at the point of dispensing.</span></p>
<p dir="ltr"><span>Getting this licensing right before you start selling is not a formality. State drug inspectors do check for it, and operating without the correct authorization for Schedule X products exposes you to stock seizure and business disruption at a time when you are still building momentum.</span></p>
<p dir="ltr"><span>The</span><a href="https://holyevolutionpharma.co/frequently-asked-questions/"><span> </span><span>FAQ section on Holy Evolution's website</span></a><span> addresses some of the specific documentation requirements for neuro franchise operations, which is worth reading carefully if you are at the planning stage.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>The Investment Question, Answered Honestly</span></h2>
<p dir="ltr"><span>The range you will see quoted for neuro pharma franchise investment — typically ₹50,000 to ₹2,50,000 — is real, but it needs unpacking.</span></p>
<p dir="ltr"><span>The lower end of that range covers initial stock, basic licensing fees, and essential storage infrastructure (a refrigerator and air conditioning are mandatory for drug inspector approval, not optional). At that level, you are operating very lean — probably in a single sub-district, working a limited product range, and doing the doctor visits yourself.</span></p>
<p dir="ltr"><span>The upper end reflects a more realistic first-year operation: a reasonably complete neuro product portfolio that gives you something to show across multiple therapeutic areas (antiepileptics, antidepressants, anti-anxiety, migraine, sleep, neuroprotection), working capital to cover the 30 to 60-day credit cycle that chemists typically expect, and enough promotional budget to make a proper introduction to the doctors in your area.</span></p>
<p dir="ltr"><span>One cost that often gets underestimated is working capital. Your products move from the parent company to your stock, then to the chemist, and then to payment — and that last leg can take time. If you have been a medical rep, you have watched this cycle from the outside. As a franchise owner, you are funding it. Building a buffer of ₹20,000 to ₹50,000 purely as a cash reserve is not excessive — it is what keeps operations smooth while you are establishing yourself.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Choosing the Right Parent Company: What Actually Matters</span></h2>
<p dir="ltr"><span>Most advice on choosing a neuro franchise company lists the same criteria: WHO-GMP certification, product range, monopoly rights, marketing support. All of those matter. But there are a few things that are less commonly discussed and arguably more important in the long run.</span></p>
<p dir="ltr"><span>Product depth in the segment you are targeting.</span><span> A company that offers 20 genuinely strong neuro molecules is more useful than one with a 400-product catalogue where 15 of them are relevant to your specialty. For neuro franchise work specifically, depth in antiepileptics, atypical antipsychotics, antidepressants, and neuroprotective formulations matters more than breadth across unrelated categories.</span></p>
<p dir="ltr"><span>Quality documentation you can stand behind.</span><span> When a neurologist asks about a product you are detailing, the conversation sometimes goes to clinical data and manufacturing standards. A company that has invested properly in</span><a href="https://holyevolutionpharma.co/quality-control-testing/"><span> </span><span>quality control and testing</span></a><span> and maintains verifiable</span><a href="https://holyevolutionpharma.co/certificate/"><span> </span><span>certification</span></a><span> gives you something real to say in that moment. A company that relies on vague claims puts you in an awkward position with a specialist audience that is genuinely knowledgeable.</span></p>
<p dir="ltr"><span>How the franchise agreement handles territory disputes.</span><span> Monopoly rights are worth nothing if the company's internal processes for enforcing them are unclear. Before signing, understand exactly how the company defines and protects your territory — and what the escalation process looks like if another distributor encroaches.</span></p>
<p dir="ltr"><span>R&amp;D pipeline and new product additions.</span><span> A company that is actively developing new formulations through proper</span><a href="https://holyevolutionpharma.co/rd/"><span> </span><span>research and development</span></a><span> gives your franchise a growth path as the business matures. New molecules in a segment where you already have doctor relationships are significantly easier to introduce than starting from scratch in a new category.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>The First 90 Days: What to Actually Focus On</span></h2>
<p dir="ltr"><span>Most new franchise owners either try to cover too much ground too fast or get paralysed by the range of options and end up doing very little. Neither approach works well.</span></p>
<p dir="ltr"><span>A more effective structure for the first three months:</span></p>
<p dir="ltr"><span>Pick three to five anchor products — ideally one or two that address the highest-volume conditions in your area (epilepsy and depression tend to be the volume drivers in most markets) and one or two in a more specialised area where competition is thinner. Build your initial doctor introductions around these.</span></p>
<p dir="ltr"><span>Focus your chemist coverage on the outlets that stock and bill neuro prescriptions regularly. Not every chemist does. A mapped list of 20 to 30 chemists who actually handle CNS prescriptions in your territory is more valuable than blanket coverage of 200 general stores.</span></p>
<p dir="ltr"><span>Keep your doctor contact cadence consistent. The biggest differentiator between a franchise that takes off and one that stalls is usually whether the owner keeps showing up. Neurologists and psychiatrists are busy people; they respond to consistent, informed contact — not one impressive first visit followed by silence.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Is This the Right Move for You?</span></h2>
<p dir="ltr"><span>The honest answer depends on factors that no general guide can fully account for: your existing relationships in the territory, your financial cushion, your capacity to be self-directed without a manager tracking your activity, and your genuine interest in the neuro and psychiatry therapeutic space.</span></p>
<p dir="ltr"><span>What the franchise model offers — particularly with a focused, specialty-first company like</span><a href="https://holyevolutionpharma.co/"><span> </span><span>Holy Evolution Pharma</span></a><span> — is a structured entry into a genuinely growing segment, with the product credibility and marketing infrastructure already built. What it asks of you is consistent field work, relationship management, and the operational discipline to run a small distribution business.</span></p>
<p dir="ltr"><span>For people coming from a pharmaceutical background, most of the skills are transferable. The shift is less about learning new things and more about applying familiar knowledge in a context where the outcomes are directly tied to your own effort.</span></p>
<p dir="ltr"><span>If you want to go deeper on the practical setup — licensing, documentation, investment breakdown, and the step-by-step process — the</span><a href="https://holyevolutionpharma.co/how-to-start-neuro-pharma-franchise-company/"><span> </span><span>Holy Evolution guide to starting a neuro pharma franchise</span></a><span> covers all of it in detail.</span></p>
<p dir="ltr"><span>To ask specific questions about their</span><a href="https://holyevolutionpharma.co/pcd-pharma-franchise/"><span> </span><span>PCD pharma franchise programme</span></a><span>, product availability, and territory options, reach the Holy Evolution team at </span><span>+91-7973248843</span><span> or through the</span><a href="https://holyevolutionpharma.co/contact-us/"><span> </span><span>contact page</span></a><span>.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<p dir="ltr"><span>Holy Evolution Pharma | Hallomajra, Chandigarh | WHO-GMP &amp; ISO Certified | Neuro PCD Pharma Franchise</span></p>
<p></p>]]> </content:encoded>
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<title>Join the Leading Aberdeen Online Business Directory</title>
<link>https://news.bangboxonline.com/join-the-leading-aberdeen-online-business-directory</link>
<guid>https://news.bangboxonline.com/join-the-leading-aberdeen-online-business-directory</guid>
<description><![CDATA[ Want to grow your brand in the Granite City? Join the leading Aberdeen online business directory today to increase your visibility and attract local clients. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a60893b0c2.jpg" length="143640" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 15:34:42 +0500</pubDate>
<dc:creator>London Local SEO</dc:creator>
<media:keywords>Aberdeen business directory, Aberdeen business listing, Aberdeen free business listing</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;">The economic landscape of Aberdeen is undergoing a significant transformation. As the city evolves from its historic reliance on energy toward a diversified hub of technology, professional services, and tourism, the methods local companies use to connect with customers have shifted fundamentally. Today, your digital presence is not just an asset; it is the primary gateway through which potential clients find, vet, and choose your services. If you operate within the region, establishing your brand in a trusted<span> </span>Aberdeen business directory<span> </span>is a critical step in claiming your stake in this competitive market.</p>
<p style="text-align: justify;">In this guide, we will explore why digital visibility is the cornerstone of modern commerce in the Granite City, how to effectively position your brand, and the strategic advantages of leveraging local platforms to drive sustainable growth.</p>
<h2 style="text-align: justify;">The Modern Digital Ecosystem in Aberdeen</h2>
<p style="text-align: justify;">The way consumers interact with businesses in Aberdeen has changed forever. The days when print directories and word-of-mouth were sufficient for local growth are largely behind us. Modern consumers, whether they are local residents or B2B procurement managers, rely on high-intent search platforms to identify the best service providers for their needs.</p>
<p style="text-align: justify;">This digital-first approach means that your visibility is constantly being evaluated by both human users and algorithmic search engines. If you are not present, verified, and well-optimized on platforms that users trust, you are effectively invisible to a segment of the market that is actively seeking solutions. The goal is to bridge the gap between being a local entity and being a recognizable brand that is accessible exactly when and where your customers look.</p>
<h2 style="text-align: justify;">Benefits of Listing Your Business</h2>
<p style="text-align: justify;">Why does a dedicated regional platform matter? While global giants like Google are important, they often lack the hyper-local context that allows businesses to capture specific market segments. When you choose to utilize an<span> </span><a title="null" href="https://localpage.uk/free-listing">Aberdeen free business listing</a>, you are doing more than just putting your name online. You are gaining access to a community-focused ecosystem.</p>
<p style="text-align: justify;">The primary benefits include:</p>
<ul style="text-align: justify;">
<li>
<p>Enhanced Local SEO: Search engines reward consistent, NAP-accurate (Name, Address, Phone) citations from reputable regional platforms.</p>
</li>
<li>
<p>Trust and Authority: Being listed on a specialized platform signals to potential customers that you are a legitimate, established player in the Aberdeen area.</p>
</li>
<li>
<p>Intent-Based Traffic: Unlike social media, where discovery is passive, directory users have high purchase intent. They are looking to solve a problem right now.</p>
</li>
<li>
<p>Better Competitive Positioning: A well-optimized profile allows you to showcase your unique value proposition, photos, and customer reviews, giving you an edge over competitors who neglect their digital profile.</p>
</li>
</ul>
<h2 style="text-align: justify;">How Local Directories Transform Customer Discovery</h2>
<p style="text-align: justify;">For any business, the fundamental challenge is visibility. When a user conducts a search for a service, they are presented with a sea of options. Local directories provide the structure necessary to cut through that noise. By categorizing businesses, validating their existence, and providing consistent contact data, directories help search engines map out the commercial landscape of the region.</p>
<p style="text-align: justify;">This is particularly important for small to medium-sized enterprises. If you are trying to compete with larger, national brands, you must leverage local context to your advantage. A focused<span> </span><a title="null" href="https://localpage.uk/">online directory Aberdeen</a><span> </span>allows you to speak directly to your target audience. It provides a platform that respects the unique geographical and economic nuances of Scotland’s Granite City, ensuring that your business is presented in the most relevant context possible.</p>
<h2 style="text-align: justify;">Navigating Sponsored Growth Strategies</h2>
<p style="text-align: justify;">While a basic profile is essential, there are moments in a business lifecycle where you need to accelerate your visibility. This is where an<span> </span><a title="null" href="https://localpage.uk/sponsored-booster">Aberdeen sponsored listing</a><span> </span>becomes a strategic necessity. These features allow businesses to rise above the organic noise, placing their services at the top of relevant search results.</p>
<p style="text-align: justify;">Sponsored placements are particularly effective for businesses launching a new service, entering a new market segment, or seeking to dominate a highly saturated category. The goal is to capture "bottom-of-the-funnel" traffic—users who have moved past the research phase and are ready to contact a provider. By strategically investing in these placements, you aren't just buying visibility; you are buying direct access to leads that are primed for conversion.</p>
<h2 style="text-align: justify;">Optimizing Your Profile for Success</h2>
<p style="text-align: justify;">Simply being listed is not enough. The most successful businesses treat their profiles as living assets. You must ensure that your listing is as complete and engaging as possible.</p>
<p style="text-align: justify;">Start by ensuring your contact information is perfectly consistent. Any deviation in your address or phone number can create "digital friction" that discourages users and confuses search algorithms. Beyond the basics, take advantage of the features provided by top<span> </span><a title="null" href="https://localpage.uk/">Aberdeen business listings sites</a>. This includes uploading high-resolution imagery, writing a compelling and unique business description, and actively managing your reviews. Engaging with your customers—responding to both positive feedback and constructive criticism—demonstrates that you are an active, professional, and customer-focused enterprise.</p>
<h2 style="text-align: justify;">The Future of Local Search</h2>
<p style="text-align: justify;">The future of the local digital economy will be driven by AI, voice search, and hyper-local mapping. We are moving toward a world where your directory profile serves as the "source of truth" for AI assistants and search bots.</p>
<p style="text-align: justify;">Staying ahead of the curve means treating your directory presence as a foundational element of your wider SEO strategy. As search technology becomes more sophisticated, it will prioritize businesses that have the most accurate, detailed, and verified data. By staying proactive and maintaining your presence in the leading<span> </span><a title="null" href="https://localpage.uk/">find businesses in Aberdeen</a><span> </span>network, you ensure that your business remains at the forefront of local discovery, no matter how the underlying technology evolves.</p>
<h2 style="text-align: justify;">Key Takeaways</h2>
<ul style="text-align: justify;">
<li>
<p>Consistency is Everything: Ensure your Name, Address, and Phone number are uniform across all digital platforms to avoid SEO dilution.</p>
</li>
<li>
<p>Focus on Intent: Local directories capture high-intent leads who are ready to make a purchasing decision, unlike passive social media audiences.</p>
</li>
<li>
<p>Be Proactive: Treat your directory profile as a living document; update your hours, services, and photos regularly to maintain engagement.</p>
</li>
<li>
<p>Leverage Sponsored Tools: Use premium features to gain immediate, high-visibility placement when you need to drive growth quickly.</p>
</li>
<li>
<p>Engagement Wins: Actively soliciting and responding to reviews builds trust and signals to search engines that your business is active and authoritative.</p>
</li>
</ul>
<h2 style="text-align: justify;">Frequently Asked Questions</h2>
<h3 style="text-align: justify;">What are the main benefits of listing my company in a directory?</h3>
<p style="text-align: justify;">Listing your company improves your local SEO, increases your visibility to potential customers, builds trust through third-party validation, and provides valuable backlinks to your website that boost your organic rankings.</p>
<h3 style="text-align: justify;">Why should I choose a free listing over a paid one initially?</h3>
<p style="text-align: justify;">A free listing is the perfect way to establish your digital footprint without an initial financial barrier. It allows you to test the platform's traffic and ensure your contact details are consistent before committing to paid advertising.</p>
<h3 style="text-align: justify;">How does an online directory differ from social media?</h3>
<p style="text-align: justify;">Directories are intent-based; people go there specifically to find a service. Social media is interest-based, focused on discovery. Directories generally have higher conversion rates for local services because of this intent.</p>
<h3 style="text-align: justify;">Can a business listing really help my search engine rankings?</h3>
<p style="text-align: justify;">Yes. High-quality directories provide authoritative backlinks and signal to search engines that your business is a legitimate, established entity in your area, which is a major factor in local SEO.</p>
<h3 style="text-align: justify;">What should I include in my business description?</h3>
<p style="text-align: justify;">Include your business name, your primary services, what makes you unique (your value proposition), your location, and a clear call-to-action that tells the user exactly what to do next.</p>
<h3 style="text-align: justify;">How often should I update my listing?</h3>
<p style="text-align: justify;">You should review your listing at least quarterly. Always update it immediately if you change your phone number, website URL, operating hours, or if you launch new services.</p>
<h3 style="text-align: justify;">What should I do if I find incorrect information about my business?</h3>
<p style="text-align: justify;">Claim your business profile on the directory immediately. Most platforms have a "claim this business" or "edit" function that allows you to correct errors once you verify your identity.</p>
<h3 style="text-align: justify;">Does having a website make a difference?</h3>
<p style="text-align: justify;">While it is highly recommended to have a website, many directories allow you to list your business with just a phone number and address. However, a website provides the depth of information customers need to make a final purchase decision.</p>
<h3 style="text-align: justify;">How do I make my business stand out in a list of competitors?</h3>
<p style="text-align: justify;">Use high-resolution images, write a unique and engaging description that highlights your value proposition, and, if your budget allows, opt for a sponsored listing to boost your visibility above the rest.</p>
<h3 style="text-align: justify;">Are all business directories created equal?</h3>
<p style="text-align: justify;">No. A high-quality directory should be mobile-friendly, load quickly, and have intuitive categorization. If a site is cluttered with spammy content, it may hurt your brand association rather than help it.</p>
<h3 style="text-align: justify;">How do I handle negative reviews on a directory?</h3>
<p style="text-align: justify;">Respond professionally and promptly. Acknowledge the customer's experience, apologize if necessary, and offer to take the conversation offline to resolve the issue. This shows potential customers that you care about service quality.</p>
<h3 style="text-align: justify;">Can an online directory help me find new B2B partners?</h3>
<p style="text-align: justify;">Yes. Many directories are used by other businesses to find vendors, suppliers, and service providers, making them an excellent tool for B2B networking and lead generation.</p>
<h3 style="text-align: justify;">Why is local SEO so important for Aberdeen businesses?</h3>
<p style="text-align: justify;">Aberdeen is a unique market where local trust and proximity are highly valued. Local SEO ensures that when people search for services "near me," your business appears, capturing high-intent traffic that is ready to convert.</p>
<h3 style="text-align: justify;">Is it necessary to add my business to multiple directories?</h3>
<p style="text-align: justify;">Yes, but prioritize quality over quantity. Being on several reputable, industry-specific, and local directories helps reinforce your legitimacy to search engines and potential clients.</p>
<h3 style="text-align: justify;">What is the most common mistake in directory listings?</h3>
<p style="text-align: justify;">The most common mistake is inconsistency in NAP (Name, Address, Phone) data. If your address or phone number differs between your directory listing and your website, it can confuse Google's algorithms and lower your rankings.</p>
<p style="text-align: justify;">Maximizing your reach in Scotland's Granite City requires a proactive approach to digital marketing. By taking control of your presence, ensuring your data is accurate, and strategically using free and premium listings, you can significantly improve your visibility. The landscape for finding services is evolving, but the core principle remains: be where your customers are. Start by claiming your space, engaging with your audience, and building the digital foundation your business deserves. Join our leading<span> </span><a title="null" href="https://localpage.uk/aberdeen">Aberdeen business directory</a><span> </span>today to jumpstart your local marketing efforts and connect with the customers who are already looking for you.</p>
<p style="text-align: justify;"><strong>Get In Touch</strong></p>
<p style="text-align: justify;"><strong>Email:<span> </span>contact@localpage.uk</strong><br><strong>Website: www.localpage.uk</strong></p>]]> </content:encoded>
</item>

<item>
<title>Customer Support &amp;amp; Experience for Business Success</title>
<link>https://news.bangboxonline.com/customer-support-experience-for-business-success</link>
<guid>https://news.bangboxonline.com/customer-support-experience-for-business-success</guid>
<description><![CDATA[ Discover how customer support systems, customer experience in financial services, and logistics customer service drive business growth and loyalty. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a5d47c1a8e.jpg" length="66758" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 15:17:53 +0500</pubDate>
<dc:creator>bpologistic</dc:creator>
<media:keywords>customer support system, customer experience financial services, logistics customer service</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">In today’s customer-driven marketplace, delivering outstanding service is no longer optional—it is essential. Businesses across industries are investing in advanced technologies and service strategies to improve customer satisfaction, strengthen brand loyalty, and drive long-term growth. Whether in finance, logistics, or retail, a robust <span style="mso-bidi-font-weight: bold;">customer support system</span>, exceptional <span style="mso-bidi-font-weight: bold;">customer experience financial services</span>, and reliable <span style="mso-bidi-font-weight: bold;">logistics customer service</span> play a crucial role in meeting customer expectations and maintaining a competitive advantage.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Organizations that prioritize customer-centric operations can improve engagement, reduce churn, and create stronger relationships with their customers.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">What is a Customer Support System?<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">A <b><span style="color: #0070c0;"><a href="https://www.advatix.com/gcc/customer-service">customer support system</a></span></b> is a technology-driven platform that helps businesses manage customer inquiries, complaints, service requests, and communication across multiple channels. It serves as the foundation for delivering efficient and responsive customer service.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Key features of a <span style="mso-bidi-font-weight: bold;">customer support system</span> include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo1; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Multi-channel communication support<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo1; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Ticket management and issue tracking<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo1; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Automated responses and workflow management<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo1; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Customer data and interaction history tracking<o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">By implementing an effective <span style="mso-bidi-font-weight: bold;">customer support system</span>, businesses can improve response times, increase efficiency, and deliver a seamless customer experience.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">The Growing Importance of Customer Experience Financial Services<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">The financial industry relies heavily on trust, transparency, and personalized service. <b><span style="color: #0070c0;"><a href="https://www.advatix.com/gcc/finance">Customer experience financial services</a></span></b> focuses on creating positive interactions between financial institutions and their customers through digital innovation and personalized support.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Benefits of improving <span style="mso-bidi-font-weight: bold;">customer experience financial services</span> include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo2; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Increased customer trust and loyalty<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo2; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Faster resolution of customer inquiries<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo2; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Enhanced digital banking and financial service experiences<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo2; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Greater customer retention and satisfaction<o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Financial organizations that prioritize <span style="mso-bidi-font-weight: bold;">customer experience financial services</span> can strengthen relationships and improve overall business performance.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Why Logistics Customer Service Matters<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">In the logistics and supply chain sector, customer satisfaction depends on timely communication, shipment visibility, and efficient problem resolution. <span style="mso-bidi-font-weight: bold;">Logistics customer service</span> ensures customers remain informed throughout the shipping and delivery process.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Key components of <span style="mso-bidi-font-weight: bold;">logistics customer service</span> include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo3; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Real-time shipment tracking and updates<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo3; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Fast response to delivery-related inquiries<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo3; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Proactive issue resolution and communication<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo3; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Multi-channel customer support availability<o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">High-quality <b><span style="color: #0070c0;"><a href="https://www.advatix.com/gcc.php">logistics customer service</a></span></b> helps businesses improve customer confidence, reduce complaints, and build long-term customer loyalty.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">How These Solutions Work Together<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">The combination of a modern <span style="mso-bidi-font-weight: bold;">customer support system</span>, enhanced <span style="mso-bidi-font-weight: bold;">customer experience financial services</span>, and responsive <span style="mso-bidi-font-weight: bold;">logistics customer service</span> creates a comprehensive customer engagement strategy.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Here’s how they complement each other:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo4; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">A <b>customer support system</b> provides the tools needed to manage customer interactions efficiently<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo4; tab-stops: list .5in;"><b><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Customer experience financial services</span></b><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';"> focuses on delivering personalized and trustworthy financial interactions<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo4; tab-stops: list .5in;"><b><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Logistics customer service</span></b><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';"> ensures transparency and communication throughout the fulfillment process<o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Together, these solutions help businesses create exceptional customer experiences across every touchpoint.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Benefits for Businesses<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Investing in these customer service solutions provides numerous advantages:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo5; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Improved customer satisfaction and loyalty<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo5; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Faster response times and issue resolution<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo5; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Increased operational efficiency and productivity<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo5; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Better customer retention and lifetime value<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo5; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Enhanced brand reputation and competitive advantage<o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Companies that prioritize a strong <span style="mso-bidi-font-weight: bold;">customer support system</span>, exceptional <span style="mso-bidi-font-weight: bold;">customer experience financial services</span>, and reliable <span style="mso-bidi-font-weight: bold;">logistics customer service</span> are better positioned for sustainable growth.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">The Role of Technology in Modern Customer Service<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Technology continues to transform how businesses interact with customers. Artificial intelligence, automation, chatbots, and analytics are helping organizations provide faster and more personalized service experiences.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Modern customer support solutions enable businesses to:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo6; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Automate routine customer interactions<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo6; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Provide 24/7 customer assistance<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo6; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Analyze customer behavior and preferences<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo6; tab-stops: list .5in;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Improve decision-making through real-time insights<o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">These innovations enhance both <span style="mso-bidi-font-weight: bold;">customer experience financial services</span> and <span style="mso-bidi-font-weight: bold;">logistics customer service</span>, creating more efficient and customer-focused operations.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Why Customer Experience is a Competitive Advantage<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Customers today expect convenience, speed, and personalized service. Businesses that fail to meet these expectations risk losing customers to competitors.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">By investing in a powerful <span style="mso-bidi-font-weight: bold;">customer support system</span>, improving <span style="mso-bidi-font-weight: bold;">customer experience financial services</span>, and strengthening <span style="mso-bidi-font-weight: bold;">logistics customer service</span>, organizations can differentiate themselves in crowded markets and build lasting customer relationships.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';">Conclusion<o:p></o:p></span></b></p>
<p><span style="font-size: 11.0pt; line-height: 107%; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;">The combination of a reliable <span style="mso-bidi-font-weight: bold;">customer support system</span>, outstanding <span style="mso-bidi-font-weight: bold;">customer experience financial services</span>, and efficient <span style="mso-bidi-font-weight: bold;">logistics customer service</span> is essential for modern business success. These solutions help organizations improve customer satisfaction, streamline operations, and build stronger relationships through consistent and responsive service. As customer expectations continue to evolve, businesses that prioritize exceptional customer experiences will be better equipped to achieve long-term growth, loyalty, and competitive success in the digital age.</span></p>]]> </content:encoded>
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<item>
<title>Dry Powder Injection Manufacturing in India: What Pharma Brands Must Know in 2026</title>
<link>https://news.bangboxonline.com/dry-powder-injection-manufacturing-in-india-what-pharma-brands-must-know-in-2026</link>
<guid>https://news.bangboxonline.com/dry-powder-injection-manufacturing-in-india-what-pharma-brands-must-know-in-2026</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="66758" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 15:11:47 +0500</pubDate>
<dc:creator>N.K. Sharma</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The demand for sterile antibiotic injections has never been higher — and at the centre of that demand sits one of pharmaceutical manufacturing's most technically demanding disciplines: </span><span>dry powder injection manufacturing</span><span>. For brands looking to enter the critical care injectable segment, understanding how this process works, what it costs, and how to choose the right manufacturing partner is the difference between a compliant, profitable product launch and a costly regulatory setback.</span></p>
<p dir="ltr"><span>This guide covers the full picture — from how sterile dry powder injections are made, to why Himachal Pradesh continues to dominate this space in 2026, and what to look for in a</span><a href="https://pushkarpharma.com/dry-powder-injection-manufacturing-explained-2026/"><span> </span><span>dry powder injection manufacturer in India</span></a><span>.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Why Dry Powder Injections Are Not Optional for Certain Therapies</span></h2>
<p dir="ltr"><span>Some of the most critical medicines in hospital care — broad-spectrum antibiotics, antifungals, and select cardiovascular agents — cannot be formulated as stable liquids. Moisture causes rapid molecular degradation in these compounds, making them clinically ineffective long before they reach the patient.</span></p>
<p dir="ltr"><span>Dry powder injection manufacturing solves this problem by producing the active pharmaceutical ingredient in a sterile powder state, sealed inside a Type-1 borosilicate glass vial under controlled humidity conditions. The reconstitution step — adding sterile water just before administration — happens at the point of care, ensuring maximum potency at the moment it matters most.</span></p>
<p dir="ltr"><span>This is not a niche production category. It is the backbone of antibiotic therapy in ICUs, surgical wards, and emergency departments across India and globally. Any brand operating in the critical care, hospital supply, or export pharmaceutical segments will encounter</span><a href="https://pushkarpharma.com/parenteral-dry-and-liquid/"><span> </span><span>parenteral dry and liquid formulations</span></a><span> as a core product category.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>The Manufacturing Process: What Actually Happens Inside a Sterile DPI Plant</span></h2>
<p dir="ltr"><span>Understanding the production flow helps pharma brands ask better questions when evaluating contract manufacturers. A compliant </span><span>sterile dry powder injection manufacturing</span><span> facility follows a tightly controlled five-stage process:</span></p>
<p dir="ltr"><span>Stage 1 — Raw Material Formulation:</span><span> Active pharmaceutical ingredients are sourced, identity-tested, and blended under strict cleanroom conditions. The formulation room maintains controlled temperature and humidity throughout.</span></p>
<p dir="ltr"><span>Stage 2 — Vial Sterilization:</span><span> Glass vials pass through a high-temperature depyrogenation tunnel — typically operating above 300°C — which destroys all pyrogens and microbial contamination. This stage is non-negotiable for any</span><a href="https://pushkarpharma.com/why-is-choosing-a-who-gmp-certified-injection-manufacturer-in-india-crucial/"><span> </span><span>WHO GMP certified injection manufacturer</span></a><span>.</span></p>
<p dir="ltr"><span>Stage 3 — High-Speed Powder Filling:</span><span> Automated filling machines use vacuum-assisted dosing to place precise quantities of sterile powder into each vial. Electronic weight sensors verify fill accuracy at every position. This is where the precision of a specialized</span><a href="https://pushkarpharma.com/best-injectable-contract-manufacturer-india/"><span> </span><span>injectable contract manufacturer</span></a><span> becomes visible — underfilled or overfilled vials represent both a clinical risk and a regulatory liability.</span></p>
<p dir="ltr"><span>Stage 4 — Rubber Stoppering:</span><span> Sterile butyl rubber stoppers are automatically applied immediately after filling, in the same ISO-classified environment, sealing the powder against any atmospheric moisture exposure.</span></p>
<p dir="ltr"><span>Stage 5 — Aluminum Capping and Visual Inspection:</span><span> Aluminum crimp caps are applied and sealed, followed by automated visual inspection that scans every vial for particulate matter, sealing defects, and glass imperfections. Only vials that pass inspection proceed to labelling and packaging.</span></p>
<p dir="ltr"><span>For pharma brands reviewing</span><a href="https://pushkarpharma.com/quality-standards-followed-by-a-parenteral-injection-manufacturer-in-india/"><span> </span><span>quality standards followed by parenteral injection manufacturers in India</span></a><span>, these five stages represent the minimum expected — not the ceiling.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>What Does a Dry Powder Injection Manufacturing Setup Actually Cost?</span></h2>
<p dir="ltr"><span>Capital costs for building a compliant </span><span>dry powder injection manufacturing plant in India</span><span> from scratch typically range between ₹2 crore and ₹5 crore, factoring in HVAC systems for ISO-classified cleanrooms (₹45–80 lakh), automated filling lines (₹70 lakh–₹1.5 crore), sterilization tunnels, laboratory infrastructure, and licensing fees under state drug authority approvals.</span></p>
<p dir="ltr"><span>For most growing pharmaceutical companies, this capital barrier makes in-house manufacturing impractical — at least in the early stages. The alternative is</span><a href="https://pushkarpharma.com/third-party-injection-manufacturers-in-india/"><span> </span><span>third party dry powder injection manufacturing</span></a><span>, which offers immediate access to compliant sterile infrastructure at a fraction of the ownership cost.</span></p>
<p dir="ltr"><span>Understanding the full</span><a href="https://pushkarpharma.com/cost-of-third-party-injection-manufacturing-in-india/"><span> </span><span>cost of third-party injection manufacturing in India</span></a><span> — including batch fees, minimum order quantities, QC testing charges, and regulatory documentation — is essential before signing any contract manufacturing agreement.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Profit Margins and Business Viability</span></h2>
<p dir="ltr"><span>Brands that calculate their injectable business model correctly find that </span><span>dry powder injection profit margins</span><span> are genuinely attractive. Well-managed operations typically deliver 25% to 40% net margins, driven by the following structural advantages:</span></p>
<p dir="ltr"><span>Stable global demand.</span><span> Antibiotic-resistant infections are a growing global crisis. Sterile injectable antibiotics — the very category where dry powder injections dominate — are consistently listed on the WHO Essential Medicines List. Demand does not fluctuate with consumer trends.</span></p>
<p dir="ltr"><span>Bulk procurement efficiency.</span><span> Manufacturers working at scale purchase APIs and packaging in volumes that substantially reduce per-unit costs, benefits that flow through to brand partners in the form of competitive batch pricing.</span></p>
<p dir="ltr"><span>Export potential.</span><a href="https://pushkarpharma.com/third-party-injection-manufacturer-in-himachal-pradesh/"><span> </span><span>Third party injection manufacturers in Himachal Pradesh</span></a><span> increasingly supply markets across Africa, Southeast Asia, and Central Asia, where demand for affordable, WHO-GMP compliant sterile injectables is expanding rapidly. Pushkar Pharma, for instance, has established supply relationships serving markets like</span><a href="https://pushkarpharma.com/top-injectable-manufacturer-in-kazakhstan/"><span> </span><span>Kazakhstan</span></a><span> and</span><a href="https://pushkarpharma.com/leading-injectable-pharmaceutical-manufacturer-in-zimbabwe/"><span> </span><span>Zimbabwe</span></a><span>.</span></p>
<p dir="ltr"><span>B2B contract manufacturing revenue.</span><span> Established manufacturers maintain multiple long-term brand partnerships simultaneously. This diversification creates predictable revenue and minimizes the impact of any single product's market fluctuation.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Hormonal Dry Powder Injectables: A Separate Compliance Category</span></h2>
<p dir="ltr"><span>Not all dry powder injectables are manufactured in the same facility. Hormonal compounds — including progesterone, oxytocin, and related molecules — require completely dedicated manufacturing environments with separate air handling, independent gowning protocols, and documented cross-contamination risk assessments.</span></p>
<p dir="ltr"><span>Any manufacturer claiming to produce</span><a href="https://pushkarpharma.com/hormonal-parenteral-dry-and-liquid/"><span> </span><span>hormonal parenteral formulations</span></a><span> in a shared facility should be approached with caution. Regulatory inspectors from state drug authorities and WHO audit teams specifically look for physical and procedural segregation in hormonal manufacturing units.</span></p>
<p dir="ltr"><span>Pushkar Pharma's</span><a href="https://pushkarpharma.com/hormonal-injection-manufacturer-supplier-in-kala-amb/"><span> </span><span>hormonal injection manufacturing and supply operations in Kala Amb</span></a><span> are structured around dedicated production lines precisely because hormonal sterility and segregation requirements are non-negotiable under revised Schedule M norms.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Why Kala Amb and the Himachal Pradesh Pharma Corridor Dominate DPI Manufacturing</span></h2>
<p dir="ltr"><span>When pharma brands across India search for reliable </span><span>dry injection manufacturers</span><span>, the Himachal Pradesh pharmaceutical corridor — covering Baddi, Kala Amb, Paonta Sahib, and Nalagarh — accounts for the largest concentration of WHO-GMP sterile manufacturing capacity in North India.</span></p>
<p dir="ltr"><span>Several structural advantages sustain this dominance:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>State government incentives under HP's industrial investment policy reduce operational overhead for manufacturers, translating into competitive pricing for brand partners</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Deep availability of trained pharmaceutical technicians with sterile manufacturing experience</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Established cold-chain logistics infrastructure connecting to Delhi NCR, Chandigarh, and major airports for export dispatch</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>A critical mass of regulatory-compliant plants that attract ongoing investment in facility upgrades and new capacity</span></p>
</li>
</ul>
<p dir="ltr"><span>For brands seeking a</span><a href="https://pushkarpharma.com/step-by-step-guide-to-find-a-reliable-injectable-manufacturer-in-baddi/"><span> </span><span>reliable injectable manufacturer in Baddi</span></a><span> or the broader Sirmaur-Baddi corridor, the region offers the strongest combination of compliance maturity and competitive pricing available anywhere in India.</span></p>
<p dir="ltr"><span>Understanding</span><a href="https://pushkarpharma.com/revised-schedule-m-gmp-compliant-pharma-plant-setup-in-baddi-himachal-pradesh/"><span> </span><span>what GMP-compliant pharma plant setup looks like under revised Schedule M in Baddi</span></a><span> is essential reading for any brand conducting due diligence on a potential manufacturing partner.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Evaluating a Dry Powder Injection Contract Manufacturer: Key Checklist</span></h2>
<p dir="ltr"><span>Before placing a single batch order, pharma brands should verify the following from any </span><span>dry powder injection manufacturing company</span><span>:</span></p>
<p dir="ltr"><span>Regulatory certifications:</span><span> Valid WHO-GMP certificate, Schedule M compliance documentation, current state drug manufacturing license. These are baseline requirements — not differentiators.</span></p>
<p dir="ltr"><span>Cleanroom classification proof:</span><span> ISO 5 (Class 100) filling zone for aseptic operations, ISO 7 support zones. Ask for most recent environmental monitoring data.</span></p>
<p dir="ltr"><span>Equipment validation records:</span><span> Filling machine IQ/OQ/PQ documentation, depyrogenation tunnel validation, stopper washing validation. Unvalidated equipment means unvalidated batches.</span></p>
<p dir="ltr"><span>In-house QC laboratory capability:</span><span> HPLC for potency testing, sterility testing capability, endotoxin testing (LAL method), and dissolution apparatus. Any manufacturer outsourcing core QC tests introduces traceability gaps.</span></p>
<p dir="ltr"><span>Batch documentation samples:</span><span> Request a sample batch manufacturing record (BMR) and a certificate of analysis (COA) from a previous batch. The structure and completeness of these documents reveals a great deal about the quality culture of the facility.</span></p>
<p dir="ltr"><span>For brands new to the injectable space, studying</span><a href="https://pushkarpharma.com/excellence-quality-assurance-of-injectable-manufacturer-india/"><span> </span><span>what manufacturing excellence and quality assurance looks like at a leading injectable manufacturer in India</span></a><span> provides a strong baseline for what to expect from a serious manufacturing partner.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Pharma Startups and Dry Powder Injectable Manufacturing: The Strategic Case for Outsourcing</span></h2>
<p dir="ltr"><span>The pharmaceutical startup landscape in India has changed significantly over the past five years. Investors and founders entering the injectable segment recognize that owning manufacturing infrastructure is rarely the first priority — market access, brand building, and product registration are.</span></p>
<p dir="ltr"><span>This is exactly why the argument for partnering with the</span><a href="https://pushkarpharma.com/why-pharma-startups-should-partner-with-the-best-injection-manufacturer-for-third-party-pharma/"><span> </span><span>best injection manufacturer for third-party pharma</span></a><span> is strongest at the startup stage. The savings in capital expenditure alone — ₹2 crore to ₹5 crore not spent on plant setup — can fund two to three years of marketing, regulatory filings, and distribution infrastructure development.</span></p>
<p dir="ltr"><span>Established manufacturers like</span><a href="https://pushkarpharma.com/"><span> </span><span>Pushkar Pharma</span></a><span> bring 33 years of sterile injectable manufacturing experience, WHO-GMP and ISO 9001 certification, MSME registration, and an in-house QC laboratory — capabilities that would take a startup years and significant capital to replicate.</span></p>
<p dir="ltr"><span>An</span><a href="https://pushkarpharma.com/injection-manufacturing-plant-in-india/"><span> </span><span>injection manufacturing plant in India</span></a><span> of this calibre is a strategic asset your brand can leverage from day one, without the capital risk, the regulatory timeline, or the management overhead of building your own facility.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Beyond Injectables: A Full Sterile Manufacturing Partner</span></h2>
<p dir="ltr"><span>Brands that grow their injectable portfolio often find they also need complementary sterile dosage forms. A manufacturing partner with a broader sterile capability can support this expansion without forcing a supplier change at a critical growth stage.</span></p>
<p dir="ltr"><span>Pushkar Pharma's product capability extends across ophthalmic formulations — making them one of the leading</span><a href="https://pushkarpharma.com/eye-drop-manufacturing-company-in-india/"><span> </span><span>eye drop manufacturing companies in India</span></a><span> — as well as nasal drops, ear drops, ophthalmic ointments, and external preparation sections. Brands building a specialty sterile portfolio can access this breadth of dosage form expertise from a single, audited,</span><a href="https://pushkarpharma.com/injectable-manufacturer-kala-amb/"><span> </span><span>injection manufacturer in Kala Amb</span></a><span> with an established track record.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Final Perspective</span></h2>
<p dir="ltr"><span>Dry powder injection manufacturing</span><span> is a technically demanding, compliance-intensive, and commercially rewarding segment of the Indian pharmaceutical industry. Brands that get the manufacturing partnership right — choosing a WHO-GMP certified, experienced, fully documented sterile DPI manufacturer — build a product foundation that can serve them across domestic distribution, hospital supply chains, and export markets for years.</span></p>
<p dir="ltr"><span>For an in-depth look at exactly how the manufacturing process works, what the cost structure looks like, and what profit potential exists in this segment, read the full guide on</span><a href="https://pushkarpharma.com/dry-powder-injection-manufacturing-explained-2026/"><span> </span><span>dry powder injection manufacturing explained for 2026</span></a><span>.</span></p>
<p dir="ltr"><span>To discuss your batch requirements, product portfolio, or third-party manufacturing arrangement,</span><a href="https://pushkarpharma.com/contact/"><span> </span><span>contact Pushkar Pharma</span></a><span> directly.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<p dir="ltr"><span>Pushkar Pharma | Bhandariwala, Kheri, Kala Amb, Distt: Sirmaur, Himachal Pradesh 173030</span><span> </span><span>WHO-GMP + ISO 9001 Certified | Est. 1993 | 33 Years of Sterile Injectable Manufacturing</span><span> </span><span>📞 +91-9355622444 | 📧 pushkarpharma@gmail.com</span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>What Problems Can a Heavy Duty Hat Channel Solve in Wall Panel Systems?</title>
<link>https://news.bangboxonline.com/what-problems-can-a-heavy-duty-hat-channel-solve-in-wall-panel-systems</link>
<guid>https://news.bangboxonline.com/what-problems-can-a-heavy-duty-hat-channel-solve-in-wall-panel-systems</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a5aed7566d.jpg" length="52403" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 15:07:53 +0500</pubDate>
<dc:creator>Dalton Building Enclosures</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>A heavy-duty hat channel is used in wall panel systems to fix common building problems like uneven walls, weak support, water movement, and poor panel fitting. It works as a strong base behind exterior panels. This helps the whole wall stay straight, safe, and long-lasting.</span></p>
<p dir="ltr"><span>Wall surfaces are not always smooth. Small bends or gaps are common in real buildings. Without proper support, panels can look uneven or may not stay fixed properly. A hat channel creates a strong and flat layer behind the panels. This simple part improves how the whole wall system works.</span></p>
<h2 dir="ltr"><span>How Do Wall Panels Stay Straight on Uneven Wall Surfaces?</span></h2>
<p dir="ltr"><span>Wall panels need a flat base to look clean and straight. Many walls have small dips, bumps, or uneven areas. These small issues can affect the final look after panel installation. </span></p>
<p dir="ltr"><span>A </span><a href="https://www.daltonbuildingenclosures.com/product-details/hat-channel"><span>structural hat channel</span></a><span> helps fix this problem by creating a level surface. It acts like a straight line guide behind the panels. </span></p>
<p dir="ltr"><span>Installers can adjust the system so the final wall looks smooth and even. This also helps avoid gaps between panels. A clean surface improves both appearance and performance in real building conditions.</span></p>
<h2 dir="ltr"><span>Weak Fixing Points in Panel Systems</span></h2>
<p dir="ltr"><span>Wall panels must stay firmly attached to the building for many years. In some cases, direct fixing into walls may not hold strongly enough over time. This can lead to loose panels or movement.</span></p>
<p dir="ltr"><span>A hat channel adds a strong fixing layer behind the panels. Screws and fasteners grip better when they are attached to a metal channel instead of a weak base wall. This makes the whole system more stable. Panels stay in place even in strong winds or changing weather conditions.</span></p>
<h2 dir="ltr"><span>Moisture Movement and Drainage Issues</span></h2>
<p dir="ltr"><span>Water is one of the biggest problems in exterior walls. Rain or moisture can enter small gaps behind panels. If there is no space for water to move, it can stay trapped inside the wall.</span></p>
<p dir="ltr"><span>A heavy-duty hat channel creates a small gap between the wall and panels. </span></p>
<p dir="ltr"><span>This space allows air to move and water to drain downwards. This helps keep the wall dry. Dry walls last longer and avoid damage like rust, stains, or material weakening.</span></p>
<h2 dir="ltr"><span>Temperature Changes and Panel Stress</span></h2>
<p dir="ltr"><span>Buildings face hot and cold weather every day. Metal panels can expand in heat and shrink in cold conditions. This movement creates stress on the wall system. A hat channel helps reduce this stress. It gives panels a little space to move safely without damaging the wall behind them. This makes the system more flexible. It also helps panels stay in better shape over time without bending or loosening.</span></p>
<h2 dir="ltr"><span>Better Panel Alignment and Clean Finish</span></h2>
<p dir="ltr"><span>Straight panel lines are important for modern buildings. Even small alignment issues can be visible on large walls. This affects the final look of the building. A hat channel helps create a clear and straight base for installation. </span></p>
<p dir="ltr"><span>Panels can be placed in proper lines from start to finish. Installers can adjust spacing easily before fixing the panels. This leads to a cleaner and more professional wall finish.</span></p>
<h2 dir="ltr"><span>Key Benefits in Simple Terms</span></h2>
<p dir="ltr"><span>A hat channel solves many common construction problems. Here are some main benefits explained in simple form:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Creates a flat and even surface for panels</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Makes panels easier to install in straight lines</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improves the strength of fixing points</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Helps water move out of the wall system</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduces stress from temperature changes</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improves overall wall life and performance</span></p>
</li>
</ul>
<p dir="ltr"><span>These benefits work together to make wall systems stronger and more reliable.</span></p>
<h2 dir="ltr"><span>Use in Different Types of Wall Panel Systems</span></h2>
<p dir="ltr"><span>Modern buildings use many types of panels. These include metal panels, composite panels, and fiber cement boards. Each type needs a strong support system behind it. A structural hat channel works well with all these systems. </span></p>
<p dir="ltr"><span>It gives support, alignment, and spacing for better installation. This makes it useful for offices, schools, warehouses, and commercial buildings. Builders prefer it because it works in many different project types without major changes.</span></p>
<h2 dir="ltr"><span>Material Choices for Hat Channels</span></h2>
<p dir="ltr"><span>Hat channels are made from different materials depending on the project's needs. Each material has its own strength and purpose.</span></p>
<p dir="ltr"><span>Common materials include:</span></p>
<p><b> </b></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Galvanized steel for strong support and rust protection</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Aluminum for lightweight construction needs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Stainless steel for high moisture areas</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Heavy-gauge metal for large or tall buildings</span></p>
</li>
</ul>
<p dir="ltr"><span>Choosing the right material helps the wall system last longer and perform better in different weather conditions.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><a href="https://www.daltonbuildingenclosures.com/"><span><strong>Wall panel systems</strong></span></a><span> need strong support to stay straight, safe, and long-lasting. Problems like uneven walls, weak fixing points, moisture, and temperature changes can affect performance.</span></p>
<p dir="ltr"><span>A heavy-duty hat channel helps solve these problems by creating a strong and simple support layer behind panels. It improves alignment, adds strength, and helps control moisture movement.</span></p>
<p dir="ltr"><span>A well-designed system using a structural hat channel makes buildings more stable and helps exterior walls perform better for many years.</span></p>
<h2 dir="ltr"><span>FAQS</span></h2>
<p dir="ltr"><strong>What does a heavy-duty hat channel do in wall panel systems?</strong></p>
<p dir="ltr"><span>A heavy-duty hat channel gives a strong base behind wall panels. It helps keep panels straight, improves fixing strength, and supports better wall performance over time.</span></p>
<p dir="ltr"><strong>Why is a hat channel needed behind exterior panels?</strong></p>
<p dir="ltr"><span>Exterior walls are not always flat. A hat channel creates a level surface so panels can be installed properly without gaps or uneven lines.</span></p>
<p dir="ltr"><strong>Can a structural hat channel help with water problems in walls?</strong></p>
<p dir="ltr"><span>Yes. It creates a small space behind panels where water can move down and drain out. This helps keep the wall dry and reduces damage.</span></p>
<p dir="ltr"><strong>Does a hat channel make wall systems stronger?</strong></p>
<p dir="ltr"><span>Yes. It improves how panels are fixed to the wall. This gives better support and helps the system handle wind and weather changes.</span></p>
<p dir="ltr"><strong>Where are heavy-duty hat channels commonly used?</strong></p>
<p dir="ltr"><span>They are used in commercial buildings, warehouses, offices, and exterior wall panel systems where strong support and clean alignment are needed.</span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>The Warren Driver’s Ultimate Guide to Car Insurance: Decoding Michigan’s No&#45;Fault System</title>
<link>https://news.bangboxonline.com/Guide-to-Car-Insurance</link>
<guid>https://news.bangboxonline.com/Guide-to-Car-Insurance</guid>
<description><![CDATA[ Securing the right coverage isn’t just about satisfying state law; it’s about absolute peace of mind. Whether you are commuting down Mound Road or bringing a newborn son home from the hospital, having a robust policy ensures your passengers and your assets are fully protected. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a4fa3cd354.jpg" length="90535" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 14:51:58 +0500</pubDate>
<dc:creator>LA 238</dc:creator>
<media:keywords>Insurance Company howell</media:keywords>
<content:encoded><![CDATA[<div _ngcontent-ng-c2336005017="" inline-copy-host="" class="markdown markdown-main-panel tutor-markdown-rendering enable-luminous-fast-follows stronger enable-updated-hr-color" id="model-response-message-contentr_56c8eb044dd76c1c" aria-live="polite" aria-busy="false" dir="ltr">
<p data-path-to-node="3" id="p-rc_11b3a7fbe453ca98-97">Driving in Southeast Michigan comes with its own unique set of challenges. Between navigating sudden lake-effect weather changes and sharing the road in a bustling area like Warren, having adequate auto coverage is absolutely critical. <span class="citation-1637 citation-end-1637">Because of these factors, Michigan boasts some of the most stringent car insurance requirements in the country.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="1"><!----></sup></span><sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
<p data-path-to-node="4">Securing the right coverage isn’t just about satisfying state law; it’s about absolute peace of mind. Whether you are commuting down Mound Road or bringing a newborn son home from the hospital, having a robust policy ensures your passengers and your assets are fully protected.</p>
<p data-path-to-node="5">Here is everything you need to know about navigating auto insurance in Warren, Michigan.</p>
<h3 data-path-to-node="7">Understanding Michigan’s No-Fault Insurance Law</h3>
<p data-path-to-node="8" id="p-rc_11b3a7fbe453ca98-98"><span class="citation-1636 citation-end-1636">Michigan operates under a "no-fault" auto insurance system.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="2"><!----></sup></span> <span class="citation-1635 citation-end-1635">This means that if you are involved in a crash, your own insurance policy pays for your medical bills and damages, regardless of who actually caused the accident.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="3"><!----></sup></span><sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
<p data-path-to-node="9" id="p-rc_11b3a7fbe453ca98-99"><span class="citation-1634 citation-end-1634">To drive legally in Michigan, your auto policy must include three core components:<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="4"><!----></sup></span><sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
<ul data-path-to-node="10">
<li>
<p data-path-to-node="10,0,0" id="p-rc_11b3a7fbe453ca98-100"><b data-path-to-node="10,0,0" data-index-in-node="0">Personal Injury Protection (PIP):</b> This is the cornerstone of the no-fault system. <span class="citation-1633 citation-end-1633">PIP covers your medical expenses and up to three years of lost wages if you are injured in a crash.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="5"><!----></sup></span><sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
</li>
<li>
<p data-path-to-node="10,1,0" id="p-rc_11b3a7fbe453ca98-101"><span class="citation-1632"></span><b data-path-to-node="10,1,0" data-index-in-node="0"><span class="citation-1632">Property Protection Insurance (PPI):</span></b><span class="citation-1632 citation-end-1632"> Michigan requires every driver to carry a mandatory $1 million in PPI coverage.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="6"><!----></sup></span> <span class="citation-1631 citation-end-1631">This pays for any damage your vehicle causes to tangible, stationary property within the state, such as parked cars, fences, or buildings.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="7"><!----></sup></span><sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
</li>
<li>
<p data-path-to-node="10,2,0" id="p-rc_11b3a7fbe453ca98-102"><span class="citation-1630"></span><b data-path-to-node="10,2,0" data-index-in-node="0"><span class="citation-1630">Residual Bodily Injury and Property Damage Liability (BI/PD):</span></b><span class="citation-1630 citation-end-1630"> This coverage protects you if you are sued for causing severe injury or out-of-state property damage.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="8"><!----></sup></span> <span class="citation-1629 citation-end-1629">The state requires minimum bodily injury limits of $50,000 per person and $100,000 per accident, along with $10,000 for property damage.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="9"><!----></sup></span> <span class="citation-1628 citation-end-1628">These minimum limits are often referred to as 50/100/10.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="10"><!----></sup></span><sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
</li>
</ul>
<h3 data-path-to-node="12">Minimum Requirements vs. Real-World Protection</h3>
<p data-path-to-node="13">While purchasing a minimum-liability policy keeps you legally compliant, it often leaves dangerous financial gaps.</p>
<p data-path-to-node="14" id="p-rc_11b3a7fbe453ca98-103"><span class="citation-1627 citation-end-1627">For instance, the state-mandated $10,000 in property damage liability only applies when you cause an accident outside of Michigan.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="11"><!----></sup></span> If you frequently drive out of state for work or cross the border for vacations, $10,000 will rarely cover the cost of replacing another driver's modern vehicle.<sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
<p data-path-to-node="15" id="p-rc_11b3a7fbe453ca98-104"><span class="citation-1626 citation-end-1626">Furthermore, mandatory minimum policies strictly cover injuries and other people's property—they do not protect your own vehicle.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="12"><!----></sup></span> <span class="citation-1625 citation-end-1625">To cover damages to your own car, you need to add optional coverages:<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="13"><!----></sup></span><sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
<ul data-path-to-node="16">
<li>
<p data-path-to-node="16,0,0" id="p-rc_11b3a7fbe453ca98-105"><span class="citation-1624"></span><b data-path-to-node="16,0,0" data-index-in-node="0"><span class="citation-1624">Collision Coverage:</span></b><span class="citation-1624 citation-end-1624"> Pays to repair or replace your vehicle if you hit another car or stationary object.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="14"><!----></sup></span><sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
</li>
<li>
<p data-path-to-node="16,1,0" id="p-rc_11b3a7fbe453ca98-106"><span class="citation-1623"></span><b data-path-to-node="16,1,0" data-index-in-node="0"><span class="citation-1623">Comprehensive Coverage:</span></b><span class="citation-1623 citation-end-1623"> Pays for damages completely unrelated to collisions, such as theft, vandalism, fire, or extreme weather events.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="15"><!----></sup></span><sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
</li>
</ul>
<h3 data-path-to-node="18">Why Warren Insurance Rates Are Unique</h3>
<p data-path-to-node="19" id="p-rc_11b3a7fbe453ca98-107">Drivers in Warren face specific auto insurance landscapes. <span class="citation-1622 citation-end-1622">The average annual premium for minimum coverage in Warren is around $1,222, which reflects the realities of driving in Macomb County.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="16"><!----></sup></span><sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
<p data-path-to-node="20">Several localized factors influence these costs:</p>
<ul data-path-to-node="21">
<li>
<p data-path-to-node="21,0,0"><b data-path-to-node="21,0,0" data-index-in-node="0">Traffic Density:</b> Navigating major thoroughfares like 12 Mile Road or Van Dyke Avenue increases the statistical likelihood of fender benders.</p>
</li>
<li>
<p data-path-to-node="21,1,0" id="p-rc_11b3a7fbe453ca98-108"><span class="citation-1621"></span><b data-path-to-node="21,1,0" data-index-in-node="0"><span class="citation-1621">Weather Hazards:</span></b><span class="citation-1621 citation-end-1621"> The region experiences heavy snowfall in the winter and severe thunderstorms in the spring, making driving conditions consistently challenging.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="17"><!----></sup></span><sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
</li>
</ul>
<h3 data-path-to-node="23">Partnering with L.A. Insurance in Warren</h3>
<p data-path-to-node="24">Navigating Michigan's complex insurance requirements requires more than just picking the cheapest policy available online. It requires understanding exactly what your policy covers and where your personal financial liabilities begin.</p>
<p data-path-to-node="25" id="p-rc_11b3a7fbe453ca98-109"><span class="citation-1620">For drivers in the Warren community, </span><b data-path-to-node="25" data-index-in-node="37"><span class="citation-1620">L.A. Insurance</span></b><span class="citation-1620 citation-end-1620"> provides an objective look at coverage options tailored to your specific lifestyle.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="18"><!----></sup></span> <span class="citation-1619 citation-end-1619">Their team is committed to giving you coverage options made to fit your needs, from simple liability to comprehensive plans.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="19"><!----></sup></span> <span class="citation-1618 citation-end-1618">Conveniently located on E 12 Mile Rd, they can assist you in finding the appropriate level of protection for your car while providing affordable pricing and customizable options.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="20"><!----></sup></span><sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
<h3 data-path-to-node="27">The Severe Penalties for Driving Uninsured</h3>
<p data-path-to-node="28" id="p-rc_11b3a7fbe453ca98-110">Attempting to save money by driving without coverage is a massive risk. <span class="citation-1617 citation-end-1617">If you are convicted of driving without insurance in Michigan, you may face up to $500 in fines, one year in jail, or both.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="21"><!----></sup></span> <span class="citation-1616 citation-end-1616">Furthermore, if you are injured while driving an uninsured vehicle, you will not be eligible for the crucial medical benefits the no-fault system normally provides.<sup _ngcontent-ng-c4201874823="" class="superscript" data-turn-source-index="22"><!----></sup></span><sources-carousel-inline ng-version="0.0.0-PLACEHOLDER" _nghost-ng-c2205195462=""> <source-inline-chip _ngcontent-ng-c2205195462="" _nghost-ng-c1238535200="" class="ng-star-inserted"><!----><!----><!----><!----><!----></source-inline-chip><!----><!----><!----></sources-carousel-inline></p>
<h3 data-path-to-node="29">Final Thoughts</h3>
<p data-path-to-node="30">Reviewing your coverage limits annually ensures that your protection evolves alongside your lifestyle and vehicle needs. Whether you're commuting daily or simply making runs around town, having the right coverage in place is essential for true peace of mind.</p>
</div>]]> </content:encoded>
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<item>
<title>Why Smart Pharma Brands Choose a Private Label Injection Manufacturer in India</title>
<link>https://news.bangboxonline.com/why-smart-pharma-brands-choose-a-private-label-injection-manufacturer-in-india</link>
<guid>https://news.bangboxonline.com/why-smart-pharma-brands-choose-a-private-label-injection-manufacturer-in-india</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="90535" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 14:49:45 +0500</pubDate>
<dc:creator>Intelico Pharmaceuticals</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The Indian pharmaceutical market is evolving rapidly, and one strategy stands out for brands that want to grow without the burden of building their own facility: partnering with a </span><span>private label injection manufacturer</span><span>. Whether you are a startup entering the critical care segment or an established brand looking to expand your sterile injectable portfolio, outsourcing production to a specialized contract partner is one of the most capital-efficient decisions you can make in 2026.</span></p>
<p dir="ltr"><span>In this blog, we break down everything you need to know—from what private label injectable manufacturing actually involves to how to evaluate the right partner and why Baddi, Himachal Pradesh, has become India's most preferred hub for it.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>What Is Private Label Injection Manufacturing?</span></h2>
<p dir="ltr"><span>Private label injection manufacturing is a contract-based model where a licensed and certified pharmaceutical plant produces sterile injectable formulations under your brand name. You own the brand, the packaging, and the market — the manufacturer handles facility compliance, raw material procurement, sterile production, quality testing, and batch documentation.</span></p>
<p dir="ltr"><span>This model is different from generic contract manufacturing because the focus is entirely on your label identity. It is also distinct from a</span><a href="https://www.intelicopharmaceuticals.com/third-party-manufacturing/"><span> </span><span>third-party manufacturing</span></a><span> arrangement in the sense that private label goes a step further — the finished product looks, feels, and is legally yours.</span></p>
<p dir="ltr"><span>The range of dosage forms available under this model is wide: liquid vials, lyophilized (dry powder) injections, ampoules,</span><a href="https://www.intelicopharmaceuticals.com/prefilled-syringes/"><span> </span><span>prefilled syringes</span></a><span>, and even hormonal or oncology-specific injectables manufactured in dedicated containment units.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Why Baddi Is India's Top Destination for Sterile Injectable Manufacturing</span></h2>
<p dir="ltr"><span>When pharmaceutical brands across India search for a reliable </span><span>private label injectable manufacturing company</span><span>, Baddi keeps coming up — and for very good reason.</span></p>
<p dir="ltr"><span>Baddi sits in Himachal Pradesh's pharmaceutical corridor, home to one of Asia's largest concentrations of drug manufacturing plants. The industrial zone offers significant tax advantages under central and state government incentives, uninterrupted industrial power supply, proximity to major transportation arteries connecting Delhi, Chandigarh, and beyond, and a deep talent pool of experienced pharmaceutical technicians and quality assurance professionals.</span></p>
<p dir="ltr"><span>For brands looking to scale injectable production without inflating overheads, a</span><a href="https://www.intelicopharmaceuticals.com/blog/private-label-injection-manufacturing-company-in-baddi/"><span> </span><span>private label injection manufacturing company in Baddi</span></a><span> provides the best combination of quality infrastructure and cost efficiency anywhere in North India.</span></p>
<p dir="ltr"><span>This is also why leading names in critical care distribution, hospital supply chains, and export-focused pharma companies choose to source their sterile injectables from Baddi-based manufacturers like</span><a href="https://www.intelicopharmaceuticals.com/"><span> </span><span>Intelico Pharmaceuticals</span></a><span>.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Key Manufacturing Capabilities to Look For</span></h2>
<p dir="ltr"><span>Not every contract manufacturer can handle the complexity of sterile injectable production. When evaluating a </span><span>private label injection manufacturing company in Himachal Pradesh</span><span>, here is what serious brands look for:</span></p>
<p dir="ltr"><span>WHO-GMP and Schedule M Compliance</span><span> Any facility you partner with must hold valid WHO-GMP certification and operate under Schedule M revised norms. This confirms that the plant meets global sterility standards and is eligible to supply across Indian states as well as export markets. A</span><a href="https://www.intelicopharmaceuticals.com/blog/schedule-m-compliant-pharma-plant-baddi/"><span> </span><span>Schedule M compliant pharma plant</span></a><span> also means your brand is protected against regulatory disruptions down the line.</span></p>
<p dir="ltr"><span>Lyophilization (Freeze-Drying) Capability</span><span> Not every injectable is liquid at room temperature. Many critical care molecules — particularly antibiotics, antifungals, and biologics — require lyophilization for stability. A capable </span><span>private label dry powder injection manufacturer</span><span> will have dedicated lyophilization chambers with validated cycles, ensuring your product meets shelf-life specifications even in challenging climates.</span></p>
<p dir="ltr"><span>Dedicated Hormonal Manufacturing Units</span><span> Hormonal compounds require absolute segregation from other production lines to prevent cross-contamination. If your product pipeline includes hormonal injectables, make sure your manufacturer has a</span><a href="https://www.intelicopharmaceuticals.com/blog/hormonal-injection-manufacturer-in-himachal-pradesh/"><span> </span><span>dedicated hormonal injectable manufacturing</span></a><span> unit with separate air-handling, gowning areas, and documented cleaning validation.</span></p>
<p dir="ltr"><span>Separate Beta-Lactam and Oncology Facilities</span><span> Similarly, beta-lactam antibiotics and</span><a href="https://www.intelicopharmaceuticals.com/anti-cancers/"><span> </span><span>anti-cancer injectables</span></a><span> must be produced in isolated facilities. Manufacturers who operate</span><a href="https://www.intelicopharmaceuticals.com/blog/specialized-injectable-manufacturing-beta-lactam-lyophilized-critical-care/"><span> </span><span>specialized injectable manufacturing lines</span></a><span> for these segments demonstrate a higher level of compliance maturity.</span></p>
<p dir="ltr"><span>Aseptic Filling Technology</span><span> Modern injectable manufacturing relies on isolator-based or RABS-based aseptic filling systems, nitrogen blanketing, and automated visual inspection. These are not optional — they are baseline requirements for any WHO-GMP certified sterile injectable manufacturer.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>The Financial Case for Private Label Over In-House Manufacturing</span></h2>
<p dir="ltr"><span>Building a WHO-GMP sterile injectable plant in India from scratch typically requires ₹15 crore to ₹50 crore in capital expenditure, plus 18 to 24 months of setup and regulatory approval time. For most growing pharma brands, that is simply not a viable path.</span></p>
<p dir="ltr"><span>Partnering with an established </span><span>private label third party injection manufacturer in Baddi</span><span> changes the math entirely:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Batch production can begin from as low as ₹50,000, depending on volume and formulation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>No capital expenditure on plant, equipment, or regulatory approvals</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Immediate access to NABL-accredited laboratory testing and QA infrastructure</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Faster time-to-market — often 30 to 60 days from product approval to commercial dispatch</span></p>
</li>
</ul>
<p dir="ltr"><span>This is why the</span><a href="https://www.intelicopharmaceuticals.com/blog/third-party-contract-manufacturing-for-injectables/"><span> </span><span>third-party and contract manufacturing model for injectables</span></a><span> has seen exponential growth among mid-sized and emerging pharmaceutical companies across India.</span></p>
<p dir="ltr"><span>For brands aiming to</span><a href="https://www.intelicopharmaceuticals.com/blog/reduce-medicine-manufacturing-costs-in-india/"><span> </span><span>reduce medicine manufacturing costs</span></a><span> while maintaining premium product quality, private label manufacturing is the most practical route.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Product Range Available Under Private Label Injectable Manufacturing</span></h2>
<p dir="ltr"><span>A well-equipped </span><span>sterile injectable manufacturing company</span><span> in Baddi can support a broad product portfolio. Common categories include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Critical care injectables</span><span> — antibiotics, anti-infectives, antifungals, cardiovascular agents — see</span><a href="https://www.intelicopharmaceuticals.com/injections-parenteral/"><span> </span><span>Intelico's Injections/Parenteral range</span></a></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Lyophilized dry powder injections</span><span> — for heat-sensitive and moisture-sensitive APIs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Hormonal injectables</span><span> — progesterone, oxytocin, and related therapies in dedicated units</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Oncology injectables</span><span> — manufactured in negative-pressure containment to protect handlers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pain management injectables</span><span> — a growing category covered by leading</span><a href="https://www.intelicopharmaceuticals.com/blog/pain-management-injection-manufacturer-in-india/"><span> </span><span>pain management injection manufacturers in India</span></a></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Specialized molecules</span><span> — including advanced carbapenems like</span><a href="https://www.intelicopharmaceuticals.com/blog/meropenem-tazobactam-injection-manufacturer/"><span> </span><span>Meropenem Tazobactam</span></a><span> and novel agents like</span><a href="https://www.intelicopharmaceuticals.com/blog/biapenem-injection-manufacturer-supplier/"><span> </span><span>Biapenem</span></a><span> and</span><a href="https://www.intelicopharmaceuticals.com/blog/lacosamide-injection-manufacturer-supplier/"><span> </span><span>Lacosamide</span></a></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Export-grade formulations</span><span> — for global markets, covered under</span><a href="https://www.intelicopharmaceuticals.com/products-for-export-only/"><span> </span><span>products for export only</span></a></p>
</li>
</ul>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Quality Assurance: The Non-Negotiable Layer</span></h2>
<p dir="ltr"><span>In sterile injectable manufacturing, quality assurance is not a department — it is a culture. When evaluating any </span><span>injection manufacturer in Baddi, Himachal Pradesh</span><span>, look for evidence of the following QA practices:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Validated environmental monitoring in ISO-classified cleanrooms</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>End-to-end batch documentation and traceability</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Finished product testing via NABL-accredited laboratory methods</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>In-process controls at filling, sealing, inspection, and labelling stages</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Stability testing conducted under ICH guidelines</span></p>
</li>
</ul>
<p dir="ltr"><span>The importance of working with a</span><a href="https://www.intelicopharmaceuticals.com/blog/why-choose-a-who-gmp-certified-injectable-manufacturer/"><span> </span><span>WHO-GMP certified injectable manufacturer</span></a><span> cannot be overstated — it is the single biggest factor in ensuring your products pass regulatory scrutiny in every state you operate in, and in every export market you target.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Beyond Manufacturing: Building a Distribution-Ready Brand</span></h2>
<p dir="ltr"><span>Private label manufacturing is just one piece of building a successful injectable pharmaceutical brand. Once your products are manufactured, you also need:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>A </span><span>PCD pharma franchise</span><span> network to distribute at scale — explore</span><a href="https://www.intelicopharmaceuticals.com/best-pcd-pharma-franchise/"><span> </span><span>Intelico's PCD Pharma Franchise model</span></a></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Strategic partnerships with a proven</span><a href="https://www.intelicopharmaceuticals.com/blog/top-injectable-pharma-franchise-company-in-india/"><span> </span><span>injectable pharma franchise company in India</span></a><span> to reach hospitals, ICUs, and specialty clinics</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>A</span><a href="https://www.intelicopharmaceuticals.com/blog/benefits-of-partnering-with-a-critical-care-pcd-franchise-company/"><span> </span><span>critical care PCD franchise</span></a><span> structure for brands focused on ICU and emergency segments</span></p>
</li>
</ul>
<p dir="ltr"><span>Brands that combine strong private label manufacturing with the right distribution model achieve market penetration significantly faster than those building everything from scratch.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Why Intelico Pharmaceuticals Is the Right Manufacturing Partner</span></h2>
<p dir="ltr"><span>Intelico Pharmaceuticals, headquartered in Baddi, is one of the most trusted names in sterile injectable manufacturing in North India. As a</span><a href="https://www.intelicopharmaceuticals.com/blog/injectable-pharmaceutical-manufacturer-in-india/"><span> </span><span>WHO-GMP certified injectable pharmaceutical manufacturer</span></a><span>, the company operates dedicated manufacturing units for critical care, hormonal, and lyophilized injectables, with full NABL laboratory infrastructure and pan-India cold-chain dispatch capabilities.</span></p>
<p dir="ltr"><span>Brands partnering with Intelico get access to a wide</span><a href="https://www.intelicopharmaceuticals.com/injections/"><span> </span><span>manufacturing product list</span></a><span> covering standard and</span><a href="https://www.intelicopharmaceuticals.com/unique-molecules/"><span> </span><span>unique molecules</span></a><span>, competitive minimum order quantities, and a transparent quality policy you can read at</span><a href="https://www.intelicopharmaceuticals.com/quality-policy/"><span> </span><span>Intelico's Quality Policy page</span></a><span>.</span></p>
<p dir="ltr"><span>Whether you are looking to launch a new injectable brand, expand an existing hospital supply line, or build a</span><a href="https://www.intelicopharmaceuticals.com/blog/top-benefits-of-investing-in-a-critical-care-injection-franchise-in-india/"><span> </span><span>critical care injection franchise in India</span></a><span>, Intelico Pharmaceuticals provides the infrastructure, compliance expertise, and production flexibility to support your growth.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>The private label injectable manufacturing model is not just a cost-cutting strategy — it is a smart business structure that gives growing pharma brands access to world-class sterile production without the capital and regulatory burden of building their own facility. With Baddi remaining India's most well-equipped pharmaceutical manufacturing zone, the opportunity to scale a quality injectable brand from here has never been more accessible.</span></p>
<p dir="ltr"><span>If your brand is ready to move from concept to commercial production, now is the time to partner with a certified </span><span>private label injection manufacturer</span><span> that brings the right combination of compliance, capability, and cost efficiency.</span></p>
<p dir="ltr"><span>Ready to get started?</span><a href="https://www.intelicopharmaceuticals.com/contact-us/"><span> </span><span>Contact Intelico Pharmaceuticals today</span></a><span> and discuss your private label injectable manufacturing requirements with their team.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<p dir="ltr"><span>Intelico Pharmaceuticals | Baddi, Himachal Pradesh | WHO-GMP Certified Sterile Injectable Manufacturing</span><span> </span><span>📞 +91-9896868985 | 📧 intelicopharmaceuticals21@gmail.com</span></p>
<p></p>]]> </content:encoded>
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<item>
<title>AI Tools for HR| How to Choose the Right Solution for Your Organization</title>
<link>https://news.bangboxonline.com/AI-tools-for-HR</link>
<guid>https://news.bangboxonline.com/AI-tools-for-HR</guid>
<description><![CDATA[ Discover how to choose AI tools for HR that improve hiring, engagement, efficiency, and workforce decisions. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a53aa683b5.jpg" length="51960" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 14:41:40 +0500</pubDate>
<dc:creator>Wafa Fatima</dc:creator>
<media:keywords>AI tools for HR</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>Human Resources has evolved far beyond paperwork, spreadsheets, and manual processes. Today's HR teams are expected to attract top talent, improve employee experiences, maintain compliance, analyze workforce trends, and contribute strategically to business growth. As organizations face increasing demands, artificial intelligence (AI) has emerged as a powerful solution to transform HR operations.</span></p>
<p class="isSelectedEnd"><span><a href="https://kkag.com/digital-tools/"><strong>AI tools for HR</strong> </a>are helping organizations automate repetitive tasks, improve decision-making, enhance employee engagement, and increase overall efficiency. However, with hundreds of platforms available in the market, choosing the right AI solution can feel overwhelming.</span></p>
<p class="isSelectedEnd"><span>This guide explores how AI is changing HR, the benefits of AI-powered tools, key features to evaluate, and practical steps to help organizations select the best AI tools for their specific needs.</span></p>
<h2><span>Understanding AI Tools for HR</span></h2>
<p class="isSelectedEnd"><span>AI tools for HR are software solutions that use technologies such as machine learning, natural language processing, predictive analytics, and automation to support human resource functions.</span></p>
<p class="isSelectedEnd"><span>These tools assist with various HR activities, including:</span></p>
<ul data-spread="false">
<li><span>Recruitment and talent acquisition</span></li>
<li><span>Resume screening</span></li>
<li><span>Candidate assessments</span></li>
<li><span>Employee onboarding</span></li>
<li><span>Workforce planning</span></li>
<li><span>Performance management</span></li>
<li><span>Employee engagement</span></li>
<li><span>Learning and development</span></li>
<li><span>HR analytics</span></li>
<li><span>Compliance monitoring</span></li>
<li><span>Employee support through chatbots</span></li>
</ul>
<p class="isSelectedEnd"><span>Rather than replacing HR professionals, AI enhances their capabilities by reducing administrative burdens and allowing them to focus on strategic initiatives that require human judgment and empathy.</span></p>
<h2><span>Why Organizations Are Investing in AI for HR</span></h2>
<p class="isSelectedEnd"><span>Businesses across industries are adopting AI solutions because traditional HR methods often struggle to keep pace with modern workforce expectations.</span></p>
<p class="isSelectedEnd"><span>Some major drivers behind AI adoption include:</span></p>
<h3><span>Improved Efficiency</span></h3>
<p class="isSelectedEnd"><span>HR departments spend significant time on repetitive administrative tasks. AI automates activities such as scheduling interviews, responding to employee inquiries, and processing applications, freeing up valuable time.</span></p>
<h3><span>Better Hiring Decisions</span></h3>
<p class="isSelectedEnd"><span>AI-powered recruitment tools can analyze candidate data more efficiently than manual screening processes. This enables recruiters to identify qualified candidates faster while improving consistency.</span></p>
<h3><span>Enhanced Employee Experience</span></h3>
<p class="isSelectedEnd"><span>Modern employees expect timely communication and personalized support. AI chatbots and virtual assistants provide immediate responses to common HR questions, improving satisfaction.</span></p>
<h3><span>Data-Driven Insights</span></h3>
<p class="isSelectedEnd"><span>AI can identify workforce trends, predict turnover risks, and uncover performance patterns. These insights help leaders make informed decisions based on evidence rather than assumptions.</span></p>
<h3><span>Cost Savings</span></h3>
<p class="isSelectedEnd"><span>Automation reduces the resources required for routine HR tasks, helping organizations lower operational costs while increasing productivity.</span></p>
<h2><span>Common Types of AI Tools for HR</span></h2>
<p class="isSelectedEnd"><span>Understanding the categories of AI solutions available can simplify the selection process.</span></p>
<h3><span>Recruitment and Talent Acquisition Tools</span></h3>
<p class="isSelectedEnd"><span>These solutions assist with:</span></p>
<ul data-spread="false">
<li><span>Resume parsing</span></li>
<li><span>Candidate matching</span></li>
<li><span>Job description optimization</span></li>
<li><span>Interview scheduling</span></li>
<li><span>Candidate engagement</span></li>
<li><span>Talent sourcing</span></li>
</ul>
<p class="isSelectedEnd"><span>Recruiters can significantly reduce time-to-hire while maintaining a positive candidate experience.</span></p>
<h3><span>Employee Onboarding Platforms</span></h3>
<p class="isSelectedEnd"><span>AI-driven onboarding tools guide new hires through documentation, training, and company introductions. Personalized onboarding experiences help employees become productive more quickly.</span></p>
<h3><span>Performance Management Systems</span></h3>
<p class="isSelectedEnd"><span>These platforms analyze performance data, facilitate feedback processes, and identify development opportunities.</span></p>
<p class="isSelectedEnd"><span>Features often include:</span></p>
<ul data-spread="false">
<li><span>Goal tracking</span></li>
<li><span>Continuous feedback</span></li>
<li><span>Performance analytics</span></li>
<li><span>Development recommendations</span></li>
</ul>
<h3><span>Learning and Development Solutions</span></h3>
<p class="isSelectedEnd"><span>AI personalizes employee learning journeys by recommending courses based on job roles, skill gaps, and career aspirations.</span></p>
<p class="isSelectedEnd"><span>Benefits include:</span></p>
<ul data-spread="false">
<li><span>Customized training paths</span></li>
<li><span>Improved knowledge retention</span></li>
<li><span>Enhanced career growth opportunities</span></li>
</ul>
<h3><span>Employee Engagement Tools</span></h3>
<p class="isSelectedEnd"><span>These solutions monitor employee sentiment and identify factors affecting morale<a href="https://news.bangboxonline.com/">.</a></span></p>
<p class="isSelectedEnd"><span>Capabilities may include:</span></p>
<ul data-spread="false">
<li><span>Pulse surveys</span></li>
<li><span>Sentiment analysis</span></li>
<li><span>Recognition programs</span></li>
<li><span>Engagement analytics</span></li>
</ul>
<h3><span>Workforce Analytics Platforms</span></h3>
<p class="isSelectedEnd"><span>These systems provide predictive insights into workforce trends.</span></p>
<p class="isSelectedEnd"><span>Organizations use them to analyze:</span></p>
<ul data-spread="false">
<li><span>Turnover risks</span></li>
<li><span>Diversity metrics</span></li>
<li><span>Hiring effectiveness</span></li>
<li><span>Productivity indicators</span></li>
<li><span>Succession planning</span></li>
</ul>
<h2><span>Key Factors to Consider When Choosing AI Tools for HR</span></h2>
<p class="isSelectedEnd"><span>Selecting the right AI solution requires careful planning. Organizations should evaluate both current needs and future objectives.</span></p>
<h3><span>Define Your HR Objectives</span></h3>
<p class="isSelectedEnd"><span>Start by identifying the problems you want to solve.</span></p>
<p class="isSelectedEnd"><span>Ask questions such as:</span></p>
<ul data-spread="false">
<li><span>Are recruiters overwhelmed by application volume?</span></li>
<li><span>Is employee turnover increasing?</span></li>
<li><span>Do employees struggle to access HR support?</span></li>
<li><span>Is performance management inconsistent?</span></li>
<li><span>Are reporting processes time-consuming?</span></li>
</ul>
<p class="isSelectedEnd"><span>Clear objectives help narrow the list of potential vendors.</span></p>
<h3><span>Assess Organizational Needs</span></h3>
<p class="isSelectedEnd"><span>Every organization has unique requirements.</span></p>
<p class="isSelectedEnd"><span>Consider factors such as:</span></p>
<ul data-spread="false">
<li><span>Company size</span></li>
<li><span>Industry regulations</span></li>
<li><span>Geographic presence</span></li>
<li><span>Existing HR processes</span></li>
<li><span>Workforce demographics</span></li>
<li><span>Growth projections</span></li>
</ul>
<p class="isSelectedEnd"><span>A startup's needs differ significantly from those of a multinational corporation.</span></p>
<h3><span>Evaluate Integration Capabilities</span></h3>
<p class="isSelectedEnd"><span>One of the most overlooked considerations is compatibility with existing systems.</span></p>
<p class="isSelectedEnd"><span>Ensure the AI tool integrates smoothly with:</span></p>
<ul data-spread="false">
<li><span>Human Resource Information Systems (HRIS)</span></li>
<li><span>Payroll software</span></li>
<li><span>Applicant Tracking Systems (ATS)</span></li>
<li><span>Learning management systems</span></li>
<li><span>Communication platforms</span></li>
</ul>
<p class="isSelectedEnd"><span>Poor integration can create data silos and operational inefficiencies.</span></p>
<h3><span>Prioritize User Experience</span></h3>
<p class="isSelectedEnd"><span>Even the most advanced AI platform will fail if employees and HR teams find it difficult to use.</span></p>
<p class="isSelectedEnd"><span>Look for solutions that offer:</span></p>
<ul data-spread="false">
<li><span>Intuitive interfaces</span></li>
<li><span>Simple navigation</span></li>
<li><span>Mobile accessibility</span></li>
<li><span>Minimal learning curves</span></li>
<li><span>Clear reporting dashboards</span></li>
</ul>
<p class="isSelectedEnd"><span>User adoption is critical to success.</span></p>
<h3><span>Consider Data Security and Privacy</span></h3>
<p class="isSelectedEnd"><span>HR departments handle highly sensitive employee information.</span></p>
<p class="isSelectedEnd"><span>Before selecting a vendor, evaluate:</span></p>
<ul data-spread="false">
<li><span>Data encryption standards</span></li>
<li><span>Access controls</span></li>
<li><span>Compliance certifications</span></li>
<li><span>Data storage practices</span></li>
<li><span>Privacy policies</span></li>
<li><span>Incident response procedures</span></li>
</ul>
<p class="isSelectedEnd"><span>Protecting employee data should remain a top priority.</span></p>
<h3><span>Examine AI Transparency</span></h3>
<p class="isSelectedEnd"><span>Organizations should understand how AI systems generate recommendations and decisions.</span></p>
<p class="isSelectedEnd"><span>Ask vendors:</span></p>
<ul data-spread="false">
<li><span>How does the algorithm work?</span></li>
<li><span>What data is used?</span></li>
<li><span>How are biases identified and mitigated?</span></li>
<li><span>Can recommendations be explained?</span></li>
</ul>
<p class="isSelectedEnd"><span>Transparent AI builds trust and reduces potential risks.</span></p>
<h3><span>Analyze Reporting and Analytics Features</span></h3>
<p class="isSelectedEnd"><span>Robust reporting capabilities enable organizations to maximize value from their AI investments.</span></p>
<p class="isSelectedEnd"><span>Look for dashboards that provide insights into:</span></p>
<ul data-spread="false">
<li><span>Recruitment performance</span></li>
<li><span>Employee engagement</span></li>
<li><span>Retention trends</span></li>
<li><span>Training effectiveness</span></li>
<li><span>Diversity initiatives</span></li>
</ul>
<p class="isSelectedEnd"><span>Actionable analytics support strategic decision-making.</span></p>
<h3><span>Review Vendor Reputation</span></h3>
<p class="isSelectedEnd"><span>Research potential providers thoroughly.</span></p>
<p class="isSelectedEnd"><span>Consider:</span></p>
<ul data-spread="false">
<li><span>Customer reviews</span></li>
<li><span>Industry recognition</span></li>
<li><span>Case studies</span></li>
<li><span>Client references</span></li>
<li><span>Years of experience</span></li>
<li><span>Financial stability</span></li>
</ul>
<p class="isSelectedEnd"><span>Choosing a reputable vendor minimizes implementation risks.</span></p>
<h3><span>Understand Pricing Models</span></h3>
<p class="isSelectedEnd"><span>Costs can vary significantly among providers.</span></p>
<p class="isSelectedEnd"><span>Common pricing structures include:</span></p>
<ul data-spread="false">
<li><span>Subscription-based pricing</span></li>
<li><span>Per-user fees</span></li>
<li><span>Feature-based packages</span></li>
<li><span>Enterprise licensing</span></li>
</ul>
<p class="isSelectedEnd"><span>Evaluate the total cost of ownership, including implementation, training, maintenance, and support expenses.</span></p>
<h2><span>Questions to Ask Before Purchasing an HR AI Tool</span></h2>
<p class="isSelectedEnd"><span>Decision-makers should prepare a list of questions for vendors.</span></p>
<p class="isSelectedEnd"><span>Important questions include:</span></p>
<ul data-spread="false">
<li><span>What HR challenges does this solution address?</span></li>
<li><span>How long does implementation take?</span></li>
<li><span>What integrations are available?</span></li>
<li><span>How is employee data protected?</span></li>
<li><span>What training resources are provided?</span></li>
<li><span>How often are updates released?</span></li>
<li><span>What support options exist?</span></li>
<li><span>Can the solution scale as the organization grows?</span></li>
<li><span>How does the system minimize bias?</span></li>
<li><span>What measurable outcomes have clients achieved?</span></li>
</ul>
<p class="isSelectedEnd"><span>The answers can reveal whether a platform aligns with organizational goals.</span></p>
<h2><span>Avoiding Common Mistakes</span></h2>
<p class="isSelectedEnd"><span>Many organizations rush into adopting AI without proper planning.</span></p>
<p class="isSelectedEnd"><span>Avoid these common pitfalls:</span></p>
<h3><span>Choosing Based Solely on Features</span></h3>
<p class="isSelectedEnd"><span>More features do not always mean better outcomes. Focus on functionality that addresses actual business needs.</span></p>
<h3><span>Ignoring Employee Adoption</span></h3>
<p class="isSelectedEnd"><span>Employees and HR teams should participate in the evaluation process. Early involvement improves acceptance and engagement.</span></p>
<h3><span>Overlooking Change Management</span></h3>
<p class="isSelectedEnd"><span>Introducing AI often changes workflows and responsibilities.</span></p>
<p class="isSelectedEnd"><span>Organizations should:</span></p>
<ul data-spread="false">
<li><span>Communicate clearly</span></li>
<li><span>Provide training</span></li>
<li><span>Address concerns</span></li>
<li><span>Gather feedback</span></li>
</ul>
<p class="isSelectedEnd"><span>Effective change management ensures smoother transitions.</span></p>
<h3><span>Neglecting Bias Evaluation</span></h3>
<p class="isSelectedEnd"><span>AI systems can unintentionally reinforce biases if trained on flawed data.</span></p>
<p class="isSelectedEnd"><span>Regular audits and monitoring help promote fairness and ethical decision-making.</span></p>
<h3><span>Failing to Measure Results</span></h3>
<p class="isSelectedEnd"><span>Organizations should establish key performance indicators before implementation.</span></p>
<p class="isSelectedEnd"><span>Metrics may include:</span></p>
<ul data-spread="false">
<li><span>Reduced time-to-hire</span></li>
<li><span>Lower turnover rates</span></li>
<li><span>Improved employee satisfaction</span></li>
<li><span>Increased HR productivity</span></li>
<li><span>Better compliance outcomes</span></li>
</ul>
<p class="isSelectedEnd"><span>Tracking performance validates return on investment.</span></p>
<h2><span>Steps for Successful Implementation</span></h2>
<p class="isSelectedEnd"><span>Selecting the right tool is only the beginning. Successful implementation requires strategic execution.</span></p>
<h3><span>Build a Cross-Functional Team</span></h3>
<p class="isSelectedEnd"><span>Include representatives from:</span></p>
<ul data-spread="false">
<li><span>HR</span></li>
<li><span>Information technology</span></li>
<li><span>Legal</span></li>
<li><span>Compliance</span></li>
<li><span>Leadership</span></li>
</ul>
<p class="isSelectedEnd"><span>Collaboration ensures diverse perspectives.</span></p>
<h3><span>Start with a Pilot Program</span></h3>
<p class="isSelectedEnd"><span>Testing the solution within a smaller group allows organizations to identify challenges before full deployment.</span></p>
<p class="isSelectedEnd"><span>Pilot programs help refine processes and increase confidence.</span></p>
<h3><span>Train Stakeholders</span></h3>
<p class="isSelectedEnd"><span>Provide comprehensive training tailored to different user groups.</span></p>
<p class="isSelectedEnd"><span>Training should cover:</span></p>
<ul data-spread="false">
<li><span>System navigation</span></li>
<li><span>Best practices</span></li>
<li><span>Reporting functions</span></li>
<li><span>Security protocols</span></li>
</ul>
<p class="isSelectedEnd"><span>Continuous learning supports long-term success.</span></p>
<h3><span>Monitor and Optimize</span></h3>
<p class="isSelectedEnd"><span>Implementation should not be viewed as a one-time project.</span></p>
<p class="isSelectedEnd"><span>Regular evaluations help organizations:</span></p>
<ul data-spread="false">
<li><span>Identify improvement opportunities</span></li>
<li><span>Adapt configurations</span></li>
<li><span>Enhance user experiences</span></li>
<li><span>Maximize value</span></li>
</ul>
<p class="isSelectedEnd"><span>Continuous optimization strengthens outcomes over time.</span></p>
<h2><span>The Future of AI in HR</span></h2>
<p class="isSelectedEnd"><span>AI adoption in HR is expected to continue accelerating as technologies become more sophisticated.</span></p>
<p class="isSelectedEnd"><span>Future developments may include:</span></p>
<ul data-spread="false">
<li><span>More personalized employee experiences</span></li>
<li><span>Advanced predictive workforce planning</span></li>
<li><span>Enhanced skills mapping</span></li>
<li><span>Improved internal mobility recommendations</span></li>
<li><span>Greater emphasis on ethical AI practices</span></li>
<li><span>Increased collaboration between humans and intelligent systems</span></li>
</ul>
<p class="isSelectedEnd"><span>Despite technological advances, the human element will remain central to effective HR. Empathy, relationship-building, conflict resolution, and leadership cannot be fully automated.</span></p>
<p class="isSelectedEnd"><span>The most successful organizations will use AI to augment human capabilities rather than replace them.</span></p>
<h2><span>Conclusion</span></h2>
<p class="isSelectedEnd"><span><strong><a href="https://kkag.com/digital-tools/">AI tools for HR </a></strong>are reshaping how organizations attract, engage, develop, and retain talent. From streamlining recruitment to delivering predictive workforce insights, these technologies offer significant opportunities to improve efficiency and strategic impact.</span></p>
<p class="isSelectedEnd"><span>However, selecting the right solution requires more than choosing the most popular platform. Organizations must clearly define their objectives, assess their unique requirements, evaluate integration capabilities, prioritize security, and ensure transparency in AI decision-making.</span></p>
<p class="isSelectedEnd"><span>By taking a thoughtful and structured approach, businesses can identify AI tools that align with their culture, goals, and workforce needs. When implemented responsibly, AI empowers HR professionals to spend less time on administrative tasks and more time focusing on what matters most: building thriving workplaces where people and organizations succeed together.</span></p>
<p><span>As the workplace continues to evolve, investing in the right AI-powered HR solutions can provide a meaningful competitive advantage and position organizations for sustainable growth in the years ahead.</span></p>]]> </content:encoded>
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<item>
<title>PCD Franchise Company in India: How to Verify Before You Sign</title>
<link>https://news.bangboxonline.com/pcd-franchise-company-in-india-how-to-verify-before-you-sign</link>
<guid>https://news.bangboxonline.com/pcd-franchise-company-in-india-how-to-verify-before-you-sign</guid>
<description><![CDATA[ This guide takes a different approach. Instead of listing what to look for in a PCD pharma franchise company in India, it walks you through exactly how to verify each claim — and the specific red flags that reveal a company&#039;s real operating standard before you commit. ]]></description>
<enclosure url="" length="51960" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 14:30:45 +0500</pubDate>
<dc:creator>Amplec Healthcare</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Hundreds of pharma entrepreneurs search for the best PCD franchise company in India every month. Most of them read checklists. Most of them know to look for WHO-GMP certification, monopoly rights, and a wide product range. And yet, a surprisingly large number still end up with the wrong partner — delayed dispatches, products failing at chemist counters, or marketing support that existed only in the brochure.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Why? Because knowing the criteria is not the same as knowing how to verify them.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">This guide takes a different approach. Instead of listing what to look for in a PCD pharma franchise company in India, it walks you through exactly how to verify each claim — and the specific red flags that reveal a company's real operating standard before you commit.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span style="font-family: georgia, palatino, serif;">Why Verification Matters More Than the Checklist</span></h2>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">The PCD pharma franchise space in India has grown rapidly alongside India's pharmaceutical market expansion. That growth has brought in serious, compliant companies — and a parallel wave of companies that have learned to use the right vocabulary without the operational substance behind it.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">A company can claim WHO-GMP certification and be telling the truth about a certificate that expired two years ago. A company can promise monopoly rights and still appoint three other distributors in the same district six months later. A company can show you a 400-product catalogue and struggle to fulfill 60% of your actual monthly order reliably.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Verification — not just selection criteria — is what separates a successful<a href="https://amplechealthcare.com/franchise-opportunity/"> PCD pharma franchise business</a> from one that collapses inside twelve months.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span style="font-family: georgia, palatino, serif;">Step 1: Verify the Manufacturing Certifications — Don't Just Ask, Confirm</span></h2>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Every serious<a href="https://amplechealthcare.com/how-to-choose-the-best-pcd-franchise-company-india/"> PCD franchise company in India</a> will tell you they are WHO-GMP and ISO certified. Here is how you actually confirm it:</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Ask for the certificate number and issuing authority, then cross-reference. WHO-GMP certificates issued in India are typically granted by state drug authorities or Central Drugs Standard Control Organisation (CDSCO). The issuing body, validity dates, and manufacturing unit address should all appear on the certificate. A legitimate company shares this document without hesitation — usually as a PDF, not a photograph of a laminated plaque.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Check the certificate expiry date. GMP certificates require periodic renewal following re-inspection. An expired certificate means the facility has not been re-audited and may no longer meet the standard. This is one of the most commonly overlooked red flags in the pharma franchise selection process.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Look for DCGI product approvals, not just manufacturing approvals.<a href="https://amplechealthcare.com/dcgi-approved-cardiac-pcd-company/"> DCGI-approved products</a> carry regulatory validation at the formulation level, not just the facility level. Ask specifically whether the molecules in your intended product list carry DCGI approval. For therapeutic categories like cardiac and diabetic medicines, this is a non-negotiable.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span style="font-family: georgia, palatino, serif;">Step 2: Test the Monopoly Rights Claim Before It's in Writing</span></h2>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">The promise of monopoly-based distribution rights is one of the most powerful selling points a PCD pharma franchise in India can offer. It is also one of the most frequently misrepresented.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">The phrase "monopoly rights" can mean different things to different companies:</span></p>
<ul>
<li dir="ltr" aria-level="1" style="font-family: georgia, palatino, serif;">
<p dir="ltr" role="presentation"><span style="font-family: georgia, palatino, serif;">Exclusive rights over an entire district</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: georgia, palatino, serif;">
<p dir="ltr" role="presentation"><span style="font-family: georgia, palatino, serif;">Exclusive rights over a specific PIN code</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: georgia, palatino, serif;">
<p dir="ltr" role="presentation"><span style="font-family: georgia, palatino, serif;">Non-exclusive "preferential" rights that allow the company to appoint others without technically violating the agreement</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: georgia, palatino, serif;">
<p dir="ltr" role="presentation"><span style="font-family: georgia, palatino, serif;">A verbal assurance with no written clause at all</span></p>
</li>
</ul>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Before you sign, ask for the draft franchise agreement and locate the monopoly clause specifically. It should name your territory by district or PIN code, specify whether the rights are exclusive, and define what happens — including remedies for you — if the company appoints another partner in your area.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Understanding the<a href="https://amplechealthcare.com/monopoly-based-cardiac-diabetic-pharma-franchise/"> monopoly-based pharma franchise model</a> in detail helps you ask the right questions and recognize when a contract's language does not match the salesperson's promises.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Red flag: If a company resists sharing the full franchise agreement before you sign a letter of intent, that resistance is itself a signal.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span style="font-family: georgia, palatino, serif;">Step 3: Audit the Product Range Against Your Actual Market Needs</span></h2>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">A 400-product catalogue looks impressive. The more useful question is: how many of those products are actually in stock and available for dispatch on your first order?</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">This matters because the PCD pharma franchise profit margin you were shown was calculated on the assumption that you can build a complete prescription base across multiple doctors and therapeutic segments. If the company has gaps in availability in the products doctors are actually prescribing, your revenue model breaks down — not because the products were wrong, but because the supply chain could not support them.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Request a current stock availability list, not just a product list. Ask which products had stockouts in the previous three months and why. Ask what the average dispatch timeline is for a fresh order.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Amplec Healthcare's product portfolio spans cardiac and diabetic formulations,<a href="https://amplechealthcare.com/product-category/injectables/"> injectables</a>,<a href="https://amplechealthcare.com/product-category/capsules/"> capsules</a>,<a href="https://amplechealthcare.com/product-category/tablets/"> tablets</a>,<a href="https://amplechealthcare.com/product-category/syrup/"> syrups</a>,<a href="https://amplechealthcare.com/product-category/softgel-capsules/"> softgel capsules</a>,<a href="https://amplechealthcare.com/product-category/nasal-ear-eye-drops/"> nasal, ear and eye drops</a>,<a href="https://amplechealthcare.com/product-category/ointments/"> ointments</a>, pediatric<a href="https://amplechealthcare.com/product-category/pediatric-dry-syrup-suspension/"> dry syrups</a>,<a href="https://amplechealthcare.com/product-category/protein-supplements-sachets/"> protein supplements</a>, ayurvedic formulations, and dermatology products — a breadth that gives franchise partners genuine flexibility across therapeutic areas and doctor specialties.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span style="font-family: georgia, palatino, serif;">Step 4: Understand the Real Investment Before Commitment</span></h2>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">One of the most common mismatches in PCD franchise partnerships happens at the financial planning stage. New partners underestimate the total capital commitment because they focused on the minimum order value and did not account for the full cost structure.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">The<a href="https://amplechealthcare.com/pcd-pharma-franchise-total-investment-and-cost-in-india/"> total investment in a PCD pharma franchise in India</a> typically includes the initial stock order, promotional material procurement (visual aids, MR bags, samples, visiting cards), drug license and GST registration costs, and working capital to cover the gap between your first order and your first collection cycle from chemists.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">For cardiac and diabetic segments specifically, the<a href="https://amplechealthcare.com/cardiac-diabetic-pcd-pharma-franchise-investment-cost-india/"> investment, cost and profit breakdown</a> looks different from a general range franchise — margins in specialty therapeutic categories can be significantly higher, but the minimum viable order to build meaningful doctor coverage is also higher. Study the<a href="https://amplechealthcare.com/investment-guide-for-cardiac-diabetic-pcd-franchise-business/"> investment guide for cardiac diabetic PCD franchise business</a> before comparing companies purely on upfront product price.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Red flag: Any company that quotes only the minimum order value and avoids discussing total working capital requirements is either inexperienced in supporting new franchisees or is downplaying your real financial exposure.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span style="font-family: georgia, palatino, serif;">Step 5: Verify What "Promotional Support" Actually Means</span></h2>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Every PCD franchise pharma company in India advertises promotional support. What that support actually consists of varies enormously.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Genuine promotional support includes: product-specific visual aids (detailing cards, leave-behind pieces), sample medicines for initial doctor introduction, branded MR bags and stationery, and product information booklets. Some established companies also offer digital marketing assistance, CME support, and medical representative training materials.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">What it should not be: a standard "starter kit" photograph on the company's website with a note that items are "chargeable as per actuals."</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Before signing, ask for a complete written list of what promotional items are included at zero cost, which are chargeable, and the rates. Confirm whether this is part of the formal agreement or a separate verbal commitment.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Also evaluate the company's<a href="https://amplechealthcare.com/quality-policy/"> quality policy</a> and<a href="https://amplechealthcare.com/r-d/"> R&amp;D investments</a> — companies that invest in product development and quality systems typically also invest meaningfully in the tools that help franchise partners sell.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span style="font-family: georgia, palatino, serif;">Step 6: Speak to Existing Franchise Partners — Not Testimonials, Real Conversations</span></h2>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">This step is underused and extremely effective. Ask the company for two or three names of existing franchise partners in different states who you can contact directly. Not a written testimonial on their website — an actual phone conversation with someone currently running their franchise.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Questions worth asking existing partners:</span></p>
<ul>
<li dir="ltr" aria-level="1" style="font-family: georgia, palatino, serif;">
<p dir="ltr" role="presentation"><span style="font-family: georgia, palatino, serif;">How consistently have deliveries arrived within the promised timeline?</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: georgia, palatino, serif;">
<p dir="ltr" role="presentation"><span style="font-family: georgia, palatino, serif;">Have there been product quality complaints from chemists or end patients?</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: georgia, palatino, serif;">
<p dir="ltr" role="presentation"><span style="font-family: georgia, palatino, serif;">Was the monopoly territory respected?</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: georgia, palatino, serif;">
<p dir="ltr" role="presentation"><span style="font-family: georgia, palatino, serif;">Does the company respond quickly when there is a supply issue or product complaint?</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: georgia, palatino, serif;">
<p dir="ltr" role="presentation"><span style="font-family: georgia, palatino, serif;">Looking back, would you sign the same agreement again?</span></p>
</li>
</ul>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Companies that run a genuinely supportive franchise operation welcome this step. Companies that deflect it — citing partner "privacy" or redirecting you to a testimonial page — are signalling something about their confidence in what those conversations would reveal.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span style="font-family: georgia, palatino, serif;">Red Flag Summary: What Should Stop You Cold</span></h2>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Even if the criteria look right, walk away from any PCD pharma franchise company that exhibits these patterns:</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Documentation gaps: Cannot produce an original WHO-GMP certificate, DCGI approval documents, or a valid manufacturing license on request.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Verbal-only monopoly assurance: The exclusivity promise exists in conversation but not in the draft agreement.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">No verifiable references: No existing franchise partner is willing or permitted to speak with you.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Pressure timelines: "This offer expires in 48 hours" or "we only have one slot left in your district" — classic pressure tactics used to prevent due diligence.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Mismatch between catalogue and stock: A product list that covers 400 molecules but an actual dispatch history showing consistent stockouts.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">No clear complaint resolution process: Cannot describe what happens when a batch-level quality complaint comes in from the market.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span style="font-family: georgia, palatino, serif;">The Right Partner Does Due Diligence Too</span></h2>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">One final point worth making: a serious,<a href="https://amplechealthcare.com/"> established PCD franchise company in India</a> also evaluates you as a partner. They want to understand your territory, your existing doctor relationships, your distribution infrastructure, and your realistic growth targets.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">If a company is willing to sign on anyone who sends an inquiry without asking a single qualifying question, that eagerness should itself prompt a question on your end about how seriously they protect the franchise network they already have.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">The<a href="https://amplechealthcare.com/how-to-choose-the-best-pcd-franchise-company-india/"> best PCD pharma franchise companies in India</a> build partnerships, not just transactions. They understand that your growth in your territory directly reflects on their brand — and they act accordingly.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span style="font-family: georgia, palatino, serif;">Final Word</span></h2>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Choosing a PCD franchise company in India is a decision you will live with for years. The criteria are well known. The verification process is not. Take the extra time to confirm certifications, test monopoly claims in writing, audit real stock availability, understand the complete investment, and speak to existing partners.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">That process does not take months. It takes about two weeks of focused due diligence. And it is the single most reliable way to separate the companies that will grow your business from the ones that will complicate it.</span></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">To explore the<a href="https://amplechealthcare.com/franchise-opportunity/"> franchise opportunity at Amplec Healthcare</a> or learn more about the company's capabilities and approach, visit<a href="https://amplechealthcare.com/"> amplechealthcare.com</a> or reach out directly at +91-7277777164 or amplechealthcare@gmail.com.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<p dir="ltr"><span style="font-family: georgia, palatino, serif;">Amplec Healthcare | Ambala, Haryana | WHO-GMP Certified | Cardiac, Diabetic &amp; Multi-Specialty PCD Pharma Franchise</span></p>]]> </content:encoded>
</item>

<item>
<title>Talent Portfolio in 2026: Emerging Trends Every HR Leader Should Know</title>
<link>https://news.bangboxonline.com/Talent-portfolio</link>
<guid>https://news.bangboxonline.com/Talent-portfolio</guid>
<description><![CDATA[ Explore 2026 talent portfolio trends helping HR leaders strengthen workforce planning, retention, skills, and agility for growth. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a5194e1ec6.jpg" length="52985" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 14:30:20 +0500</pubDate>
<dc:creator>Wafa Fatima</dc:creator>
<media:keywords>Talent portfolio</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>The workplace is evolving faster than ever, and organizations are redefining how they attract, develop, and retain employees. Traditional workforce planning methods are no longer enough to meet modern business demands. As companies adapt to technological advancements, changing employee expectations, and increasing competition for skilled professionals, the concept of a </span><a href="https://ls-s.com/en/products/tpa.html"><strong><span>talent portfolio</span></strong></a><span> has become a strategic priority.</span></p>
<p class="isSelectedEnd"><span>A talent portfolio refers to the comprehensive mix of employees, contractors, freelancers, leaders, and emerging talent that collectively drive business performance. Rather than focusing solely on recruitment, organizations now view talent as an investment that requires careful planning, continuous development, and strategic alignment with long-term objectives.</span></p>
<p class="isSelectedEnd"><span>In 2026, HR leaders must understand the emerging trends shaping talent portfolios to remain competitive. Organizations that proactively adapt to these changes can build resilient workforces capable of navigating uncertainty and driving sustainable growth.</span></p>
<p class="isSelectedEnd"><span>This article explores the most important talent portfolio trends every HR leader should know in 2026.</span></p>
<h2><span>Understanding the Modern Talent Portfolio</span></h2>
<p class="isSelectedEnd"><span>A talent portfolio is much more than an employee database. It represents a strategic approach to workforce management that balances current capabilities with future business needs.</span></p>
<p class="isSelectedEnd"><span>An effective talent portfolio includes:</span></p>
<ul data-spread="false">
<li><span>Full-time employees</span></li>
<li><span>Part-time workers</span></li>
<li><span>Freelancers and gig professionals</span></li>
<li><span>Contractors and consultants</span></li>
<li><span>Leadership talent</span></li>
<li><span>High-potential employees</span></li>
<li><span>Internal mobility candidates</span></li>
<li><span>Future workforce pipelines</span></li>
</ul>
<p class="isSelectedEnd"><span>By maintaining a diversified talent portfolio, organizations can respond quickly to market shifts, skill shortages, and evolving customer demands.</span></p>
<h2><span>Why Talent Portfolios Matter More in 2026</span></h2>
<p class="isSelectedEnd"><span>Several factors have increased the importance of talent portfolio management:</span></p>
<h3><span>Rapid Technological Change</span></h3>
<p class="isSelectedEnd"><span>Artificial intelligence, automation, and digital transformation continue to reshape job roles across industries. Skills that were relevant just a few years ago may no longer meet organizational needs.</span></p>
<h3><span>Increasing Skills Gaps</span></h3>
<p class="isSelectedEnd"><span>Businesses are struggling to find candidates with specialized expertise. Talent portfolios help HR leaders identify capability gaps before they become critical challenges.</span></p>
<h3><span>Economic Uncertainty</span></h3>
<p class="isSelectedEnd"><span>Changing economic conditions require organizations to remain flexible. A balanced talent portfolio allows companies to scale resources efficiently.</span></p>
<h3><span>Employee Expectations</span></h3>
<p class="isSelectedEnd"><span>Modern employees seek growth opportunities, flexibility, meaningful work, and continuous learning. Organizations that address these expectations are more likely to retain top performers.</span></p>
<h2><span>Emerging Talent Portfolio Trends in 2026</span></h2>
<h3><span>1. Skills-Based Talent Strategies Take Center Stage</span></h3>
<p class="isSelectedEnd"><span>One of the most significant trends in 2026 is the shift from job-based hiring to skills-based workforce planning.</span></p>
<p class="isSelectedEnd"><span>Organizations are moving beyond traditional job titles and focusing on the actual skills employees possess. This approach enables HR teams to identify hidden talent within the organization and deploy individuals where they can create the most value.</span></p>
<p class="isSelectedEnd"><span>Benefits of skills-based talent portfolios include:</span></p>
<ul data-spread="false">
<li><span>Improved workforce agility</span></li>
<li><span>Better internal mobility</span></li>
<li><span>Faster identification of skill gaps</span></li>
<li><span>More inclusive hiring practices</span></li>
<li><span>Enhanced employee development opportunities</span></li>
</ul>
<p class="isSelectedEnd"><span>HR leaders are increasingly building skill inventories and talent marketplaces to match employees with projects and career opportunities.</span></p>
<h2><span>2. Internal Mobility Becomes a Competitive Advantage</span></h2>
<p class="isSelectedEnd"><span>Hiring externally is often expensive and time-consuming. In 2026, organizations are placing greater emphasis on promoting talent from within.</span></p>
<p class="isSelectedEnd"><span>Internal mobility programs help employees explore new roles, departments, and projects without leaving the company.</span></p>
<p class="isSelectedEnd"><span>Advantages include:</span></p>
<ul data-spread="false">
<li><span>Reduced recruitment costs</span></li>
<li><span>Higher employee engagement</span></li>
<li><span>Better retention rates</span></li>
<li><span>Faster onboarding</span></li>
<li><span>Stronger organizational culture</span></li>
</ul>
<p class="isSelectedEnd"><span>Companies with effective talent portfolios actively identify employees with growth potential and provide pathways for career advancement.</span></p>
<h2><span>3. Continuous Upskilling and Reskilling</span></h2>
<p class="isSelectedEnd"><span>The half-life of skills continues to shrink. Employees must continuously update their knowledge to remain effective.</span></p>
<p class="isSelectedEnd"><span>Forward-thinking organizations now integrate learning into daily work experiences.</span></p>
<p class="isSelectedEnd"><span>Popular approaches include:</span></p>
<ul data-spread="false">
<li><span>Microlearning programs</span></li>
<li><span>Digital learning platforms</span></li>
<li><span>Peer-to-peer knowledge sharing</span></li>
<li><span>Cross-functional projects</span></li>
<li><span>Certification initiatives</span></li>
<li><span>Leadership development tracks</span></li>
</ul>
<p class="isSelectedEnd"><span>Upskilling focuses on enhancing existing capabilities, while reskilling prepares employees for entirely new responsibilities.</span></p>
<p class="isSelectedEnd"><span>Organizations that invest in continuous learning create future-ready talent portfolios capable of adapting to changing business requirements.</span></p>
<h2><span>4. Artificial Intelligence Enhances Talent Decisions</span></h2>
<p class="isSelectedEnd"><span>Artificial intelligence is transforming HR functions in unprecedented ways.</span></p>
<p class="isSelectedEnd"><span>In 2026, AI supports talent portfolio management by helping HR leaders:</span></p>
<ul data-spread="false">
<li><span>Analyze workforce trends</span></li>
<li><span>Predict turnover risks</span></li>
<li><span>Identify high-potential employees</span></li>
<li><span>Match employees to opportunities</span></li>
<li><span>Forecast future talent needs</span></li>
<li><span>Personalize learning recommendations</span></li>
</ul>
<p class="isSelectedEnd"><span>While AI improves efficiency and insights, human judgment remains essential. Ethical oversight, transparency, and fairness are critical considerations when using AI-driven talent tools.</span></p>
<p class="isSelectedEnd"><span>The most successful organizations combine technological capabilities with human expertise.</span></p>
<h2><span>5. The Rise of Hybrid Workforce Models</span></h2>
<p class="isSelectedEnd"><span>The workforce is becoming increasingly diverse in structure.</span></p>
<p class="isSelectedEnd"><span>Organizations now rely on a combination of:</span></p>
<ul data-spread="false">
<li><span>On-site employees</span></li>
<li><span>Remote workers</span></li>
<li><span>Hybrid teams</span></li>
<li><span>Freelancers</span></li>
<li><span>Project-based specialists</span></li>
<li><span>Contract professionals</span></li>
</ul>
<p class="isSelectedEnd"><span>A modern talent portfolio recognizes the value of multiple employment models<a href="https://news.bangboxonline.com/">.</a></span></p>
<p class="isSelectedEnd"><span>Hybrid workforce strategies provide greater flexibility while enabling businesses to access specialized expertise from broader geographic locations.</span></p>
<p class="isSelectedEnd"><span>HR leaders must ensure consistency in communication, collaboration, and employee experience regardless of work arrangements.</span></p>
<h2><span>6. Employee Experience Drives Talent Retention</span></h2>
<p class="isSelectedEnd"><span>Retention remains a major concern for organizations worldwide.</span></p>
<p class="isSelectedEnd"><span>Employees increasingly prioritize:</span></p>
<ul data-spread="false">
<li><span>Work-life balance</span></li>
<li><span>Flexible schedules</span></li>
<li><span>Recognition</span></li>
<li><span>Career growth</span></li>
<li><span>Inclusive cultures</span></li>
<li><span>Meaningful work</span></li>
<li><span>Psychological safety</span></li>
</ul>
<p class="isSelectedEnd"><span>As a result, employee experience has become a core component of talent portfolio management.</span></p>
<p class="isSelectedEnd"><span>Organizations are investing in initiatives designed to improve every stage of the employee journey, from recruitment to exit.</span></p>
<p class="isSelectedEnd"><span>Positive employee experiences strengthen engagement and reduce turnover among high-performing talent.</span></p>
<h2><span>7. Data-Driven Workforce Planning</span></h2>
<p class="isSelectedEnd"><span>HR leaders are embracing workforce analytics to make informed decisions.</span></p>
<p class="isSelectedEnd"><span>Data-driven talent portfolios provide insights into:</span></p>
<ul data-spread="false">
<li><span>Workforce demographics</span></li>
<li><span>Skill availability</span></li>
<li><span>Performance trends</span></li>
<li><span>Succession readiness</span></li>
<li><span>Hiring effectiveness</span></li>
<li><span>Retention risks</span></li>
<li><span>Learning outcomes</span></li>
</ul>
<p class="isSelectedEnd"><span>These insights enable proactive planning rather than reactive responses.</span></p>
<p class="isSelectedEnd"><span>Instead of relying solely on intuition, HR professionals can use evidence-based strategies to optimize workforce investments.</span></p>
<h2><span>8. Diversity, Equity, and Inclusion Remain Essential</span></h2>
<p class="isSelectedEnd"><span>Building diverse talent portfolios continues to be a business priority in 2026.</span></p>
<p class="isSelectedEnd"><span>Organizations recognize that diverse teams contribute to:</span></p>
<ul data-spread="false">
<li><span>Improved innovation</span></li>
<li><span>Better decision-making</span></li>
<li><span>Enhanced creativity</span></li>
<li><span>Greater market understanding</span></li>
<li><span>Stronger employer brands</span></li>
</ul>
<p class="isSelectedEnd"><span>However, diversity initiatives extend beyond recruitment.</span></p>
<p class="isSelectedEnd"><span>Effective talent portfolios ensure equitable access to:</span></p>
<ul data-spread="false">
<li><span>Development opportunities</span></li>
<li><span>Promotions</span></li>
<li><span>Mentorship programs</span></li>
<li><span>Leadership pathways</span></li>
<li><span>Recognition systems</span></li>
</ul>
<p class="isSelectedEnd"><span>Inclusive practices help organizations unlock the full potential of their workforce.</span></p>
<h2><span>9. Leadership Succession Planning Evolves</span></h2>
<p class="isSelectedEnd"><span>Leadership transitions can significantly impact organizational performance.</span></p>
<p class="isSelectedEnd"><span>Traditional succession planning often focused on a small group of senior executives. Modern talent portfolios adopt broader approaches.</span></p>
<p class="isSelectedEnd"><span>HR leaders are identifying leadership potential across all levels of the organization.</span></p>
<p class="isSelectedEnd"><span>Key succession practices include:</span></p>
<ul data-spread="false">
<li><span>Leadership assessments</span></li>
<li><span>Development programs</span></li>
<li><span>Stretch assignments</span></li>
<li><span>Executive mentoring</span></li>
<li><span>Cross-functional exposure</span></li>
<li><span>Scenario-based planning</span></li>
</ul>
<p class="isSelectedEnd"><span>Developing future leaders early strengthens organizational resilience and continuity.</span></p>
<h2><span>10. Talent Agility Becomes a Strategic Priority</span></h2>
<p class="isSelectedEnd"><span>Business conditions can shift rapidly due to technological advancements, market disruptions, and global events.</span></p>
<p class="isSelectedEnd"><span>Talent agility refers to an organization's ability to redeploy people quickly in response to changing priorities.</span></p>
<p class="isSelectedEnd"><span>Agile talent portfolios emphasize:</span></p>
<ul data-spread="false">
<li><span>Adaptability</span></li>
<li><span>Cross-functional skills</span></li>
<li><span>Learning mindsets</span></li>
<li><span>Collaborative problem-solving</span></li>
<li><span>Workforce flexibility</span></li>
</ul>
<p class="isSelectedEnd"><span>Organizations that cultivate agility are better prepared to seize opportunities and manage uncertainty.</span></p>
<h2><span>Building an Effective Talent Portfolio Strategy</span></h2>
<p class="isSelectedEnd"><span>Understanding trends is only the first step. HR leaders must translate insights into practical action.</span></p>
<h3><span>Assess Current Workforce Capabilities</span></h3>
<p class="isSelectedEnd"><span>Begin by identifying existing skills, strengths, and gaps.</span></p>
<p class="isSelectedEnd"><span>Conduct workforce assessments to understand:</span></p>
<ul data-spread="false">
<li><span>Technical competencies</span></li>
<li><span>Leadership capabilities</span></li>
<li><span>Critical roles</span></li>
<li><span>Emerging needs</span></li>
<li><span>Retention risks</span></li>
</ul>
<p class="isSelectedEnd"><span>A clear understanding of the current workforce creates a strong foundation for planning.</span></p>
<h3><span>Align Talent With Business Goals</span></h3>
<p class="isSelectedEnd"><span>Talent strategies should directly support organizational objectives.</span></p>
<p class="isSelectedEnd"><span>Consider questions such as:</span></p>
<ul data-spread="false">
<li><span>What skills will future growth require?</span></li>
<li><span>Which roles are business-critical?</span></li>
<li><span>What capabilities are becoming obsolete?</span></li>
<li><span>How can workforce investments drive performance?</span></li>
</ul>
<p class="isSelectedEnd"><span>Alignment ensures that talent decisions contribute to strategic success.</span></p>
<h3><span>Invest in Learning and Development</span></h3>
<p class="isSelectedEnd"><span>Continuous development should become part of organizational culture.</span></p>
<p class="isSelectedEnd"><span>Provide employees with opportunities to:</span></p>
<ul data-spread="false">
<li><span>Expand expertise</span></li>
<li><span>Explore career pathways</span></li>
<li><span>Develop leadership skills</span></li>
<li><span>Build emerging capabilities</span></li>
</ul>
<p class="isSelectedEnd"><span>Employees are more likely to remain engaged when organizations invest in their growth.</span></p>
<h3><span>Encourage Internal Mobility</span></h3>
<p class="isSelectedEnd"><span>Create systems that allow employees to discover opportunities within the organization.</span></p>
<p class="isSelectedEnd"><span>Transparent career pathways help retain valuable talent while addressing workforce needs.</span></p>
<h3><span>Leverage Technology Responsibly</span></h3>
<p class="isSelectedEnd"><span>Use technology to improve efficiency and decision-making while maintaining ethical standards.</span></p>
<p class="isSelectedEnd"><span>HR leaders should prioritize:</span></p>
<ul data-spread="false">
<li><span>Data privacy</span></li>
<li><span>Bias mitigation</span></li>
<li><span>Transparency</span></li>
<li><span>Human oversight</span></li>
<li><span>Employee trust</span></li>
</ul>
<p class="isSelectedEnd"><span>Responsible implementation strengthens confidence in talent practices.</span></p>
<h2><span>Challenges HR Leaders Must Address</span></h2>
<p class="isSelectedEnd"><span>Despite the benefits of modern talent portfolios, organizations may encounter obstacles.</span></p>
<p class="isSelectedEnd"><span>Common challenges include:</span></p>
<h3><span>Resistance to Change</span></h3>
<p class="isSelectedEnd"><span>Employees and managers may hesitate to adopt new approaches.</span></p>
<p class="isSelectedEnd"><span>Clear communication and leadership support can encourage acceptance.</span></p>
<h3><span>Limited Visibility Into Skills</span></h3>
<p class="isSelectedEnd"><span>Many organizations lack accurate data regarding workforce capabilities.</span></p>
<p class="isSelectedEnd"><span>Skills assessments and talent platforms can improve visibility.</span></p>
<h3><span>Budget Constraints</span></h3>
<p class="isSelectedEnd"><span>Learning initiatives and technology investments require resources.</span></p>
<p class="isSelectedEnd"><span>HR leaders must demonstrate measurable business value to secure support.</span></p>
<h3><span>Managing Workforce Complexity</span></h3>
<p class="isSelectedEnd"><span>Balancing multiple worker types requires careful coordination.</span></p>
<p class="isSelectedEnd"><span>Policies, communication strategies, and inclusive practices help create consistency.</span></p>
<p class="isSelectedEnd"><span>Addressing these challenges proactively increases the likelihood of successful implementation.</span></p>
<h2><span>The Future of Talent Portfolio Management</span></h2>
<p class="isSelectedEnd"><span>Talent portfolio management will continue evolving beyond 2026.</span></p>
<p class="isSelectedEnd"><span>Organizations are likely to focus increasingly on:</span></p>
<ul data-spread="false">
<li><span>Predictive workforce intelligence</span></li>
<li><span>Personalized employee experiences</span></li>
<li><span>Dynamic career ecosystems</span></li>
<li><span>Human-centered leadership</span></li>
<li><span>Ethical use of technology</span></li>
<li><span>Lifelong learning cultures</span></li>
<li><span>Greater workforce flexibility</span></li>
</ul>
<p class="isSelectedEnd"><span>The future belongs to organizations that view talent as a strategic asset rather than an operational necessity.</span></p>
<p class="isSelectedEnd"><span>HR leaders who embrace innovation while prioritizing people will shape workplaces capable of thriving in a rapidly changing world.</span></p>
<h2><span>Conclusion</span></h2>
<p class="isSelectedEnd"><span>The concept of the<a href="https://ls-s.com/en/products/tpa.html"><strong> talent portfolio </strong></a>has transformed from a traditional HR function into a critical business strategy. In 2026, organizations face accelerating technological change, evolving employee expectations, and persistent skills shortages. These realities require a more agile, data-driven, and people-focused approach to workforce management.</span></p>
<p class="isSelectedEnd"><span>Emerging trends such as skills-based hiring, internal mobility, continuous learning, AI-powered insights, hybrid workforce models, and enhanced employee experiences are redefining how organizations build and manage talent portfolios.</span></p>
<p class="isSelectedEnd"><span>For HR leaders, success depends on anticipating future workforce needs while creating environments where employees can grow, contribute, and thrive. By investing in adaptable talent strategies today, organizations can strengthen resilience, improve retention, foster innovation, and achieve long-term business success.</span></p>
<p><span>A well-managed talent portfolio is no longer optional. It is a strategic advantage that empowers organizations to navigate uncertainty and unlock the full potential of their people in 2026 and beyond.</span></p>]]> </content:encoded>
</item>

<item>
<title>5 Pitfalls for Technical Teams Evaluating Sulfuric Acid Scrubbers for Emission Control</title>
<link>https://news.bangboxonline.com/5-pitfalls-for-technical-teams-evaluating-sulfuric-acid-scrubbers-for-emission-control</link>
<guid>https://news.bangboxonline.com/5-pitfalls-for-technical-teams-evaluating-sulfuric-acid-scrubbers-for-emission-control</guid>
<description><![CDATA[ Learn five common pitfalls when evaluating a sulfuric acid scrubber, including pressure drop, material compatibility, sizing, and long-term emission control performance. ]]></description>
<enclosure url="sulfuric acid scrubber" length="49398" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 14:29:57 +0500</pubDate>
<dc:creator>markbragger</dc:creator>
<media:keywords>sulfuric acid scrubber</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Sulfuric acid mist remains a persistent challenge across fertilizer production, metal processing, sulfuric acid manufacturing, and chemical processing industries. The issue is not limited to visible emissions; fine acid droplets contribute to accelerated corrosion, fouling of downstream equipment, and recurring maintenance in gas handling systems.</span></p>
<p dir="ltr"><span>A </span><a href="https://www.kimre.com/applications/sulfuric-acid/"><strong>sulfuric acid scrubber</strong></a><span> is therefore not a commodity selection. It is an engineered gas–liquid separation system where mass transfer performance, droplet capture efficiency, pressure drop, and material durability must be evaluated together. Procurement decisions driven primarily by capital cost frequently overlook lifecycle performance variables that determine long-term operating stability.</span></p>
<p dir="ltr"><span>Understanding common evaluation pitfalls helps technical teams develop specifications that align with both compliance requirements and sustained plant reliability.</span></p>
<h2 dir="ltr"><span>What Is a Sulfuric Acid Scrubber and Why Is It Used?</span></h2>
<p dir="ltr"><span>A sulfuric acid scrubber is an emission control system designed to remove sulfuric acid mist and related acid aerosols from industrial exhaust streams. Depending on process conditions, systems may incorporate Fiber Bed mist eliminators, structured packing, or high-efficiency coalescing media to capture fine droplets prior to discharge.</span></p>
<p dir="ltr"><span>Sulfuric acid mist control relies on fundamental separation mechanisms including inertial impaction, interception, coalescence, and gravitational drainage. In high-performance systems, droplet growth and drainage behavior are as critical as initial capture efficiency.</span></p>
<p dir="ltr"><span>Because sulfuric acid aerosols are often submicron to fine-micron in scale, system selection must consider collection efficiency across a realistic droplet size distribution, not a single design point.</span></p>
<h3 dir="ltr"><span>1. Underestimating the Impact of Pressure Drop</span></h3>
<p dir="ltr"><span>Pressure drop is one of the most underestimated variables in sulfuric acid scrubber evaluation.</span></p>
<p dir="ltr"><span>Every increment in system resistance increases fan energy demand and directly impacts lifecycle operating cost. In many installations, energy consumption over time exceeds initial capital expenditure, particularly where high-efficiency mist elimination is required.</span></p>
<p dir="ltr"><span>Technical evaluations often prioritize collection efficiency while underweighting hydraulic performance. However, excessive pressure drop can introduce secondary issues including:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduced system throughput</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increased fan and motor loading</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Elevated operating cost</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduced operational flexibility</span></p>
</li>
</ul>
<p dir="ltr"><span>A properly engineered sulfuric acid scrubber balances droplet capture efficiency with acceptable pressure drop across the full operating range, including fouled or partially loaded conditions.</span></p>
<h3 dir="ltr"><span>2. Overlooking Material Compatibility in Acid Service</span></h3>
<p dir="ltr"><span>Sulfuric acid environments impose aggressive corrosion conditions that vary significantly with concentration, temperature, and moisture content.</span></p>
<p dir="ltr"><span>Material incompatibility can result in premature failure of:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Mist elimination media</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Structural supports</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Fasteners and internals</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Gaskets and sealing systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Drainage components</span></p>
</li>
</ul>
<p dir="ltr"><span>A common oversight in sulfuric acid scrubber selection is assuming material suitability based on nominal operating conditions. In practice, transient conditions—startup, shutdown, and process upsets—often define the true corrosion envelope.</span></p>
<p dir="ltr"><span>Material selection must therefore account for the full operating spectrum, including acid concentration swings and localized condensation zones where corrosion rates can be significantly higher.</span></p>
<h3 dir="ltr"><span>3. Selecting Based Only on Design-Point Performance</span></h3>
<p dir="ltr"><span>Many sulfuric acid scrubbers are optimized for a single set of design conditions. While performance at design flow is important, real-world systems rarely operate at steady-state conditions.</span></p>
<p dir="ltr"><span>Variations in gas flow rate, acid mist loading, temperature, and production demand can significantly influence separation efficiency.</span></p>
<p dir="ltr"><span>A robust sulfuric acid mist control system should maintain stable performance under:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Turn-down and turndown conditions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Startup and shutdown cycles</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Process upsets and transient loads</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Variable production rates</span></p>
</li>
</ul>
<p dir="ltr"><span>Systems that rely heavily on narrow operating windows often exhibit reduced efficiency outside design conditions, leading to intermittent emissions and inconsistent compliance performance.</span></p>
<h3 dir="ltr"><span>4. Improper Sizing of Sulfuric Acid Mist Eliminators</span></h3>
<p dir="ltr"><span>Sizing is a critical determinant of sulfuric acid scrubber performance.</span></p>
<p dir="ltr"><span>Undersized systems typically operate at excessive gas velocities, increasing re-entrainment risk and reducing droplet capture efficiency. Oversized systems, on the other hand, may introduce unnecessary capital cost and suboptimal hydraulic distribution.</span></p>
<p dir="ltr"><span>Key sizing variables include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Gas velocity distribution</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Mist loading rate</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Droplet size spectrum</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Collection media geometry</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Drainage capacity</span></p>
</li>
</ul>
<p dir="ltr"><span>Accurate sizing must also consider future process variability, not only current operating conditions. This includes potential production expansion or changes in upstream process chemistry.</span></p>
<p dir="ltr"><span>Properly sized sulfuric acid mist eliminators maintain efficient separation while preserving stable hydraulic conditions across the operating envelope.</span></p>
<h3 dir="ltr"><span>5. Prioritizing Capital Cost Over Lifecycle Performance</span></h3>
<p dir="ltr"><span>Initial capital cost is often the primary driver in procurement decisions, yet it rarely reflects total cost of ownership in sulfuric acid service.</span></p>
<p dir="ltr"><span>Lifecycle cost is influenced by:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Energy consumption (pressure drop)</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Media replacement frequency</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Corrosion-related maintenance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Emission compliance risk</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Unplanned downtime</span></p>
</li>
</ul>
<p dir="ltr"><span>Lower-cost systems frequently achieve savings at installation but incur higher operating and maintenance costs over time. In sulfuric acid scrubber applications, long-term reliability is typically governed by corrosion resistance and hydraulic stability rather than initial purchase price.</span></p>
<p dir="ltr"><span>A lifecycle-based evaluation provides a more accurate basis for selecting systems that support sustained compliance and operational continuity.</span></p>
<h2 dir="ltr"><span>Key Engineering Variables Affecting Sulfuric Acid Scrubber Performance</span></h2>
<p dir="ltr"><span>Performance is governed by the interaction of multiple process parameters:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Inlet gas flow rate</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sulfuric acid mist concentration</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Droplet size distribution</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Gas velocity through collection media</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pressure drop characteristics</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Material compatibility and corrosion resistance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Drainage efficiency</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Collection media architecture</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Operating temperature and process variability</span></p>
</li>
</ul>
<p dir="ltr"><span>Each variable influences separation efficiency and must be evaluated as part of an integrated system design rather than in isolation.</span></p>
<h3 dir="ltr"><span>Supporting Reliable Sulfuric Acid Mist Control</span></h3>
<p dir="ltr"><span>Effective sulfuric acid emission control depends on more than nominal efficiency ratings. Long-term performance is determined by the balance between droplet capture efficiency, pressure drop, corrosion resistance, and operational stability across real process conditions.</span></p>
<p dir="ltr"><span>Avoiding common evaluation pitfalls allows technical teams to specify sulfuric acid scrubbers that deliver consistent compliance performance while minimizing lifecycle cost and equipment degradation.</span></p>
<p dir="ltr"><span><a href="https://www.kimre.com/"><strong>Kimre™</strong></a> Clean Air Technology applies decades of experience in Fiber Bed filtration, mist elimination, and gas–liquid separation systems to sulfuric acid mist control in demanding industrial environments. Designs emphasize collection efficiency, corrosion-resistant construction, and hydraulic stability to support reliable long-term operation in critical acid gas applications.</span></p>]]> </content:encoded>
</item>

<item>
<title>Ecommerce Product Video Services for Online Growth</title>
<link>https://news.bangboxonline.com/ecommerce-product-video-services-for-online-growth</link>
<guid>https://news.bangboxonline.com/ecommerce-product-video-services-for-online-growth</guid>
<description><![CDATA[ Improve product visibility, trust, and engagement with ecommerce product video services designed for online stores, Amazon listings, and digital platforms. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a4fa3cd354.jpg" length="90535" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 14:20:30 +0500</pubDate>
<dc:creator>estore factory</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1 bis_size="{&quot;x&quot;:8,&quot;y&quot;:18,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1011}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:12,&quot;w&quot;:612,&quot;h&quot;:51,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1005}">Ecommerce Product Video Services for Better Online Sales</span></h1>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:77,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1070}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:79,&quot;w&quot;:621,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1072}">Online shoppers make decisions quickly, and visuals play a major role in whether they stay, scroll, or buy.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:131,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1124}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:133,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1126}">Professional </span><a href="https://www.estorefactory.com/product-photography-and-videography/" bis_size="{&quot;x&quot;:88,&quot;y&quot;:133,&quot;w&quot;:216,&quot;h&quot;:16,&quot;abs_x&quot;:390,&quot;abs_y&quot;:1126}"><span bis_size="{&quot;x&quot;:88,&quot;y&quot;:133,&quot;w&quot;:216,&quot;h&quot;:16,&quot;abs_x&quot;:390,&quot;abs_y&quot;:1126}">ecommerce product video services</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:133,&quot;w&quot;:632,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1126}"> help brands present products clearly, explain features faster, and create stronger buyer confidence.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:185,&quot;w&quot;:636,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1178}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:187,&quot;w&quot;:630,&quot;h&quot;:96,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1180}">In today’s competitive ecommerce market, product images are no longer enough on their own. Customers want to see how a product looks, works, moves, fits, and solves their problem in real life. A well-made product video can answer these questions within seconds. It can show product size, texture, usage, packaging, benefits, and lifestyle value in a way that static images cannot fully communicate.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:302,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1295}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:300,&quot;w&quot;:422,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1293}">Why Product Videos Matter in Ecommerce</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:340,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1333}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:342,&quot;w&quot;:624,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1335}">Ecommerce depends heavily on trust. Since customers cannot physically touch or test a product before buying, they rely on visual content to understand what they are getting. Product videos reduce uncertainty by showing the item from different angles and in real-use situations.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:414,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1407}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:416,&quot;w&quot;:620,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1409}">A clear video can help customers imagine the product in their own life. For example, a skincare product can show texture and application, a home product can show function, and an electronic item can demonstrate features. This makes the buying journey easier and more informative.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:488,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1481}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:490,&quot;w&quot;:627,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1483}">Videos also help brands stand out in crowded marketplaces. Whether a customer is shopping on Amazon, Shopify, a brand website, or social media, video content can capture attention faster than plain text or simple images. When used correctly, it can improve engagement, product understanding, and overall brand presentation.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:585,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1578}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:583,&quot;w&quot;:548,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1576}">How Ecommerce Product Videos Build Customer Trust</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:623,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1616}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:625,&quot;w&quot;:619,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1618}">Trust is one of the biggest factors in online shopping. Customers are often careful before purchasing from a new brand, especially when product quality is unclear. Product videos help remove doubt by giving buyers a more complete view of the item.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:697,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1690}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:699,&quot;w&quot;:634,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1692}">A professional video can show the product’s real appearance, usage, details, and benefits. This makes the product feel more authentic and reliable. It also reduces the chances of confusion because customers can see what they are buying before placing an order.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:771,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1764}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:773,&quot;w&quot;:611,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1766}">When shoppers feel informed, they are more likely to continue with the purchase. This is especially important for products that need explanation, such as beauty tools, electronics, home accessories, fitness products, fashion items, kitchen products, and lifestyle goods.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:848,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1841}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:846,&quot;w&quot;:369,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1839}">Types of Ecommerce Product Videos</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:886,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1879}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:888,&quot;w&quot;:613,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1881}">Different products need different video styles. A simple product may only need a clean studio video, while a premium product may benefit from lifestyle scenes and storytelling.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:940,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1933}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:942,&quot;w&quot;:614,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1935}">Studio product videos focus on clean backgrounds, proper lighting, smooth camera movement, and detailed product shots. These are ideal for ecommerce listings and product pages.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:994,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1987}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:996,&quot;w&quot;:626,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1989}">Lifestyle videos show the product being used in real situations. These videos help customers connect emotionally with the product and understand its practical value.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1048,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2041}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1050,&quot;w&quot;:611,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2043}">Feature-focused videos highlight important product details, such as material, size, design, benefits, and usage steps. These are useful for products with multiple selling points.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1102,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2095}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1104,&quot;w&quot;:628,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2097}">Short social media videos are designed for quick attention. They are often used for ads, reels, stories, and promotional campaigns.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1159,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2152}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1157,&quot;w&quot;:480,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2150}">Benefits of Professional Product Video Services</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1196,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2189}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1198,&quot;w&quot;:630,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2191}">Professional video production brings structure, quality, and clarity to your ecommerce content. Instead of using random clips or unclear visuals, expert services create videos that match your brand and selling goals.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1270,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2263}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1272,&quot;w&quot;:618,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2265}">Good product videos can improve product presentation across multiple platforms. They can be used on Amazon listings, ecommerce websites, social media, paid ads, landing pages, and email campaigns. This makes them a valuable asset for long-term digital marketing.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1344,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2337}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1346,&quot;w&quot;:619,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2339}">Professional services also take care of important technical details, including lighting, camera angles, background, editing, product styling, transitions, and format requirements. These small details can make a big difference in how customers perceive your brand.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1422,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2415}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1420,&quot;w&quot;:527,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2413}">Product Videos for Amazon and Online Marketplaces</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1459,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2452}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1461,&quot;w&quot;:633,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2454}">Amazon and other marketplaces are highly visual platforms. Shoppers compare many similar products before making a decision. A strong product video can help your listing look more professional and informative.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1533,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2526}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1535,&quot;w&quot;:631,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2528}">For Amazon sellers, videos can explain product features, highlight benefits, and show how the product works. This can support better listing engagement and help customers understand the product faster.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1587,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2580}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1589,&quot;w&quot;:611,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2582}">Marketplace videos should be clear, direct, and customer-focused. They should avoid unnecessary clutter and focus on what buyers need to know. A strong video should answer common customer questions before they become doubts.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1665,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2658}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1663,&quot;w&quot;:351,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2656}">Product Videos for Brand Websites</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1702,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2695}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1704,&quot;w&quot;:624,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2697}">Your website is your own digital storefront. Product videos on website pages can improve user experience and make product pages more engaging. Instead of reading long descriptions, customers can watch a short video and quickly understand the product.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1776,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2769}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1778,&quot;w&quot;:620,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2771}">Videos can also increase the time visitors spend on your website. When customers stay longer and interact with your content, it can support better engagement signals. A well-placed product video can make a product page feel more premium, helpful, and conversion-focused.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1850,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2843}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1852,&quot;w&quot;:596,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2845}">For brand websites, videos can be used on homepages, product pages, category pages, landing pages, and campaign pages. They help create a more complete shopping experience.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1907,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2900}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1905,&quot;w&quot;:425,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2898}">Product Videos for Social Media Marketing</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1945,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2938}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1947,&quot;w&quot;:631,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2940}">Social media platforms are built around visual content. Short product videos can perform well because they are easy to watch, share, and understand. Brands can use videos to introduce new products, explain benefits, show behind-the-scenes content, or promote offers.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2019,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3012}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2021,&quot;w&quot;:633,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3014}">For platforms like Instagram, Facebook, TikTok, YouTube Shorts, and LinkedIn, video content must be quick, clear, and visually appealing. The first few seconds are very important because users scroll fast.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2073,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3066}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2075,&quot;w&quot;:600,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3068}">A professional product video can be edited into multiple formats for different platforms. This helps brands get more value from one shoot and maintain consistent visuals across channels.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2130,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3123}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2128,&quot;w&quot;:485,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3121}">What Makes a Good Ecommerce Product Video?</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2168,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3161}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2170,&quot;w&quot;:631,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3163}">A good ecommerce product video is not just about high-quality visuals. It should have a clear purpose. The video should show what the product is, why it matters, how it works, and why customers should trust it.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2242,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3235}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2244,&quot;w&quot;:632,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3237}">The lighting should be clean, the product should be clearly visible, and the message should be easy to understand. The video should not feel overloaded with unnecessary effects or confusing transitions. Simple, professional, and focused content usually works best.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2316,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3309}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2318,&quot;w&quot;:631,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3311}">The video should also match the brand identity. A luxury product needs a premium visual style, while a practical product may need a clean and informative approach. The goal is to make the product look reliable, useful, and worth buying.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2393,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3386}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2391,&quot;w&quot;:438,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3384}">Why Brands Should Invest in Video Content</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2431,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3424}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2433,&quot;w&quot;:596,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3426}">Ecommerce competition is increasing every year. Many sellers offer similar products, prices, and features. In this situation, better visual content can become a strong advantage.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2485,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3478}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2487,&quot;w&quot;:624,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3480}">Product videos help brands communicate faster and more clearly. They support customer education, improve product presentation, and create a more professional image. They can also reduce repeated customer questions because important details are already shown visually.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2559,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3552}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2561,&quot;w&quot;:631,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3554}">Investing in video content is not only about looking good. It is about helping customers make confident buying decisions. When buyers understand your product better, they are more likely to trust your brand.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2636,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3629}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2634,&quot;w&quot;:420,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3627}">Choosing the Right Product Video Partner</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2673,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3666}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2675,&quot;w&quot;:620,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3668}">The right video partner should understand ecommerce, product presentation, platform requirements, and customer behavior. They should know how to create videos that are not only attractive but also useful for online selling.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2747,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3740}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2749,&quot;w&quot;:627,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3742}">A good service provider will focus on lighting, product angles, styling, editing, format, and storytelling. They will also understand how to make content suitable for Amazon, websites, ads, and social media.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2801,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3794}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2803,&quot;w&quot;:375,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3796}">Brands looking for professional visual support can work with </span><a href="https://www.estorefactory.com/" bis_size="{&quot;x&quot;:383,&quot;y&quot;:2803,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:685,&quot;abs_y&quot;:3796}"><span bis_size="{&quot;x&quot;:383,&quot;y&quot;:2803,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:685,&quot;abs_y&quot;:3796}">estorefactory</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2803,&quot;w&quot;:618,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3796}"> to create product-focused content that supports ecommerce growth, stronger listings, and better brand presentation.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2859,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3852}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2857,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3850}">Conclusion</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2896,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3889}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2898,&quot;w&quot;:633,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3891}">Ecommerce product videos are now an important part of online selling. They help customers understand products faster, build trust, and make shopping decisions with more confidence. From Amazon listings to websites and social media campaigns, video content can improve the way products are presented across digital platforms.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2990,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3983}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2992,&quot;w&quot;:631,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3985}">Professional ecommerce product video services help brands create clean, clear, and engaging visuals that highlight product value. With the right strategy, product videos can support stronger engagement, better communication, and a more polished online presence.</span></p>]]> </content:encoded>
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<item>
<title>Why Should You Hire a Product Naming Company for Your Brand?</title>
<link>https://news.bangboxonline.com/Why-Should-You-Hire-a-Product-Naming-Company-for-Your-Brand</link>
<guid>https://news.bangboxonline.com/Why-Should-You-Hire-a-Product-Naming-Company-for-Your-Brand</guid>
<description><![CDATA[ Looking for a product naming company or product naming consultant? Discover how expert naming services create memorable, market-ready product names. ]]></description>
<enclosure url="https://bizonym.com/wp-content/uploads/2025/07/Revolutionize-Company-naming-img-1.webp" length="49398" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 14:11:02 +0500</pubDate>
<dc:creator>bizonymconsulting</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>Have you ever wondered why some product names instantly grab attention while others are forgotten within seconds? A product's name is often the first interaction customers have with a brand. It creates a first impression, builds curiosity, and influences purchasing decisions.</span></p>
<p class="isSelectedEnd"><span>In today's competitive market, choosing the right name is more challenging than ever. Businesses are launching new products daily, making it essential to stand out. This is where a professional </span><a href="https://bizonym.com/product-naming/"><strong><span>product naming company</span></strong></a><span><a href="https://bizonym.com/product-naming/"> </a>can make a significant difference.</span></p>
<p class="isSelectedEnd"><span>A well-crafted product name is more than a creative idea. It reflects your brand identity, communicates value, and helps customers remember your offering. Whether you're launching a tech gadget, a skincare line, or a software platform, the right name can contribute to long-term success.</span></p>
<h2><span>What Does a Product Naming Company Do?</span></h2>
<p class="isSelectedEnd"><span>A </span><strong><span>product naming company</span></strong><span> specializes in creating unique, memorable, and marketable names for products. These companies combine creativity, branding expertise, market research, and linguistic analysis to develop names that resonate with target audiences.</span></p>
<p class="isSelectedEnd"><span>Their process typically includes:</span></p>
<ul data-spread="false">
<li><span>Understanding the product and brand goals</span></li>
<li><span>Analyzing competitors and industry trends</span></li>
<li><span>Brainstorming creative naming concepts</span></li>
<li><span>Conducting trademark and domain availability checks</span></li>
<li><span>Testing names with target audiences</span></li>
<li><span>Delivering naming recommendations</span></li>
</ul>
<p class="isSelectedEnd"><span>By following a strategic approach, naming experts ensure the final name aligns with your business objectives and customer expectations.</span></p>
<h2><span>Why Product Naming Matters More Than Ever</span></h2>
<p class="isSelectedEnd"><span>Consumers are exposed to thousands of marketing messages every day. A compelling product name helps your offering cut through the noise.</span></p>
<p class="isSelectedEnd"><span>A strong name can:</span></p>
<ul data-spread="false">
<li><span>Improve brand recognition</span></li>
<li><span>Create emotional connections</span></li>
<li><span>Enhance marketing effectiveness</span></li>
<li><span>Increase customer trust</span></li>
<li><span>Support long-term brand growth</span></li>
</ul>
<p class="isSelectedEnd"><span>Many successful brands owe part of their popularity to memorable product names that are easy to pronounce, recall, and recommend.</span></p>
<h2><span>The Role of a Product Naming Consultant</span></h2>
<p class="isSelectedEnd"><span>While a naming agency provides a team-based approach, a </span><strong><span>product naming consultant</span></strong><span> offers specialized expertise focused on naming strategy and brand positioning.</span></p>
<p class="isSelectedEnd"><span>A consultant works closely with business owners, startups, and marketing teams to identify naming opportunities and avoid costly mistakes. Their experience helps uncover names that not only sound appealing but also support broader business goals.</span></p>
<p class="isSelectedEnd"><span>A skilled </span><strong><span>product naming consultant</span></strong><span> evaluates factors such as:</span></p>
<ul data-spread="false">
<li><span>Target audience preferences</span></li>
<li><span>Cultural and language considerations</span></li>
<li><span>Industry-specific trends</span></li>
<li><span>Brand personality</span></li>
<li><span>Legal availability</span></li>
</ul>
<p class="isSelectedEnd"><span>This strategic perspective helps businesses choose names with lasting value rather than short-term appeal.</span></p>
<h2><span>Benefits of Hiring Naming Experts</span></h2>
<h3><span>1. Save Time and Resources</span></h3>
<p class="isSelectedEnd"><span>Developing a great product name internally can take weeks or even months. A professional </span><strong><span>product naming company</span></strong><span> has proven processes that streamline the naming journey and deliver results efficiently.</span></p>
<h3><span>2. Gain Creative Perspectives</span></h3>
<p class="isSelectedEnd"><span>Internal teams often become attached to familiar ideas. External experts bring fresh thinking and innovative concepts that may not emerge during internal brainstorming sessions.</span></p>
<h3><span>3. Reduce Legal Risks</span></h3>
<p class="isSelectedEnd"><span>Trademark conflicts can create serious challenges after a product launch. Naming professionals conduct preliminary screenings to help minimize these risks.</span></p>
<h3><span>4. Improve Market Positioning</span></h3>
<p class="isSelectedEnd"><span>An experienced </span><strong><span>product naming consultant</span></strong><span> understands how naming influences customer perception and competitive positioning. The right name can instantly communicate quality, innovation, or trustworthiness.</span></p>
<h3><span>5. Increase Brand Recall</span></h3>
<p class="isSelectedEnd"><span>Simple, memorable names are easier for customers to remember and share. This can strengthen word-of-mouth marketing and customer loyalty over time.</span></p>
<h2><span>How to Choose the Right Product Naming Partner</span></h2>
<p class="isSelectedEnd"><span>Not all naming experts offer the same level of service. Before selecting a </span><strong><span>product naming company</span></strong><span>, consider the following factors:</span></p>
<h3><span>Industry Experience</span></h3>
<p class="isSelectedEnd"><span>Review previous projects and case studies to assess their expertise in your industry.</span></p>
<h3><span>Strategic Process</span></h3>
<p class="isSelectedEnd"><span>Look for a company that combines creativity with research and validation.</span></p>
<h3><span>Trademark Awareness</span></h3>
<p class="isSelectedEnd"><span>Ensure they understand basic trademark considerations and naming compliance.</span></p>
<h3><span>Client Collaboration</span></h3>
<p class="isSelectedEnd"><span>The best naming partners involve clients throughout the process rather than presenting names without context.</span></p>
<h3><span>Proven Results</span></h3>
<p class="isSelectedEnd"><span>Seek testimonials, success stories, and examples of products that achieved market success after launch.</span></p>
<p class="isSelectedEnd"><span>Similarly, when hiring a </span><strong><span>product naming consultant</span></strong><span>, prioritize professionals who demonstrate strategic thinking and a deep understanding of branding principles.</span></p>
<h2><span>Common Mistakes Businesses Make When Naming Products</span></h2>
<p class="isSelectedEnd"><span>Many businesses underestimate the importance of naming. Some common mistakes include:</span></p>
<ul data-spread="false">
<li><span>Choosing names based solely on personal preference</span></li>
<li><span>Ignoring customer perceptions</span></li>
<li><span>Using difficult-to-pronounce words</span></li>
<li><span>Failing to check trademark availability</span></li>
<li><span>Following short-term trends</span></li>
<li><span>Selecting names that limit future growth</span></li>
</ul>
<p class="isSelectedEnd"><span>Working with a professional naming expert helps avoid these pitfalls and increases the chances of creating a successful brand asset.</span></p>
<h2><span>Final Thoughts</span></h2>
<p class="isSelectedEnd"><span>A product name is one of the most valuable assets a business can create. It influences perception, recognition, and customer engagement from the very beginning.</span></p>
<p class="isSelectedEnd"><span>Whether you're launching a startup product or expanding an established brand, partnering with a trusted </span><strong><span>product naming company</span></strong><span> can provide the expertise needed to create a memorable identity. Likewise, an experienced </span><a href="https://bizonym.com/product-naming/"><strong><span>product naming consultant</span></strong></a><span><a href="https://bizonym.com/product-naming/"> </a>can guide strategic naming decisions that align with your long-term business goals.</span></p>
<p class="isSelectedEnd"><span>Investing in professional naming services today can help build stronger brand recognition and market success for years to come.</span></p>
<h2><span>Frequently Asked Questions (FAQs)</span></h2>
<h3><span>1. What is a product naming company?</span></h3>
<p class="isSelectedEnd"><span>A product naming company is a specialized agency that creates strategic, memorable, and market-ready names for products across various industries.</span></p>
<h3><span>2. Why should I hire a product naming consultant?</span></h3>
<p class="isSelectedEnd"><span>A product naming consultant provides expert guidance, market insights, and branding expertise to help businesses select effective product names.</span></p>
<h3><span>3. How much does professional product naming cost?</span></h3>
<p class="isSelectedEnd"><span>Costs vary depending on project scope, research requirements, and the experience of the naming agency or consultant.</span></p>
<h3><span>4. How long does the product naming process take?</span></h3>
<p class="isSelectedEnd"><span>Most naming projects take anywhere from a few weeks to several months, depending on complexity and validation requirements.</span></p>
<h3><span>5. Can a naming expert help with trademark considerations?</span></h3>
<p><span>Yes, many naming professionals conduct preliminary trademark screenings and recommend names with better availability potential.</span></p>]]> </content:encoded>
</item>

<item>
<title>Content Moderation Outsourcing for Digital Platforms</title>
<link>https://news.bangboxonline.com/content-moderation-outsourcing-for-digital-platforms</link>
<guid>https://news.bangboxonline.com/content-moderation-outsourcing-for-digital-platforms</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a4cfee2c92.jpg" length="59527" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 14:08:24 +0500</pubDate>
<dc:creator>World wide Call centers</dc:creator>
<media:keywords>Content Moderation Outsourcing, Conversion File Prep</media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr"><span>Introduction</span></h2>
<p dir="ltr"><span>Today, digital platforms in the United States are growing very fast. People are posting videos, images, comments, reviews, and messages every second. This constant flow of user content helps platforms grow and stay active. But at the same time, it also creates serious problems. Harmful posts, spam, false information, and unsafe content can appear quickly and spread widely if not controlled.</span></p>
<p dir="ltr"><span>Because of this, many companies now rely on Content Moderation Outsourcing to help manage and review user-generated content. Instead of handling everything with internal teams, businesses choose external experts who can monitor content at scale. This approach helps platforms stay safe, active, and compliant with their rules.</span></p>
<p dir="ltr"><span>Along with moderation, many companies also depend on support tasks like Conversion File Prep, which helps organize and prepare data so it can be processed correctly. These two functions together make digital operations smoother, faster, and more reliable.</span></p>
<p dir="ltr"><span>In this article, we will explain how content moderation outsourcing works, why it is important, and how it helps digital platforms manage large amounts of content in a simple and effective way.</span></p>
<h2 dir="ltr"><span>What Content Moderation Outsourcing Means</span></h2>
<p dir="ltr"><span>Content moderation is the process of checking user content before or after it is published on a platform. It makes sure that everything follows platform rules and does not include harmful or unwanted material.</span></p>
<p dir="ltr"><span>When this work is handled by outside teams instead of in-house staff, it is called Content Moderation Outsourcing.</span></p>
<p dir="ltr"><span>These outsourced teams help platforms by:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reviewing text posts and comments</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Checking images and videos</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Removing spam or fake content</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Identifying unsafe or offensive material</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Following platform rules and safety guidelines</span></p>
</li>
</ul>
<p dir="ltr"><span>This approach is widely used in the U.S. because platforms deal with very large amounts of daily content that cannot be managed easily by small internal teams.</span></p>
<h2 dir="ltr"><span>Why Digital Platforms Choose Outsourcing</span></h2>
<p dir="ltr"><span>Digital platforms choose outsourcing for many simple and practical reasons. It helps them manage work better and keep users safe.</span></p>
<h3 dir="ltr"><span>Handling Large Amount of Content</span></h3>
<p dir="ltr"><span>Platforms receive huge volumes of content every minute. Outsourced teams help manage this workload without delays.</span></p>
<h3 dir="ltr"><span>Faster Content Review</span></h3>
<p dir="ltr"><span>Content that is harmful or inappropriate needs quick action. Outsourced moderation teams can respond faster and reduce risks.</span></p>
<h3 dir="ltr"><span>Lower Operating Costs</span></h3>
<p dir="ltr"><span>Building and maintaining large in-house moderation teams is expensive. Outsourcing helps reduce these costs while still maintaining quality.</span></p>
<h3 dir="ltr"><span>Better Focus on Core Work</span></h3>
<p dir="ltr"><span>When moderation tasks are handled externally, internal teams can focus on product development, user experience, and business growth.</span></p>
<h3 dir="ltr"><span>Continuous Monitoring</span></h3>
<p dir="ltr"><span>Outsourced teams often work in shifts, allowing platforms to monitor content 24/7 without interruption.</span></p>
<h2 dir="ltr"><span>Main Functions of Content Moderation Outsourcing</span></h2>
<p dir="ltr"><span>Outsourced moderation teams perform several important tasks to keep platforms safe and well-managed.</span></p>
<h3 dir="ltr"><span>Real-Time Content Review</span></h3>
<p dir="ltr"><span>Content is checked as soon as it is uploaded. This helps prevent harmful content from staying visible for too long.</span></p>
<h3 dir="ltr"><span>Pre and Post Moderation</span></h3>
<p dir="ltr"><span>Some platforms review content before it is posted, while others check it after it goes live. Outsourced teams support both methods based on platform needs.</span></p>
<h3 dir="ltr"><span>Human and Automated Checks</span></h3>
<p dir="ltr"><span>Most systems use a combination of technology and human review. Automated tools detect possible issues, while human moderators make final decisions.</span></p>
<h3 dir="ltr"><span>Handling Complex Cases</span></h3>
<p dir="ltr"><span>Some content requires deeper review. In these cases, experienced moderators step in to decide the final outcome.</span></p>
<h2 dir="ltr"><span>Role of Conversion File Prep in Content Workflows</span></h2>
<p dir="ltr"><span>Along with moderation, platforms also need clean and organized data to work efficiently. This is where Conversion File Prep plays an important role.</span></p>
<p dir="ltr"><span>Conversion File Prep is the process of preparing and organizing files so they can be used properly in moderation systems or other tools. It includes cleaning, formatting, and arranging data in a usable structure.</span></p>
<h3 dir="ltr"><span>Why It Is Important</span></h3>
<p dir="ltr"><span>Without proper file preparation, systems can face errors, delays, or incorrect results. Conversion File Prep helps avoid these issues.</span></p>
<p dir="ltr"><span>It ensures:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Files are in the correct format</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Data is clean and ready for use</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Systems process information without errors</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Content flows smoothly into moderation systems</span></p>
</li>
</ul>
<h3 dir="ltr"><span>What It Includes</span></h3>
<p dir="ltr"><span>Conversion File Prep usually includes tasks like:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Changing file formats into required standards</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Removing duplicate or broken data</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Organizing metadata properly</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sorting files into correct categories</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Preparing media files for review systems</span></p>
</li>
</ul>
<p dir="ltr"><span>This process makes content moderation faster and more reliable.</span></p>
<h2 dir="ltr"><span>Benefits of Content Moderation Outsourcing</span></h2>
<p dir="ltr"><span>Outsourcing moderation provides many benefits for digital platforms, especially those operating at a large scale.</span></p>
<h3 dir="ltr"><span>Easy Scaling</span></h3>
<p dir="ltr"><span>As platforms grow, content increases. Outsourced teams can easily scale up or down based on demand.</span></p>
<h3 dir="ltr"><span>24/7 Availability</span></h3>
<p dir="ltr"><span>With teams working in different time zones and shifts, moderation can continue all day and night.</span></p>
<h3 dir="ltr"><span>Better Accuracy</span></h3>
<p dir="ltr"><span>Trained moderators are better at identifying harmful or unclear content compared to untrained staff.</span></p>
<h3 dir="ltr"><span>Reduced Risk</span></h3>
<p dir="ltr"><span>Proper moderation reduces the chances of legal issues, user complaints, and brand damage.</span></p>
<h3 dir="ltr"><span>Improved Efficiency</span></h3>
<p dir="ltr"><span>When combined with Conversion File Prep, workflows become more organized and efficient, reducing delays and errors.</span></p>
<h2 dir="ltr"><span>Challenges in Content Moderation</span></h2>
<p dir="ltr"><span>Even though outsourcing is helpful, it also comes with challenges that platforms need to manage carefully.</span></p>
<h3 dir="ltr"><span>Understanding Context</span></h3>
<p dir="ltr"><span>Some content can be confusing or depends on cultural meaning. Moderators must understand context correctly.</span></p>
<h3 dir="ltr"><span>Large Volume Surges</span></h3>
<p dir="ltr"><span>Sudden spikes in user activity can make moderation more difficult.</span></p>
<h3 dir="ltr"><span>Changing Content Types</span></h3>
<p dir="ltr"><span>New types of content appear regularly, requiring ongoing training and updates.</span></p>
<h3 dir="ltr"><span>Balancing Speed and Accuracy</span></h3>
<p dir="ltr"><span>Platforms need quick moderation, but accuracy is just as important to avoid mistakes.</span></p>
<h2 dir="ltr"><span>Best Ways to Improve Outsourced Moderation</span></h2>
<p dir="ltr"><span>To get the best results from Content Moderation Outsourcing, platforms should follow simple and clear practices.</span></p>
<h3 dir="ltr"><span>Clear Rules and Guidelines</span></h3>
<p dir="ltr"><span>Moderators need simple and well-defined rules to follow for consistent decisions.</span></p>
<h3 dir="ltr"><span>Use of Technology Support</span></h3>
<p dir="ltr"><span>Automated tools can help detect issues quickly, but human review is still important.</span></p>
<h3 dir="ltr"><span>Regular Training</span></h3>
<p dir="ltr"><span>Moderation teams should be trained regularly to handle new content types and updated rules.</span></p>
<h3 dir="ltr"><span>Proper Data Preparation</span></h3>
<p dir="ltr"><span>Using </span><a href="https://www.worldwidecallcenters.com/how-to-prepare-your-files-for-a-professional-document-conversion-project/"><span>Conversion File Prep</span></a><span> ensures that all data entering the system is clean and easy to process.</span></p>
<h3 dir="ltr"><span>Performance Checks</span></h3>
<p dir="ltr"><span>Regular monitoring helps improve quality and fix issues quickly.</span></p>
<h2 dir="ltr"><span>Where Content Moderation Is Used</span></h2>
<p dir="ltr"><span>Content moderation is used across many digital industries in the United States.</span></p>
<h3 dir="ltr"><span>Social Platforms</span></h3>
<p dir="ltr"><span>Used to keep user conversations safe and respectful.</span></p>
<h3 dir="ltr"><span>Online Marketplaces</span></h3>
<p dir="ltr"><span>Helps check product listings, reviews, and seller activity.</span></p>
<h3 dir="ltr"><span>Community Forums</span></h3>
<p dir="ltr"><span>Ensures discussions remain clean and free from spam or abuse.</span></p>
<h3 dir="ltr"><span>Media Platforms</span></h3>
<p dir="ltr"><span>Used to review uploaded images, videos, and live streams.</span></p>
<p dir="ltr"><span>Each of these platforms depends on moderation to keep users safe and engaged.</span></p>
<h2 dir="ltr"><span>Future of Content Moderation Outsourcing</span></h2>
<p dir="ltr"><span>The future of Content Moderation Outsourcing is becoming more advanced and technology-driven.</span></p>
<h3 dir="ltr"><span>Smarter Automation</span></h3>
<p dir="ltr"><span>AI tools will help detect harmful content faster and more accurately.</span></p>
<h3 dir="ltr"><span>Real-Time Systems</span></h3>
<p dir="ltr"><span>Moderation will become faster with instant detection and action systems.</span></p>
<h3 dir="ltr"><span>Better File Processing</span></h3>
<p dir="ltr"><span>Conversion File Prep will become more automated, reducing manual work.</span></p>
<h3 dir="ltr"><span>Mixed Work Models</span></h3>
<p dir="ltr"><span>A combination of human moderators and AI tools will continue to improve performance.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Digital platforms in the United States continue to grow every day, and managing user-generated content is becoming more important than ever. </span><a href="https://www.worldwidecallcenters.com/services/content-moderation/"><span>Content Moderation Outsourcing</span></a><span> offers a simple and effective way to keep platforms safe, organized, and user-friendly. It helps businesses manage large volumes of content without slowing down operations.</span></p>
<p dir="ltr"><span>When combined with support processes like Conversion File Prep, platforms can ensure smoother workflows, fewer errors, and faster content processing. This makes overall operations more stable and efficient.</span></p>
<p dir="ltr"><span>For companies looking to improve their content management systems and outsourcing support, professional services can provide the right balance of safety, speed, and scalability.</span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>What Is Included in Industrial Laundry Machine Installation and Commissioning?</title>
<link>https://news.bangboxonline.com/what-is-included-in-industrial-laundry-machine-installation-and-commissioning</link>
<guid>https://news.bangboxonline.com/what-is-included-in-industrial-laundry-machine-installation-and-commissioning</guid>
<description><![CDATA[ Industrial laundry machine installation and commissioning involve a complete process that ensures laundry equipment operates safely, efficiently, and according to manufacturer standards. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a4774cfa67.jpg" length="77296" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 13:45:33 +0500</pubDate>
<dc:creator>Supershine Laundry</dc:creator>
<media:keywords>Commercial Laundry Washing</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Setting up an industrial laundry facility involves much more than simply purchasing machines and placing them in a designated space. Whether it is a hotel, hospital, textile unit, or a company offering </span><a href="https://www.supershine-laundry.com/commercial-laundry-washing-machine"><span>commercial laundry services</span></a><span>, proper installation and commissioning of laundry equipment are essential to ensure smooth operations, maximum efficiency, and long-term reliability.</span></p>
<p dir="ltr"><span>Industrial laundry machines such as washer extractors, tumble dryers, flatwork ironers, and folding systems are sophisticated pieces of equipment that require careful planning, professional installation, and systematic testing before they become fully operational.</span></p>
<p dir="ltr"><span>If you are planning to establish a laundry facility, one of the most common questions is: </span><span>What is included in industrial laundry machine installation and commissioning?</span></p>
<p dir="ltr"><span>This article explains the complete process, from site preparation to operator training, and highlights why partnering with experienced providers like </span><span>Supershine Laundry</span><span> can make a significant difference.</span></p>
<h2 dir="ltr"><span>Understanding Industrial Laundry Machine Installation and Commissioning</span></h2>
<p dir="ltr"><span>Industrial laundry machine installation refers to the process of positioning, assembling, connecting, and configuring laundry equipment according to manufacturer specifications.</span></p>
<p dir="ltr"><span>Commissioning, on the other hand, is the process of testing and verifying that all machines are functioning correctly and performing according to operational standards.</span></p>
<p dir="ltr"><span>Together, installation and commissioning ensure that:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Machines operate safely</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Utility connections function properly</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Equipment achieves optimum performance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Operators are trained correctly</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Production begins smoothly</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>The lifespan of equipment is maximized</span></p>
</li>
</ul>
<p dir="ltr"><span>A professionally commissioned laundry setup minimizes downtime and reduces the risk of costly operational issues.</span></p>
<h2 dir="ltr"><span>1. Site Inspection and Pre-Installation Assessment</span></h2>
<p dir="ltr"><span>The first stage of installation begins with a detailed site inspection.</span></p>
<p dir="ltr"><span>Technical experts evaluate:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Available floor space</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Floor strength and load-bearing capacity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Water supply systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Electrical infrastructure</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Steam and gas connections</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Drainage systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ventilation requirements</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Workflow and equipment layout</span></p>
</li>
</ul>
<p dir="ltr"><span>This assessment helps identify any modifications required before equipment arrives.</span></p>
<p dir="ltr"><span>A proper pre-installation survey ensures that machines can be installed safely and efficiently without disrupting future operations.</span></p>
<h2 dir="ltr"><span>2. Laundry Layout Planning</span></h2>
<p dir="ltr"><span>An efficient layout is crucial for maximizing productivity.</span></p>
<p dir="ltr"><span>During this stage, specialists design the placement of:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Washer extractors</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Tumble dryers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Flatwork ironers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Folding machines</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Dry cleaning systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Chemical dosing units</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Linen sorting areas</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Clean linen storage areas</span></p>
</li>
</ul>
<p dir="ltr"><span>The goal is to create a smooth workflow that minimizes unnecessary handling and prevents cross-contamination between dirty and clean linens.</span></p>
<p dir="ltr"><span>A well-planned layout also allows easier maintenance and future expansion.</span></p>
<h2 dir="ltr"><span>3. Machine Delivery and Positioning</span></h2>
<p dir="ltr"><span>Once the site is ready, the equipment is delivered and carefully positioned.</span></p>
<p dir="ltr"><span>Industrial laundry machines are heavy and require specialized handling equipment such as:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Forklifts</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cranes</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Hydraulic lifters</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Rollers and trolleys</span></p>
</li>
</ul>
<p dir="ltr"><span>Professional installation teams ensure:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Correct machine placement</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Proper alignment</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Safe lifting procedures</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Protection against transport damage</span></p>
</li>
</ul>
<p dir="ltr"><span>Precise positioning is important because even slight misalignment can affect machine performance and longevity.</span></p>
<h2 dir="ltr"><span>4. Mechanical Installation</span></h2>
<p dir="ltr"><span>Mechanical installation involves assembling and securing the machines according to manufacturer guidelines.</span></p>
<p dir="ltr"><span>This process includes:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Fixing machines to foundations</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Leveling equipment</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Installing vibration isolation systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Connecting belts and moving components</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Securing safety guards</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Assembling auxiliary equipment</span></p>
</li>
</ul>
<p dir="ltr"><span>Proper leveling is especially important for washer extractors and high-speed dryers because imbalance can cause excessive vibration and premature wear.</span></p>
<p dir="ltr"><span>Professional technicians use precision instruments to ensure that machines are perfectly aligned.</span></p>
<h2 dir="ltr"><span>5. Electrical Connections</span></h2>
<p dir="ltr"><span>Industrial laundry equipment requires stable and properly configured electrical systems.</span></p>
<p dir="ltr"><span>During installation, engineers connect:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Main power supply</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Control panels</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Circuit breakers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Emergency stop systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Variable frequency drives (VFD)</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Automation systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Communication interfaces</span></p>
</li>
</ul>
<p dir="ltr"><span>Electrical safety is a top priority during this stage.</span></p>
<p dir="ltr"><span>Technicians verify:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Voltage compatibility</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Earthing systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Load balancing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Safety interlocks</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Electrical protection devices</span></p>
</li>
</ul>
<p dir="ltr"><span>Proper electrical installation ensures safe and uninterrupted machine operation.</span></p>
<h2 dir="ltr"><span>6. Utility Connections</span></h2>
<p dir="ltr"><span>Industrial laundry machines rely on multiple utilities to operate efficiently.</span></p>
<p dir="ltr"><span>These include:</span></p>
<h3 dir="ltr"><span>Water Connections</span></h3>
<p dir="ltr"><span>Washer extractors require:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Hot water supply</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cold water supply</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Water pressure regulation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Filtration systems</span></p>
</li>
</ul>
<h3 dir="ltr"><span>Steam Connections</span></h3>
<p dir="ltr"><span>Steam-heated equipment such as ironers and dryers require:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Steam pipelines</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pressure regulators</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Steam traps</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Condensate return systems</span></p>
</li>
</ul>
<h3 dir="ltr"><span>Gas Connections</span></h3>
<p dir="ltr"><span>Gas-fired dryers need:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Gas pipelines</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pressure control systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Leak testing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Safety shut-off valves</span></p>
</li>
</ul>
<h3 dir="ltr"><span>Drainage Systems</span></h3>
<p dir="ltr"><span>Proper drainage ensures:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Fast wastewater removal</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Prevention of flooding</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Efficient machine operation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Compliance with environmental standards</span></p>
</li>
</ul>
<p dir="ltr"><span>Every utility connection is tested thoroughly before commissioning begins.</span></p>
<h2 dir="ltr"><span>7. Installation of Chemical Dosing Systems</span></h2>
<p dir="ltr"><span>Modern laundry facilities often use automated chemical dosing systems.</span></p>
<p dir="ltr"><span>These systems dispense:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Detergents</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Softeners</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Disinfectants</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Bleaching agents</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Specialty chemicals</span></p>
</li>
</ul>
<p dir="ltr"><span>Installation includes:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Chemical storage tanks</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Dosing pumps</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Tubing systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Calibration</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Safety labeling</span></p>
</li>
</ul>
<p dir="ltr"><span>Accurate chemical dosing improves wash quality and reduces chemical wastage.</span></p>
<p dir="ltr"><span>It also helps businesses involved in </span><span>commercial laundry services</span><span> maintain consistent results across large laundry volumes.</span></p>
<h2 dir="ltr"><span>8. Machine Configuration and Programming</span></h2>
<p dir="ltr"><span>Once all connections are completed, technicians configure the machine settings.</span></p>
<p dir="ltr"><span>This process includes:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Programming wash cycles</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Setting drying temperatures</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Configuring moisture sensors</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Adjusting extraction speeds</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Setting steam pressure parameters</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Configuring chemical dosing ratios</span></p>
</li>
</ul>
<p dir="ltr"><span>Different industries have different requirements.</span></p>
<p dir="ltr"><span>For example:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Hotels require gentle wash programs for premium linens.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Hospitals require disinfection cycles and infection control protocols.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Commercial laundry services</span><span> may require customized programs for various client categories.</span></p>
</li>
</ul>
<p dir="ltr"><span>Proper programming ensures maximum efficiency and consistent quality.</span></p>
<h2 dir="ltr"><span>9. Testing and Performance Verification</span></h2>
<p dir="ltr"><span>Commissioning begins with extensive testing of each machine.</span></p>
<p dir="ltr"><span>Technicians perform:</span></p>
<h3 dir="ltr"><span>Dry Testing</span></h3>
<p dir="ltr"><span>Machines are operated without load to verify:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Motor performance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Drum rotation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Safety systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Control panels</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Electrical connections</span></p>
</li>
</ul>
<h3 dir="ltr"><span>Wet Testing</span></h3>
<p dir="ltr"><span>Machines are tested under actual operating conditions using water and laundry loads.</span></p>
<p dir="ltr"><span>Parameters checked include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Water flow</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Temperature control</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Chemical dosing accuracy</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Extraction performance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Drying efficiency</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Steam pressure stability</span></p>
</li>
</ul>
<p dir="ltr"><span>The goal is to ensure that the equipment performs exactly as specified by the manufacturer.</span></p>
<p dir="ltr"><span>Any issues identified during testing are corrected before final handover.</span></p>
<h2 dir="ltr"><span>10. Operator Training</span></h2>
<p dir="ltr"><span>One of the most important parts of commissioning is operator training.</span></p>
<p dir="ltr"><span>Even the most advanced equipment cannot perform efficiently without properly trained staff.</span></p>
<p dir="ltr"><span>Training typically covers:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Machine operation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Program selection</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Daily maintenance procedures</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Chemical handling</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Safety protocols</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Troubleshooting basics</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Emergency shutdown procedures</span></p>
</li>
</ul>
<p dir="ltr"><span>Well-trained operators can:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improve productivity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduce machine downtime</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Extend equipment lifespan</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Maintain consistent wash quality</span></p>
</li>
</ul>
<p dir="ltr"><span>This is especially important for organizations offering </span><span>commercial laundry services</span><span>, where productivity and consistency are critical.</span></p>
<h2 dir="ltr"><span>11. Documentation and Final Handover</span></h2>
<p dir="ltr"><span>After successful commissioning, the installation team provides complete documentation.</span></p>
<p dir="ltr"><span>This generally includes:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Equipment manuals</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Wiring diagrams</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Maintenance schedules</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Warranty documents</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Utility layouts</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Operating procedures</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Service contact information</span></p>
</li>
</ul>
<p dir="ltr"><span>The customer receives a fully operational laundry system ready for commercial use.</span></p>
<p dir="ltr"><span>Regular preventive maintenance schedules are also discussed to ensure long-term performance.</span></p>
<h2 dir="ltr"><span>Why Professional Installation Matters</span></h2>
<p dir="ltr"><span>Some businesses underestimate the importance of professional installation and commissioning.</span></p>
<p dir="ltr"><span>However, improper installation can lead to:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Frequent machine breakdowns</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Excessive vibration</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Higher utility costs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Poor washing performance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Safety hazards</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduced equipment lifespan</span></p>
</li>
</ul>
<p dir="ltr"><span>Professional installation ensures that industrial laundry equipment delivers maximum return on investment.</span></p>
<p dir="ltr"><span>This is particularly important for hotels, hospitals, and businesses involved in </span><span>commercial laundry services</span><span>, where operational efficiency directly impacts profitability.</span></p>
<h2 dir="ltr"><span>Why Choose Supershine Laundry?</span></h2>
<p dir="ltr"><span>When investing in industrial laundry equipment, choosing the right installation partner is just as important as selecting the machines themselves.</span></p>
<p dir="ltr"><span>Supershine Laundry</span><span> is one of India's trusted providers of industrial and commercial laundry solutions. The company offers complete installation and commissioning services for:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Industrial washer extractors</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Commercial dryers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Flatwork ironers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Folding machines</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Dry cleaning equipment</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Chemical dosing systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Turnkey laundry projects</span></p>
</li>
</ul>
<p dir="ltr"><span>Supershine Laundry provides:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Site assessment and planning</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Professional machine installation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Utility integration</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Equipment testing and commissioning</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Operator training</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Preventive maintenance support</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>After-sales service</span></p>
</li>
</ul>
<p dir="ltr"><span>With extensive industry expertise, Supershine Laundry helps hotels, hospitals, and </span><span>commercial laundry services</span><span> establish efficient and reliable laundry operations tailored to their specific needs.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Industrial laundry machine installation and commissioning involve much more than simply connecting machines to utilities. The process includes site assessment, layout planning, mechanical and electrical installation, utility integration, programming, testing, and operator training.</span></p>
<p dir="ltr"><span>A professionally installed laundry facility delivers:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better performance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Lower operating costs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved safety</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Longer equipment lifespan</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Consistent laundry quality</span></p>
</li>
</ul>
<p dir="ltr"><span>For businesses seeking reliable and efficient laundry operations, partnering with experienced experts like </span><a href="https://www.supershine-laundry.com/"><span>Supershine Laundry</span></a><span> ensures that every aspect of installation and commissioning is handled with precision and professionalism.</span></p>
<p dir="ltr"><span>Whether you are launching a hotel laundry, hospital laundry, or expanding </span><span>commercial laundry services</span><span>, investing in proper installation and commissioning is the foundation for long-term success.</span></p>
<h2 dir="ltr"><span>Frequently Asked Questions (FAQs)</span></h2>
<h3 dir="ltr"><span>1. What is the difference between installation and commissioning of laundry equipment?</span></h3>
<p dir="ltr"><span>Installation involves physically setting up and connecting the machines, while commissioning involves testing, configuring, and verifying that the equipment operates according to manufacturer specifications.</span></p>
<h3 dir="ltr"><span>2. How long does industrial laundry machine installation take?</span></h3>
<p dir="ltr"><span>The installation timeline depends on the size of the project and the number of machines. A complete industrial laundry setup may take anywhere from a few days to several weeks.</span></p>
<h3 dir="ltr"><span>3. Why is operator training important during commissioning?</span></h3>
<p dir="ltr"><span>Operator training ensures that staff can use machines safely and efficiently, reducing downtime, improving productivity, and extending equipment lifespan.</span></p>
<h3 dir="ltr"><span>4. Can commercial laundry services benefit from professional commissioning?</span></h3>
<p dir="ltr"><span>Yes. Professional commissioning helps </span><span>commercial laundry services</span><span> achieve consistent wash quality, improve productivity, reduce operating costs, and maximize equipment performance over the long term.</span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Commercial Interior Designers in Gurgaon: Creating Functional and Inspiring Business Spaces</title>
<link>https://news.bangboxonline.com/commercial-interior-designers-in-gurgaon-creating-functional-and-inspiring-business-spaces</link>
<guid>https://news.bangboxonline.com/commercial-interior-designers-in-gurgaon-creating-functional-and-inspiring-business-spaces</guid>
<description><![CDATA[ Commercial interior designers help organizations create spaces that align with their brand identity, operational requirements, and future growth plans. Their expertise extends beyond decoration to include space planning, lighting design, furniture selection, project management, sustainability, and workplace optimization. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a43e146dce.jpg" length="368775" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 13:29:42 +0500</pubDate>
<dc:creator>Colonelz</dc:creator>
<media:keywords>Commercial Interior Designers in Gurgaon</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>In today's competitive business environment, the design and functionality of a commercial space play a significant role in shaping customer perceptions, employee productivity, and overall business success. Whether it is a corporate office, retail showroom, restaurant, healthcare facility, educational institution, or coworking space, a thoughtfully designed interior can transform the way a business operates.</span></p>
<p class="isSelectedEnd"><span>This growing demand for professional commercial interiors has led many businesses to seek experienced <a href="https://www.colonelz.com/commercial-interior-designers-in-gurgaon"><strong>commercial interior designers in Gurgaon</strong></a>. As one of India's leading corporate and commercial hubs, Gurgaon is home to multinational corporations, startups, retail chains, and innovative businesses that require modern, efficient, and aesthetically appealing workspaces.</span></p>
<h2><span>Why Commercial Interior Design Matters</span></h2>
<p class="isSelectedEnd"><span>A commercial space is more than just a physical location where business activities occur. It directly influences employees, clients, visitors, and stakeholders.</span></p>
<h3><span>Enhances Brand Identity</span></h3>
<p class="isSelectedEnd"><span>A well-designed commercial interior reflects the company's values, culture, and professionalism. From reception areas to conference rooms, every element contributes to building a strong brand image.</span></p>
<h3><span>Improves Employee Productivity</span></h3>
<p class="isSelectedEnd"><span>Research consistently shows that employees perform better in environments that are comfortable, organized, and visually appealing. Proper lighting, ergonomic furniture, and efficient layouts contribute to higher productivity.</span></p>
<h3><span>Creates Positive Customer Experiences</span></h3>
<p class="isSelectedEnd"><span>Retail stores, restaurants, clinics, and hospitality spaces rely heavily on customer experiences. Thoughtful interior design can encourage customer engagement, increase dwell time, and improve satisfaction.</span></p>
<h3><span>Maximizes Space Utilization</span></h3>
<p class="isSelectedEnd"><span>Commercial interior designers optimize available space to ensure functionality and efficiency. This is especially important in Gurgaon, where commercial real estate costs are relatively high.</span></p>
<h3><span>Supports Business Growth</span></h3>
<p class="isSelectedEnd"><span>Flexible layouts and scalable designs allow businesses to adapt to changing requirements without major renovations in the future.</span></p>
<h2><span>The Growing Demand for Commercial Interior Designers in Gurgaon</span></h2>
<p class="isSelectedEnd"><span>Gurgaon has emerged as one of India's most dynamic business destinations. The city hosts numerous corporate offices, technology companies, financial institutions, retail outlets, and commercial establishments.</span></p>
<p class="isSelectedEnd"><span>Several factors contribute to the growing demand for commercial interior designers in Gurgaon:</span></p>
<ul data-spread="false">
<li><span>Expansion of multinational corporations</span></li>
<li><span>Rise of startup ecosystems</span></li>
<li><span>Growth of coworking spaces</span></li>
<li><span>Increased focus on employee wellness</span></li>
<li><span>Demand for sustainable office designs</span></li>
<li><span>Modern retail and hospitality developments</span></li>
</ul>
<p class="isSelectedEnd"><span>Businesses today recognize that commercial interiors are strategic investments rather than mere expenses.</span></p>
<h2><span>Services Offered by Commercial Interior Designers</span></h2>
<p class="isSelectedEnd"><span>Professional commercial interior designers provide end-to-end solutions tailored to business requirements.</span></p>
<h3><span>Space Planning</span></h3>
<p class="isSelectedEnd"><span>Space planning involves organizing workstations, meeting rooms, common areas, and circulation paths to maximize efficiency and comfort.</span></p>
<h3><span>Interior Design Concept Development</span></h3>
<p class="isSelectedEnd"><span>Designers create concepts that align with the client's brand identity, industry standards, and operational goals.</span></p>
<h3><span>Furniture and Fixture Selection</span></h3>
<p class="isSelectedEnd"><span>Selecting appropriate furniture enhances functionality while maintaining aesthetic appeal. Commercial designers consider durability, ergonomics, and style.</span></p>
<h3><span>Lighting Design</span></h3>
<p class="isSelectedEnd"><span>Lighting significantly impacts mood, productivity, and energy consumption. Designers create layered lighting solutions that balance functionality and aesthetics.</span></p>
<h3><span>Material Selection</span></h3>
<p class="isSelectedEnd"><span>Commercial interior designers recommend materials that offer durability, safety, and visual appeal while staying within budget.</span></p>
<h3><span>Turnkey Project Execution</span></h3>
<p class="isSelectedEnd"><span>Many firms offer turnkey solutions, handling everything from design and procurement to construction and final installation.</span></p>
<h3><span>Project Management</span></h3>
<p class="isSelectedEnd"><span>Professional management ensures projects are completed on time, within budget, and according to quality standards.</span></p>
<h2><span>Types of Commercial Spaces Designed by Interior Experts</span></h2>
<h3><span>Corporate Offices</span></h3>
<p class="isSelectedEnd"><span>Modern offices require collaborative workspaces, private meeting rooms, executive cabins, breakout zones, and wellness areas.</span></p>
<h3><span>Retail Stores</span></h3>
<p class="isSelectedEnd"><span>Retail interiors focus on customer engagement, product visibility, and brand storytelling to drive sales.</span></p>
<h3><span>Restaurants and Cafes</span></h3>
<p class="isSelectedEnd"><span>Commercial designers create dining environments that enhance customer experiences while ensuring operational efficiency.</span></p>
<h3><span>Healthcare Facilities</span></h3>
<p class="isSelectedEnd"><span>Clinics, hospitals, and diagnostic centers require interiors that balance functionality, hygiene, and patient comfort.</span></p>
<h3><span>Educational Institutions</span></h3>
<p class="isSelectedEnd"><span>Schools, colleges, and training centers benefit from well-designed learning environments that encourage engagement and collaboration.</span></p>
<h3><span>Hospitality Spaces</span></h3>
<p class="isSelectedEnd"><span>Hotels, resorts, and serviced apartments rely on interior design to create memorable guest experiences.</span></p>
<h3><span>Coworking Spaces</span></h3>
<p class="isSelectedEnd"><span>Flexible work environments require innovative layouts that support collaboration, productivity, and networking.</span></p>
<h2><span>Key Elements of Successful Commercial Interior Design</span></h2>
<h3><span>Functional Layouts</span></h3>
<p class="isSelectedEnd"><span>Every commercial space should be designed around operational requirements and user behavior.</span></p>
<h3><span>Ergonomic Design</span></h3>
<p class="isSelectedEnd"><span>Employee comfort directly affects performance and well-being. Ergonomic furniture and workstations reduce fatigue and health issues.</span></p>
<h3><span>Technology Integration</span></h3>
<p class="isSelectedEnd"><span>Modern commercial spaces require seamless integration of technology, including smart lighting, audiovisual systems, and connectivity solutions.</span></p>
<h3><span>Sustainability</span></h3>
<p class="isSelectedEnd"><span>Eco-friendly materials, energy-efficient lighting, and sustainable construction practices are becoming increasingly important.</span></p>
<h3><span>Acoustic Planning</span></h3>
<p class="isSelectedEnd"><span>Noise management is critical in offices, educational institutions, and hospitality environments.</span></p>
<h3><span>Safety Compliance</span></h3>
<p class="isSelectedEnd"><span>Commercial interiors must comply with fire safety regulations, accessibility standards, and building codes.</span></p>
<h2><span>Trends in Commercial Interior Design in Gurgaon</span></h2>
<h3><span>Hybrid Workspaces</span></h3>
<p class="isSelectedEnd"><span>The rise of hybrid working models has transformed office design. Flexible seating arrangements and collaborative zones are becoming essential.</span></p>
<h3><span>Wellness-Focused Design</span></h3>
<p class="isSelectedEnd"><span>Businesses are prioritizing employee well-being through wellness rooms, meditation areas, natural lighting, and biophilic design.</span></p>
<h3><span>Sustainable Interiors</span></h3>
<p class="isSelectedEnd"><span>Green building practices and environmentally responsible materials are gaining popularity.</span></p>
<h3><span>Smart Offices</span></h3>
<p class="isSelectedEnd"><span>Technology-driven workplaces enhance efficiency through automation and intelligent systems.</span></p>
<h3><span>Open Collaboration Areas</span></h3>
<p class="isSelectedEnd"><span>Modern offices increasingly feature collaborative spaces that encourage teamwork and innovation.</span></p>
<h3><span>Minimalist Design</span></h3>
<p class="isSelectedEnd"><span>Clean lines, clutter-free layouts, and functional aesthetics remain popular among businesses.</span></p>
<h2><span>Benefits of Hiring Professional Commercial Interior Designers</span></h2>
<h3><span>Expertise and Experience</span></h3>
<p class="isSelectedEnd"><span>Professional designers understand industry standards, design principles, and project execution requirements.</span></p>
<h3><span>Cost Efficiency</span></h3>
<p class="isSelectedEnd"><span>Experienced designers help avoid costly mistakes and optimize budgets through strategic planning.</span></p>
<h3><span>Time Savings</span></h3>
<p class="isSelectedEnd"><span>Professional project management ensures timely completion without unnecessary delays.</span></p>
<h3><span>Access to Resources</span></h3>
<p class="isSelectedEnd"><span>Designers have access to trusted suppliers, contractors, and specialized materials.</span></p>
<h3><span>Customized Solutions</span></h3>
<p class="isSelectedEnd"><span>Every business has unique requirements, and professional designers create tailored solutions accordingly.</span></p>
<h3><span>Increased Property Value</span></h3>
<p class="isSelectedEnd"><span>Well-designed commercial spaces often command higher market value and attract premium tenants.</span></p>
<h2><span>How to Choose the Right Commercial Interior Designer in Gurgaon</span></h2>
<h3><span>Review Portfolio</span></h3>
<p class="isSelectedEnd"><span>Examine previous projects to evaluate design quality, creativity, and versatility.</span></p>
<h3><span>Industry Experience</span></h3>
<p class="isSelectedEnd"><span>Choose designers with experience in your specific industry or project type.</span></p>
<h3><span>Client Testimonials</span></h3>
<p class="isSelectedEnd"><span>Reviews and references provide valuable insights into reliability and professionalism.</span></p>
<h3><span>Project Management Capabilities</span></h3>
<p class="isSelectedEnd"><span>A strong project management process ensures smooth execution from start to finish.</span></p>
<h3><span>Transparency</span></h3>
<p class="isSelectedEnd"><span>Clear communication regarding budgets, timelines, and deliverables is essential.</span></p>
<h3><span>Turnkey Services</span></h3>
<p class="isSelectedEnd"><span>Many businesses prefer firms that offer comprehensive design and execution services under one roof.</span></p>
<h2><span>Budget Considerations for Commercial Interior Projects</span></h2>
<p class="isSelectedEnd"><span>The cost of commercial interior design varies depending on several factors:</span></p>
<ul data-spread="false">
<li><span>Project size</span></li>
<li><span>Scope of work</span></li>
<li><span>Material selection</span></li>
<li><span>Furniture requirements</span></li>
<li><span>Technology integration</span></li>
<li><span>Customization levels</span></li>
<li><span>Project timeline</span></li>
</ul>
<p class="isSelectedEnd"><span>While budget is important, businesses should focus on long-term value rather than simply minimizing initial costs.</span></p>
<h2><span>The Future of Commercial Interior Design in Gurgaon</span></h2>
<p class="isSelectedEnd"><span>As Gurgaon continues to evolve as a major business hub, commercial interior design will become increasingly sophisticated. Future trends are likely to include:</span></p>
<ul data-spread="false">
<li><span>AI-enabled workplace planning</span></li>
<li><span>Smart building integration</span></li>
<li><span>Flexible workspace ecosystems</span></li>
<li><span>Sustainable construction practices</span></li>
<li><span>Employee-centric design strategies</span></li>
<li><span>Advanced collaboration technologies</span></li>
</ul>
<p class="isSelectedEnd"><span>Businesses that invest in modern commercial interiors will be better positioned to attract talent, impress clients, and achieve long-term success.</span></p>
<h2><span>Conclusion</span></h2>
<p class="isSelectedEnd"><span>Commercial interior design has become a critical component of modern business strategy. Well-designed commercial spaces improve productivity, enhance customer experiences, strengthen brand identity, and support organizational growth. As businesses continue to evolve, the demand for experienced commercial interior designers in Gurgaon will only increase.</span></p>
<p><span>For organizations seeking professional commercial interior solutions, </span><a href="https://www.colonelz.com"><strong><span>Colonelz Constructions</span></strong></a><span><a href="https://www.colonelz.com"> </a>offers comprehensive design and execution services tailored to diverse business requirements. With expertise in commercial interiors, workspace planning, turnkey execution, and modern design concepts, Colonelz Constructions helps businesses create functional, innovative, and visually appealing environments that support long-term success. Whether you are planning a new office, retail outlet, hospitality venue, or commercial facility, partnering with experienced professionals can ensure exceptional results and maximum return on investment.</span></p>]]> </content:encoded>
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<title>Rajabandot Menjadi Solusi Digital Yang Efisien</title>
<link>https://news.bangboxonline.com/rajabandot-menjadi-solusi-digital-yang-efisien</link>
<guid>https://news.bangboxonline.com/rajabandot-menjadi-solusi-digital-yang-efisien</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="368775" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 13:10:08 +0500</pubDate>
<dc:creator>Ateeb Khatri</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div class="qMYqUG_convSearchResultHighlightRoot">
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<p data-start="46" data-end="505">Rajabandot adalah salah satu istilah yang semakin sering muncul dalam pembahasan hiburan digital modern. Banyak pengguna internet mulai mengenal rajabandot sebagai bagian dari perkembangan platform online yang menawarkan berbagai bentuk hiburan dalam satu tempat. Di era serba cepat seperti sekarang, kebutuhan akan akses hiburan yang mudah, praktis, dan bisa digunakan kapan saja membuat nama rajabandot semakin populer di berbagai kalangan pengguna digital.</p>
<p data-start="507" data-end="825">Perkembangan teknologi juga turut mendorong munculnya banyak platform seperti rajabandot yang berfokus pada pengalaman pengguna yang lebih fleksibel. Hal ini menjadikan rajabandot bukan hanya sekadar nama, tetapi juga representasi dari perubahan gaya hidup digital masyarakat modern yang semakin aktif di dunia online.</p>
<h2 data-section-id="291ohd" data-start="827" data-end="876">Perkembangan Rajabandot di Era Internet Modern</h2>
<p data-start="878" data-end="1254">Dalam beberapa tahun terakhir, dunia internet mengalami pertumbuhan yang sangat pesat. <a href="https://groups.google.com/g/rajabandots/c/9tfToychUDM">togel macau slot</a> hadir di tengah perkembangan ini sebagai bagian dari ekosistem digital yang terus berkembang. Banyak pengguna mulai mencari platform yang bisa memberikan akses cepat tanpa proses yang rumit, dan rajabandot menjadi salah satu nama yang sering dikaitkan dengan kebutuhan tersebut.</p>
<p data-start="1256" data-end="1622">Perubahan perilaku pengguna internet juga mempengaruhi bagaimana platform seperti rajabandot berkembang. Jika dulu orang lebih banyak mengandalkan hiburan konvensional, sekarang semuanya sudah beralih ke sistem online yang lebih praktis. Rajabandot mengikuti tren ini dengan menghadirkan konsep hiburan yang lebih modern dan mudah diakses melalui berbagai perangkat.</p>
<h2 data-section-id="9lgbi9" data-start="1624" data-end="1670">Daya Tarik Rajabandot bagi Pengguna Digital</h2>
<p data-start="1672" data-end="2066">Salah satu alasan mengapa rajabandot semakin dikenal adalah karena daya tariknya dalam memberikan pengalaman yang sederhana namun tetap menarik bagi pengguna. Dalam dunia digital, kesederhanaan adalah salah satu faktor penting yang membuat sebuah platform bisa bertahan lama. Rajabandot memahami hal ini dengan baik sehingga mampu menarik perhatian banyak pengguna dari berbagai latar belakang.</p>
<p data-start="2068" data-end="2387">Selain itu, rajabandot juga sering dikaitkan dengan kemudahan akses yang membuat pengguna tidak perlu melalui proses yang rumit untuk menikmati layanan yang tersedia. Hal ini menjadi nilai tambah tersendiri karena banyak orang saat ini lebih menyukai hal-hal yang cepat dan efisien tanpa mengurangi kualitas pengalaman.</p>
<h2 data-section-id="1mpe3np" data-start="2389" data-end="2424">Rajabandot dan Gaya Hidup Modern</h2>
<p data-start="2426" data-end="2719">Gaya hidup masyarakat modern sangat erat kaitannya dengan teknologi digital. Hampir semua aktivitas kini bisa dilakukan melalui internet, mulai dari komunikasi, pekerjaan, hingga hiburan. Rajabandot menjadi salah satu bagian dari perubahan gaya hidup ini yang semakin mengarah ke dunia online.</p>
<p data-start="2721" data-end="3127">Banyak pengguna yang menganggap rajabandot sebagai bagian dari rutinitas hiburan mereka sehari-hari. Dengan akses yang mudah dan fleksibel, platform seperti ini sangat cocok untuk mereka yang memiliki aktivitas padat namun tetap ingin menikmati hiburan di waktu senggang. Hal ini menunjukkan bahwa rajabandot tidak hanya sekadar platform digital, tetapi juga bagian dari gaya hidup modern yang serba cepat.</p>
<h2 data-section-id="l58fw3" data-start="3129" data-end="3184">Popularitas Rajabandot di Kalangan Pengguna Internet</h2>
<p data-start="3186" data-end="3508">Popularitas rajabandot tidak terjadi begitu saja, melainkan melalui perkembangan tren digital yang terus berubah. Semakin banyak orang yang menggunakan internet, semakin besar pula peluang sebuah platform untuk dikenal luas. Rajabandot berhasil mendapatkan perhatian karena mampu mengikuti tren tersebut dengan cukup baik.</p>
<p data-start="3510" data-end="3863">Selain itu, penyebaran informasi melalui media sosial juga berperan besar dalam meningkatkan popularitas rajabandot. Banyak pengguna yang membagikan pengalaman mereka secara online, sehingga membuat nama rajabandot semakin sering muncul di berbagai platform digital. Hal ini secara tidak langsung memperkuat posisi rajabandot dalam dunia hiburan online.</p>
<h2 data-section-id="y32cnr" data-start="3865" data-end="3914">Pengalaman Pengguna dalam Mengakses Rajabandot</h2>
<p data-start="3916" data-end="4224">Pengalaman pengguna menjadi salah satu aspek terpenting dalam dunia digital saat ini. Rajabandot berusaha memberikan pengalaman yang nyaman dan tidak membingungkan bagi penggunanya. Desain yang sederhana dan akses yang mudah menjadi faktor utama yang membuat banyak orang tertarik untuk mencoba platform ini.</p>
<p data-start="4226" data-end="4584">Dalam dunia digital modern, pengguna cenderung tidak ingin membuang waktu dengan proses yang terlalu panjang. Oleh karena itu, rajabandot hadir dengan pendekatan yang lebih praktis sehingga pengguna bisa langsung menikmati layanan yang tersedia tanpa kesulitan berarti. Hal ini membuat pengalaman menggunakan rajabandot terasa lebih efisien dan menyenangkan.</p>
<h2 data-section-id="14ya93l" data-start="4586" data-end="4632">Peran Rajabandot dalam Dunia Hiburan Online</h2>
<p data-start="4634" data-end="4913">Dunia hiburan online terus berkembang dengan sangat cepat, dan rajabandot menjadi salah satu bagian dari perkembangan tersebut. Kehadiran platform seperti ini menunjukkan bahwa hiburan tidak lagi terbatas pada media tradisional, tetapi sudah sepenuhnya beralih ke sistem digital.</p>
<p data-start="4915" data-end="5246">Rajabandot memberikan gambaran bagaimana hiburan modern kini lebih terintegrasi dengan teknologi. Pengguna tidak lagi harus datang ke tempat tertentu untuk mendapatkan hiburan, karena semuanya sudah bisa diakses melalui perangkat digital. Hal ini menjadikan rajabandot sebagai bagian dari transformasi besar dalam industri hiburan.</p>
<h2 data-section-id="1iatj0b" data-start="5248" data-end="5313">Kesimpulan Rajabandot sebagai Bagian dari Transformasi Digital</h2>
<p data-start="5315" data-end="5596">Rajabandot dapat dilihat sebagai salah satu representasi dari perubahan besar dalam dunia digital saat ini. Dengan kemudahan akses, pengalaman pengguna yang sederhana, dan popularitas yang terus meningkat, rajabandot menjadi bagian dari tren hiburan online yang semakin berkembang.</p>
<p data-start="5598" data-end="5906" data-is-last-node="" data-is-only-node="">Di masa depan, perkembangan platform seperti rajabandot kemungkinan akan terus mengikuti perubahan teknologi dan kebutuhan pengguna. Dunia digital yang semakin maju akan membuka lebih banyak peluang bagi platform seperti ini untuk terus tumbuh dan memberikan pengalaman yang lebih baik bagi para penggunanya.</p>
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<title>Need Reliable MacBook Repair Pune Services for Your Device?</title>
<link>https://news.bangboxonline.com/Need-Reliable-MacBook-Repair-Pune-Services-for-Your-Device</link>
<guid>https://news.bangboxonline.com/Need-Reliable-MacBook-Repair-Pune-Services-for-Your-Device</guid>
<description><![CDATA[ Need trusted MacBook Repair Pune services? Get expert solutions for screen, battery, keyboard, software, and hardware issues with fast support. ]]></description>
<enclosure url="https://rapidrepair.in/wp-content/uploads/2023/04/thumbnail.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 13:03:20 +0500</pubDate>
<dc:creator>rapidrepair</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>MacBooks are known for their premium design, powerful performance, and long-lasting durability. However, like any electronic device, they can develop issues over time. Whether it’s a cracked screen, battery problem, keyboard malfunction, or software error, finding a trustworthy </span><strong><span>MacBook Repair Pune</span></strong><span> service becomes essential to keep your device running smoothly.</span></p>
<p class="isSelectedEnd"><span>For students, working professionals, business owners, and creative users, a MacBook is often more than just a laptop—it is a valuable tool for daily productivity. When problems arise, timely repairs can help prevent further damage and save you from costly replacements.</span></p>
<h2><span>Why Professional MacBook Repair Matters</span></h2>
<p class="isSelectedEnd"><span>Many users attempt to fix MacBook issues on their own after watching online tutorials. While this may seem like a cost-effective solution, it can often lead to more serious complications. MacBooks have sophisticated internal components that require specialized tools and technical expertise.</span></p>
<p class="isSelectedEnd"><span>Choosing a professional </span><a href="https://rapidrepair.in/pune/macbook-repair/"><strong><span>MacBook Repair Pune</span></strong></a><span><a href="https://rapidrepair.in/pune/macbook-repair/"> </a>service ensures that trained technicians diagnose the exact problem and provide the right solution. Experienced repair specialists can handle both hardware and software issues efficiently while protecting your important data.</span></p>
<p class="isSelectedEnd"><span>Professional repair services also use quality replacement parts, which helps maintain the performance and lifespan of your MacBook.</span></p>
<h2><span>Common MacBook Problems That Need Expert Attention</span></h2>
<p class="isSelectedEnd"><span>MacBook users frequently encounter a variety of issues. Some of the most common problems include:</span></p>
<h3><span>Screen Damage</span></h3>
<p class="isSelectedEnd"><span>Accidental drops or pressure can crack the display or cause screen flickering. A damaged screen affects productivity and should be repaired immediately by skilled technicians.</span></p>
<h3><span>Battery Issues</span></h3>
<p class="isSelectedEnd"><span>Over time, MacBook batteries lose their ability to hold a charge. If your laptop drains quickly, overheats, or shuts down unexpectedly, it may be time for a battery replacement.</span></p>
<h3><span>Keyboard and Trackpad Problems</span></h3>
<p class="isSelectedEnd"><span>Dust accumulation, liquid spills, or component wear can cause keyboard keys or trackpads to stop functioning properly. Professional repair services can identify and resolve these issues effectively.</span></p>
<h3><span>Logic Board Repairs</span></h3>
<p class="isSelectedEnd"><span>The logic board is one of the most important components of a MacBook. Power failures, liquid damage, or electrical issues can affect its performance. Specialists offering </span><strong><span>MacBook Repair Pune</span></strong><span> services can diagnose and repair logic board problems with precision.</span></p>
<h3><span>Software and Performance Issues</span></h3>
<p class="isSelectedEnd"><span>Slow performance, startup failures, application crashes, and macOS errors can disrupt daily work. Technical experts can troubleshoot software-related problems and restore optimal performance.</span></p>
<h2><span>Signs Your MacBook Needs Immediate Repair</span></h2>
<p class="isSelectedEnd"><span>Ignoring small issues can often result in larger and more expensive repairs. Here are some warning signs that indicate professional attention is needed:</span></p>
<ul data-spread="false">
<li><span>Frequent system crashes</span></li>
<li><span>Unusual overheating</span></li>
<li><span>Battery draining rapidly</span></li>
<li><span>Screen flickering or black display</span></li>
<li><span>Strange noises from internal components</span></li>
<li><span>Charging problems</span></li>
<li><span>Keyboard or trackpad unresponsiveness</span></li>
<li><span>Slow performance despite available storage</span></li>
</ul>
<p class="isSelectedEnd"><span>If you notice any of these symptoms, contacting a trusted </span><strong><span>MacBook Repair Pune</span></strong><span> provider can help prevent further complications.</span></p>
<h2><span>Benefits of Choosing Local MacBook Repair Services in Pune</span></h2>
<p class="isSelectedEnd"><span>Working with a local repair center offers several advantages compared to sending your device to distant service locations.</span></p>
<h3><span>Faster Turnaround Time</span></h3>
<p class="isSelectedEnd"><span>Local repair specialists can often diagnose and fix problems quickly, reducing downtime and helping you get back to work sooner.</span></p>
<h3><span>Personalized Customer Support</span></h3>
<p class="isSelectedEnd"><span>You can directly communicate with technicians, discuss concerns, and receive updates about the repair process.</span></p>
<h3><span>Cost-Effective Solutions</span></h3>
<p class="isSelectedEnd"><span>Many local experts provide affordable repair options without compromising service quality. This can be particularly beneficial for users facing out-of-warranty repairs.</span></p>
<h3><span>Easy Accessibility</span></h3>
<p class="isSelectedEnd"><span>A nearby </span><strong><span>MacBook Repair Pune</span></strong><span> center allows convenient drop-off and pickup services, saving both time and effort.</span></p>
<h2><span>How to Choose the Right MacBook Repair Service</span></h2>
<p class="isSelectedEnd"><span>Selecting the right repair provider is important for protecting your device and investment. Consider the following factors before making a decision:</span></p>
<h3><span>Experience and Expertise</span></h3>
<p class="isSelectedEnd"><span>Look for technicians who have extensive experience repairing various MacBook models, including MacBook Air and MacBook Pro devices.</span></p>
<h3><span>Genuine Parts Availability</span></h3>
<p class="isSelectedEnd"><span>Reliable service providers use quality replacement components that maintain performance and compatibility.</span></p>
<h3><span>Transparent Pricing</span></h3>
<p class="isSelectedEnd"><span>Choose repair centers that provide clear estimates without hidden charges.</span></p>
<h3><span>Customer Reviews</span></h3>
<p class="isSelectedEnd"><span>Online reviews and customer testimonials can offer valuable insights into service quality and customer satisfaction.</span></p>
<h3><span>Warranty on Repairs</span></h3>
<p class="isSelectedEnd"><span>A warranty reflects confidence in the repair work and gives customers additional peace of mind.</span></p>
<h2><span>Tips to Maintain Your MacBook After Repair</span></h2>
<p class="isSelectedEnd"><span>Once your MacBook has been repaired, proper maintenance can help avoid future issues.</span></p>
<ul data-spread="false">
<li><span>Keep your software updated regularly.</span></li>
<li><span>Avoid exposing the device to liquids.</span></li>
<li><span>Use protective cases and sleeves.</span></li>
<li><span>Clean the keyboard and vents periodically.</span></li>
<li><span>Avoid overcharging the battery continuously.</span></li>
<li><span>Back up important data regularly.</span></li>
<li><span>Use original chargers and accessories whenever possible.</span></li>
</ul>
<p class="isSelectedEnd"><span>These simple habits can significantly extend the lifespan of your device and reduce the need for frequent repairs.</span></p>
<h2><span>Why Timely Repairs Save Money</span></h2>
<p class="isSelectedEnd"><span>Many users delay repairs because the issue appears minor. Unfortunately, small problems often worsen over time. For example, a weak battery can affect internal components, while a cracked screen can lead to display failure.</span></p>
<p class="isSelectedEnd"><span>Investing in professional </span><strong><span>MacBook Repair Pune</span></strong><span> services at the earliest sign of trouble can help avoid expensive replacements and keep your laptop functioning efficiently. Early diagnosis also minimizes downtime and protects valuable data.</span></p>
<h2><span>Conclusion</span></h2>
<p class="isSelectedEnd"><span>A MacBook is a significant investment, and keeping it in excellent condition is essential for productivity and performance. Whether you're facing hardware damage, battery issues, screen problems, or software errors, choosing a reliable </span><strong><span>MacBook Repair Pune</span></strong><span> service can make all the difference.</span></p>
<p class="isSelectedEnd"><span>Professional technicians, quality parts, transparent pricing, and timely support ensure that your MacBook receives the care it deserves. By addressing issues promptly and following proper maintenance practices, you can enjoy years of smooth and reliable performance from your device.</span></p>
<h2><span>Frequently Asked Questions (FAQs)</span></h2>
<h3><span>1. How much does MacBook repair cost in Pune?</span></h3>
<p class="isSelectedEnd"><span>The cost depends on the type of issue, model, and replacement parts required. Minor repairs are generally more affordable than major component replacements.</span></p>
<h3><span>2. How long does a MacBook repair usually take?</span></h3>
<p class="isSelectedEnd"><span>Simple repairs may take a few hours, while complex issues such as logic board repairs can take several days.</span></p>
<h3><span>3. Can a damaged MacBook screen be repaired?</span></h3>
<p class="isSelectedEnd"><span>Yes, cracked or malfunctioning screens can usually be repaired or replaced by professional technicians.</span></p>
<h3><span>4. Is it worth repairing an old MacBook?</span></h3>
<p class="isSelectedEnd"><span>In many cases, repairing an older MacBook is more cost-effective than purchasing a new device, especially if the hardware is otherwise in good condition.</span></p>
<h3><span>5. Why should I choose a professional MacBook Repair Pune service?</span></h3>
<p><span>Professional repair services provide accurate diagnostics, quality parts, expert workmanship, and reliable solutions that help extend your MacBook’s lifespan.</span></p>]]> </content:encoded>
</item>

<item>
<title>Discover Top Rated UK Businesses with Local Page UK Today</title>
<link>https://news.bangboxonline.com/discover-top-rated-uk-businesses-with-local-page-uk-today</link>
<guid>https://news.bangboxonline.com/discover-top-rated-uk-businesses-with-local-page-uk-today</guid>
<description><![CDATA[ Discover top-rated UK businesses with Local Page UK. Boost visibility using the premier business directory UK and connect with your local community effectively. ]]></description>
<enclosure url="" length="368775" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 12:48:59 +0500</pubDate>
<dc:creator>BusinessdirectoryUK</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div>
<p style="text-align: justify;">Finding reliable companies in your area has never been easier. As consumers increasingly turn to the internet to source services, having a presence on a high-quality<span> </span><a href="https://localpage.uk/"><strong>business directory UK</strong></a><span> </span>is essential for any modern enterprise. Local Page UK serves as a robust platform that bridges the gap between service providers and eager customers. By utilizing our comprehensive business UK directory, you ensure your brand stands out in a crowded marketplace, fostering trust and driving tangible growth through targeted online visibility.</p>
<h2 style="text-align: justify;">Why Quality Listings Matter for Your Growth</h2>
<p style="text-align: justify;">Every entrepreneur understands that visibility translates to opportunity. When you list your services on a trusted<span> </span><a href="https://localpage.uk/"><strong>UK business directory</strong></a>, you immediately enhance your credibility. Consumers today perform rigorous research before making purchasing decisions, often favoring companies that appear on established platforms. By managing your profile on a premier business directories in the UK, you signal to both search engines and potential clients that your venture is professional, active, and ready to serve. This proactive approach to digital marketing ensures you remain top-of-mind when local demand spikes.</p>
<h3 style="text-align: justify;">The Power of Being Found in the Right Place</h3>
<p style="text-align: justify;">Visibility isn't just about being seen; it's about being seen by the right people at the right time. A highly optimized<span> </span><a href="https://localpage.uk/"><strong>directory of UK businesses</strong></a><span> </span>acts as a beacon for local search intent. When residents search for specific services near them, they rely on platforms that offer accurate information and genuine feedback. By maintaining a presence on a UK small business directory, you align your business with the needs of your immediate community, increasing the likelihood of turning local interest into loyal, repeat patronage.</p>
<h3 style="text-align: justify;">Enhancing Your Local SEO Strategy</h3>
<p style="text-align: justify;">Search Engine Optimization is the backbone of digital discoverability. Listing your company in reputable<span> </span><a href="https://localpage.uk/"><strong>business directories UK</strong></a><span> </span>provides critical citations that Google and other search engines use to verify your business information. Consistency across these platforms creates a signal of authority, which can significantly boost your organic search rankings. A well-structured directory UK business profile allows you to include essential NAP (Name, Address, Phone) details, ensuring your business appears exactly where customers are looking.</p>
<h3 style="text-align: justify;">Connecting with Your Target Audience</h3>
<p style="text-align: justify;">Understanding your customer is the key to sustainable success. When you register with a leading<span> </span><a href="https://localpage.uk/"><strong>business directories in UK</strong></a>, you are not just adding a link to your website; you are entering a network of engaged users. These platforms allow you to showcase your unique value proposition and highlight what makes your business superior to competitors. By leveraging an<span> </span><a href="https://localpage.uk/"><strong>online business directory UK</strong></a>, you provide a streamlined experience that helps customers navigate their options, ultimately simplifying their path to choosing your brand.</p>
<h3 style="text-align: justify;">Building Trust Through Transparent Reviews</h3>
<p style="text-align: justify;">Trust is the currency of the digital age. Potential clients often look for social proof before interacting with a new company. Platforms that feature reviews provide an invaluable layer of authenticity. By actively encouraging your satisfied clients to leave feedback on your profile, you build a stellar reputation. This transparency not only helps you attract new customers but also provides you with actionable insights to refine your services and maintain high standards of operation across your business activities.</p>
<h3 style="text-align: justify;">Maximizing Your Reach with Premium Features</h3>
<p style="text-align: justify;">While basic visibility is important, standing out requires an extra edge. Many platforms offer premium tools to help you capture more attention. Utilizing features such as featured listings or enhanced profile branding can put your business at the very top of search results. This strategic investment ensures that when customers are ready to buy, your brand is the first one they encounter, giving you a distinct advantage in a competitive market.</p>
<h3 style="text-align: justify;">Integrating Your Digital Marketing Efforts</h3>
<p style="text-align: justify;">Your directory listing should be part of a broader marketing strategy. Ensure that your presence on these sites is synchronized with your social media efforts, email campaigns, and overall website content. Consistency across all channels reinforces your brand identity and ensures that customers receive a unified message, no matter where they find you. A holistic approach ensures that your business remains relevant and resilient in an ever-changing digital landscape.</p>
<h3 style="text-align: justify;">Future-Proofing Your Business Visibility</h3>
<p style="text-align: justify;">The digital landscape continues to evolve, and the importance of location-based search is only growing. Keeping your information current and optimizing your profile regularly is a necessity for long-term success. As you expand your services or update your contact details, ensure these changes are reflected immediately. Proactive management ensures that you never miss an opportunity to connect with a potential client, securing your place as a leader in your sector.</p>
<h3 style="text-align: justify;">Achieving Success with Local Page UK</h3>
<p style="text-align: justify;">Local Page UK offers the infrastructure and the audience you need to thrive. By focusing on quality, accuracy, and customer engagement, our platform provides the perfect environment for your business to grow. Whether you are a small startup or an established firm, the potential for increased reach and enhanced brand awareness is immense. We invite you to join our community today, optimize your presence, and watch your business reach new heights in the vibrant UK marketplace.</p>
<h3 style="text-align: justify;">Frequently Asked Questions</h3>
<h4 style="text-align: justify;">How do business directories improve my search ranking?</h4>
<p style="text-align: justify;">Search engines look for consistent name, address, and phone number information across the web. Listing your business on reputable sites acts as a citation, signaling to search engines that your information is accurate, which helps boost your local search ranking results.</p>
<h4 style="text-align: justify;">Is there a benefit to using industry-specific directories?</h4>
<p style="text-align: justify;">Yes, industry-specific directories often attract a highly targeted audience. While general directories provide broad visibility, niche sites ensure you connect directly with individuals specifically looking for your services, leading to a much higher chance of conversion for your company.</p>
<h4 style="text-align: justify;">How often should I update my business listing information?</h4>
<p style="text-align: justify;">You should review your listing at least once every quarter or whenever there is a change to your contact details, hours of operation, or services offered. Keeping your data fresh and accurate is crucial for maintaining customer trust and professional standards.</p>
<h4 style="text-align: justify;">Why is consistency across different platforms important?</h4>
<p style="text-align: justify;">Consistency, known as NAP (Name, Address, Phone) consistency, is vital because search engines use this data to verify your business. Mismatched details can confuse algorithms and potential customers alike, potentially harming your rankings and making you look less professional online.</p>
<h4 style="text-align: justify;">Can reviews on directories actually drive more sales?</h4>
<p style="text-align: justify;">Absolutely. Most modern consumers read reviews before making a purchase. Positive feedback builds instant credibility, reducing customer anxiety about trying a new business. By showcasing positive experiences, you provide the social proof needed to convince hesitant prospects to choose you.</p>
<h4 style="text-align: justify;">What makes a business listing effective?</h4>
<p style="text-align: justify;">An effective listing is complete, accurate, and engaging. It should include high-quality images, a clear description of your services, your working hours, and a direct link to your website. Active management, including responding to reviews, further enhances the overall effectiveness.</p>
<h4 style="text-align: justify;">Should I pay for premium listings?</h4>
<p style="text-align: justify;">Premium listings often provide benefits like top-of-search placement, removal of competitor ads, and advanced analytics. If you have a budget for advertising, they can be highly effective for increasing visibility and capturing market share in competitive areas or industries.</p>
<h4 style="text-align: justify;">How do I handle negative reviews on these platforms?</h4>
<p style="text-align: justify;">Respond professionally, calmly, and promptly. Acknowledge the customer's frustration, apologize for their experience, and offer to resolve the issue offline. This demonstrates to potential customers that you care about quality service and are committed to customer satisfaction, often mitigating negative impressions.</p>
<h4 style="text-align: justify;">Do these platforms work for B2B businesses?</h4>
<p style="text-align: justify;">Yes, they are very effective for B2B. Many corporate buyers use these platforms to find service providers, partners, or suppliers. A professional listing showcases your expertise and stability, which are key factors that corporate clients consider when selecting a reliable business partner.</p>
<h4 style="text-align: justify;">Why should I choose this specific directory over others?</h4>
<p style="text-align: justify;">Choosing the right platform depends on traffic quality, site authority, and user interface. Our platform focuses on providing a clean, user-friendly experience that helps local customers find the right businesses quickly, ensuring your investment in listing yields actual, measurable interest and growth.</p>
<p style="text-align: justify;"></p>
</div>
<h2 style="text-align: justify;"><strong>Get In Touch </strong></h2>
<h2 style="text-align: justify;"><strong>Email: contact@localpage.uk</strong></h2>
<h2 style="text-align: justify;"><strong>Website: </strong><strong>www.localpage.uk</strong></h2>]]> </content:encoded>
</item>

<item>
<title>Custom vs. Ready&#45;Made Sportsbook Software: Pros, Cons, and Cost Breakdown</title>
<link>https://news.bangboxonline.com/Sports-Prediction-Software-72312</link>
<guid>https://news.bangboxonline.com/Sports-Prediction-Software-72312</guid>
<description><![CDATA[ Custom or ready-made sportsbook software which one delivers better ROI? Explore the real costs, benefits, limitations, and growth potential of each solution. Learn how Sports Prediction Software Development, AI-powered analytics, and sportsbook technology can give your business a competitive edge in today&#039;s fast-growing betting market. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a33c0e95e4.jpg" length="111274" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 12:21:02 +0500</pubDate>
<dc:creator>michal steve</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The online sports betting industry is growing faster than ever, creating exciting opportunities for business owners, entrepreneurs, startup founders, and sportsbook operators. However, before launching a sportsbook platform, one of the biggest decisions you'll face is whether to choose custom sportsbook software or a ready-made sportsbook solution.</span></p>
<p dir="ltr"><span>At first glance, both options may seem similar because they allow you to launch a betting platform. But when it comes to scalability, user experience, long-term costs, and advanced features like Sports Prediction Software, the differences become significant.</span></p>
<p dir="ltr"><span>In this guide, we'll break down the pros, cons, and costs of both options so you can choose the solution that best fits your business goals.</span></p>
<h2 dir="ltr"><span>What Is Sports Prediction Software and Why Does It Matter?</span></h2>
<p dir="ltr"><span>Sports Prediction Software is a technology solution that helps predict sports outcomes using historical data, statistics, machine learning, and real-time sports information. Instead of relying purely on guesswork, the software analyzes large amounts of data to generate more accurate predictions and betting insights.</span></p>
<p dir="ltr"><span>For sportsbook operators, this technology can be a game-changer. It helps improve betting recommendations, supports smarter odds management, and creates a more engaging experience for users.</span></p>
<p dir="ltr"><span>As competition in the betting industry increases, many businesses are investing in Sports Prediction Software Development to offer advanced features such as AI-powered predictions, predictive analytics, personalized betting suggestions, and automated risk management.</span></p>
<p dir="ltr"><span>Simply put, the better your prediction capabilities, the more value you can provide to your users.</span></p>
<h2 dir="ltr"><span>Should You Choose Custom or Ready-Made Sportsbook Software?</span></h2>
<p dir="ltr"><span>This is one of the first questions every sportsbook entrepreneur asks. The answer depends on several factors, including your budget, launch timeline, business model, and long-term growth plans.</span></p>
<p dir="ltr"><span>If you're looking for a quick entry into the market, a ready-made solution may seem attractive. However, if you want complete control over your platform and plan to scale your business in the future, custom development may be the better investment.</span></p>
<p dir="ltr"><span>Let's look at both options in detail.</span></p>
<h2 dir="ltr"><span>Custom Sportsbook Software: What Are the Advantages?</span></h2>
<p dir="ltr"><span>Custom sportsbook software is built specifically for your business. Instead of using a generic platform, every feature is designed around your goals, branding, and customer requirements.</span></p>
<h3 dir="ltr"><span>Pros of Custom Sportsbook Software</span></h3>
<p dir="ltr"><span>One of the biggest advantages of custom development is flexibility. You can create a platform that perfectly matches your vision without being restricted by pre-built limitations.</span></p>
<p dir="ltr"><span>Key benefits include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Complete ownership of your sportsbook platform</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Unique branding and user experience</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Easier integration with Sports Prediction Software</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better scalability as your business grows</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Stronger security and compliance controls</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Freedom to add new features whenever needed</span></p>
</li>
</ul>
<p dir="ltr"><span>For example, if you plan to integrate AI-driven sports betting algorithms, predictive analytics, or advanced player behavior tracking, a custom platform gives you the freedom to build these features exactly the way you want.</span></p>
<h3 dir="ltr"><span>Cons of Custom Sportsbook Software</span></h3>
<p dir="ltr"><span>While custom development offers many advantages, it also comes with some challenges.</span></p>
<p dir="ltr"><span>The biggest drawback is the higher upfront investment. Developing a platform from scratch requires time, planning, and a skilled development team.</span></p>
<p dir="ltr"><span>Other limitations include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Higher initial development costs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Longer time to launch</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ongoing maintenance responsibilities</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Need for technical expertise</span></p>
</li>
</ul>
<p dir="ltr"><span>However, many sportsbook operators view these costs as a long-term investment because the platform can be customized and expanded as the business grows.</span></p>
<h2 dir="ltr"><span>Is Ready-Made Sportsbook Software a Better Option?</span></h2>
<p dir="ltr"><span>Ready-made sportsbook software is a pre-built solution that allows businesses to launch quickly without spending months on development.</span></p>
<p dir="ltr"><span>For startups or entrepreneurs testing the market, this option can be a practical starting point.</span></p>
<h3 dir="ltr"><span>Pros of Ready-Made Sportsbook Software</span></h3>
<p dir="ltr"><span>The main advantage of ready-made software is speed. Since the platform is already developed, you can enter the market much faster.</span></p>
<p dir="ltr"><span>Other benefits include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Lower upfront costs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Faster deployment</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Proven functionality</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Technical support from the provider</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduced development risks</span></p>
</li>
</ul>
<p dir="ltr"><span>If your goal is to validate your business idea or start generating revenue quickly, ready-made software can help you get started without a major financial commitment.</span></p>
<h3 dir="ltr"><span>Cons of Ready-Made Sportsbook Software</span></h3>
<p dir="ltr"><span>Although ready-made solutions are convenient, they often come with limitations.</span></p>
<p dir="ltr"><span>Because the platform is shared across multiple operators, customization options are usually restricted. This can make it difficult to create a unique brand experience.</span></p>
<p dir="ltr"><span>Common drawbacks include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Limited customization capabilities</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Dependence on third-party vendors</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Restricted feature development</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Potential scalability issues</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Limited control over future updates</span></p>
</li>
</ul>
<p dir="ltr"><span>As your business grows, these limitations may become more noticeable, especially if you want advanced Sports Prediction Software integration or custom betting features.</span></p>
<h2 dir="ltr"><span>How Much Does Sportsbook Software Cost?</span></h2>
<p dir="ltr"><span>Cost is often one of the most important factors when choosing between custom and ready-made sportsbook solutions.</span></p>
<h3 dir="ltr"><span>Ready-Made Sportsbook Software Cost</span></h3>
<p dir="ltr"><span>Ready-made sportsbook software generally costs between $5,000 and $50,000, depending on the provider and included features.</span></p>
<p dir="ltr"><span>However, it's important to look beyond the initial price.</span></p>
<p dir="ltr"><span>Additional expenses may include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Monthly licensing fees</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Revenue-sharing agreements</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sports data feed subscriptions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Payment gateway charges</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Maintenance and support fees</span></p>
</li>
</ul>
<p dir="ltr"><span>While the upfront investment is lower, recurring costs can increase over time.</span></p>
<h3 dir="ltr"><span>Custom Sportsbook Software Development Cost</span></h3>
<p dir="ltr"><span>Custom sportsbook development typically ranges from $50,000 to $500,000 or more, depending on project complexity.</span></p>
<p dir="ltr"><span>Several factors influence the final cost, including:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Platform architecture</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>UI/UX design</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sports Prediction Software integration</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Machine learning implementation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Real-time analytics</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Payment systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Security features</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Regulatory compliance requirements</span></p>
</li>
</ul>
<p dir="ltr"><span>Businesses investing in </span><a href="https://www.beleaftechnologies.com/sports-prediction-software-development"><span>advanced Sports Prediction Software</span></a><span> Development may also allocate budget for AI models, predictive analytics tools, and continuous performance optimization.</span></p>
<h2 dir="ltr"><span>Which Solution Offers Better Scalability?</span></h2>
<p dir="ltr"><span>Scalability is a critical consideration for any entrepreneur planning long-term growth. Custom sportsbook software is generally the better option for scaling because it is designed around your future requirements. As user traffic increases or new markets become available, the platform can evolve alongside your business.</span></p>
<p dir="ltr"><span>Ready-made solutions can support growth to a certain point, but many operators eventually face limitations when trying to add custom features or handle higher betting volumes.</span></p>
<p dir="ltr"><span>If your goal is to build a large, future-ready sportsbook business, custom development provides more flexibility and room for expansion.</span></p>
<h2 dir="ltr"><span>Can Sports Prediction Software Improve Sportsbook Performance?</span></h2>
<p dir="ltr"><span>Yes, and this is one of the main reasons why sportsbooks are increasingly investing in predictive technologies. Sports Prediction Software helps operators make smarter business decisions by analyzing large amounts of sports and betting data.</span></p>
<p dir="ltr"><span>Key benefits include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>More accurate predictions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved odds management</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better risk assessment</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Personalized betting recommendations</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Higher user engagement</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increased customer retention</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Data-driven business insights</span></p>
</li>
</ul>
<p dir="ltr"><span>By combining artificial intelligence, machine learning, predictive analytics, and real-time sports data, sportsbook operators can create a more competitive and profitable platform.</span></p>
<h2 dir="ltr"><span>Which Option Is Best for Your Business?</span></h2>
<p dir="ltr"><span>The right choice ultimately depends on your business objectives.</span></p>
<p dir="ltr"><span>A ready-made solution is often best for startups looking for a quick launch with limited upfront investment.</span></p>
<p dir="ltr"><span>A custom sportsbook platform is typically the better choice for businesses that want complete control, advanced features, long-term scalability, and seamless integration with Sports Prediction Software.</span></p>
<p dir="ltr"><span>If you plan to build a strong brand and compete in a rapidly evolving betting market, custom development can provide a significant competitive advantage.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Choosing between custom and ready-made sportsbook software is not just a technology decision, it's a business decision that can impact your growth, profitability, and long-term success.</span></p>
<p dir="ltr"><span>Ready-made solutions offer speed and affordability, making them ideal for businesses entering the market quickly. Custom solutions require a larger investment but provide greater flexibility, scalability, and differentiation.</span></p>
<p dir="ltr"><span>As the sports betting industry becomes increasingly data-driven, investing in Sports Prediction Software and Sports Prediction Software Development can help sportsbook operators improve user engagement, optimize betting experiences, and gain a competitive edge. By carefully evaluating your business goals, budget, and growth plans, you can select the solution that positions your sportsbook for lasting success.</span></p>
<p></p>]]> </content:encoded>
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<title>What Are the Most Common Causes of Treatment Failure in Varicose Vein Cases</title>
<link>https://news.bangboxonline.com/What-Are-the-Most-Common-Causes-of-Treatment-Failure-in-Varicose-Vein-Cases</link>
<guid>https://news.bangboxonline.com/What-Are-the-Most-Common-Causes-of-Treatment-Failure-in-Varicose-Vein-Cases</guid>
<description><![CDATA[ Suffering from painful, bulging leg veins? Dr. Rema Malik provides advanced, minimally invasive varicose vein treatment with personalized care ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a32cc85935.jpg" length="37882" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 12:16:46 +0500</pubDate>
<dc:creator>remamalikmd1</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Varicose veins are a common vascular condition that affects millions of people worldwide. Characterized by enlarged, twisted, and visible veins, they often develop in the legs due to weakened vein walls or malfunctioning valves. While modern treatment options have significantly improved patient outcomes, not every procedure delivers the expected results. In some cases, symptoms persist, veins reappear, or new problem veins develop after treatment.</span></p>
<p dir="ltr"><span>Understanding the causes of treatment failure is essential for both patients and healthcare providers. By identifying the factors that contribute to unsuccessful outcomes, individuals can make informed decisions and improve the likelihood of long-term relief. This article explores the most common reasons why varicose vein treatments fail and what can be done to prevent these issues.</span></p>
<h2 dir="ltr"><span>Incomplete Diagnosis of Underlying Vein Disease</span></h2>
<p dir="ltr"><span>One of the leading causes of treatment failure is an incomplete assessment of the underlying venous condition. Varicose veins are often a symptom of a deeper problem within the venous system. If the source of the issue is not accurately identified, treatment may only address visible veins while leaving the root cause untreated.</span></p>
<p dir="ltr"><span>Advanced diagnostic tools, particularly duplex ultrasound imaging, help identify reflux in deeper veins and reveal the full extent of venous disease. When a comprehensive evaluation is skipped or rushed, patients may experience recurring symptoms despite undergoing treatment.</span></p>
<h2 dir="ltr"><span>Failure to Treat All Affected Veins</span></h2>
<p dir="ltr"><span>Many patients have multiple veins contributing to their condition. Treating only the most visible varicose veins may provide temporary cosmetic improvement, but untreated veins can continue to cause symptoms and lead to recurrence.</span></p>
<p dir="ltr"><span>A qualified </span><a href="https://remamalikmd.com/vein-treatment-houston-tx/varicose-vein/"><span>vein specialist in Houston</span></a><span> will typically perform a detailed examination to identify all problematic veins before recommending a treatment plan. Addressing the complete network of affected veins helps reduce the risk of future complications and improves overall treatment success.</span></p>
<h2 dir="ltr"><span>Recurrence Due to Disease Progression</span></h2>
<p dir="ltr"><span>Varicose vein disease is often progressive in nature. Even after successful treatment, new veins may become damaged over time. This does not necessarily mean the original procedure failed; rather, the condition itself continues to develop.</span></p>
<p dir="ltr"><span>Factors such as aging, genetics, hormonal changes, prolonged standing, and obesity can contribute to the progression of venous disease. Patients should understand that long-term management and periodic monitoring may be necessary to maintain healthy veins and prevent future issues.</span></p>
<h2 dir="ltr"><span>Poor Patient Compliance After Treatment</span></h2>
<p dir="ltr"><span>Post-treatment care plays a critical role in recovery and long-term outcomes. Unfortunately, some patients do not follow the instructions provided by their healthcare provider, increasing the likelihood of complications or recurrence.</span></p>
<p dir="ltr"><span>Common recommendations include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Wearing compression stockings as directed</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Walking regularly to promote circulation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Avoiding prolonged sitting or standing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Attending follow-up appointments</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Maintaining a healthy weight</span></p>
</li>
</ul>
<p dir="ltr"><span>Ignoring these guidelines can interfere with healing and reduce the effectiveness of the procedure. Successful treatment requires active participation from both the patient and the healthcare team.</span></p>
<h2 dir="ltr"><span>Choosing an Inappropriate Treatment Method</span></h2>
<p dir="ltr"><span>Not every treatment option is suitable for every patient. The effectiveness of a procedure depends on factors such as vein size, location, severity of disease, and overall health.</span></p>
<p dir="ltr"><span>For example, treatments like sclerotherapy may work well for smaller veins but may not be the best solution for larger veins with significant reflux. Similarly, some patients may benefit more from endovenous laser therapy or radiofrequency ablation than from traditional surgical approaches.</span></p>
<p dir="ltr"><span>Selecting the wrong treatment method can result in incomplete closure of affected veins, persistent symptoms, or the need for additional procedures. A personalized treatment plan is essential for achieving the best possible outcome.</span></p>
<h2 dir="ltr"><span>Technical Errors During the Procedure</span></h2>
<p dir="ltr"><span>Even advanced vein treatments require skill and precision. Technical mistakes during the procedure can contribute to treatment failure.</span></p>
<p dir="ltr"><span>Examples include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Incomplete closure of the targeted vein</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Incorrect placement of treatment devices</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Insufficient delivery of treatment energy</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Missing secondary refluxing veins</span></p>
</li>
</ul>
<p dir="ltr"><span>These issues may prevent the vein from fully sealing or allow blood to continue flowing through damaged pathways. Choosing an experienced provider with specialized training can significantly reduce the risk of procedural errors.</span></p>
<h2 dir="ltr"><span>Genetic Predisposition</span></h2>
<p dir="ltr"><span>Genetics play a major role in the development and recurrence of varicose veins. Individuals with a family history of venous disease are more likely to experience ongoing vein problems, even after successful treatment.</span></p>
<p dir="ltr"><span>Inherited weaknesses in vein walls and valves can make patients more susceptible to developing new varicose veins over time. While genetic factors cannot be changed, early intervention and regular monitoring can help manage the condition more effectively.</span></p>
<h2 dir="ltr"><span>Obesity and Lifestyle Factors</span></h2>
<p dir="ltr"><span>Excess body weight places additional pressure on the veins in the legs, making it harder for blood to return to the heart. This increased strain can contribute to treatment failure and accelerate the development of new varicose veins.</span></p>
<p dir="ltr"><span>Other lifestyle factors that may negatively affect treatment outcomes include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sedentary behavior</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Smoking</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Poor dietary habits</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Limited physical activity</span></p>
</li>
</ul>
<p dir="ltr"><span>Adopting healthier habits can improve circulation, support vein health, and enhance the long-term success of treatment.</span></p>
<h2 dir="ltr"><span>Hormonal Influences</span></h2>
<p dir="ltr"><span>Hormonal fluctuations can affect vein function and contribute to the recurrence of varicose veins. Women are particularly vulnerable during pregnancy, menopause, and periods of hormonal therapy.</span></p>
<p dir="ltr"><span>Hormones can relax vein walls, making it easier for veins to stretch and valves to weaken. Patients with significant hormonal changes may experience new vein issues even after previously successful treatment. Monitoring and ongoing care are often necessary in these situations.</span></p>
<h2 dir="ltr"><span>Lack of Follow-Up Care</span></h2>
<p dir="ltr"><span>Follow-up appointments are an important component of vein treatment. These visits allow healthcare providers to assess healing, identify any complications, and detect early signs of recurrence.</span></p>
<p dir="ltr"><span>Some patients assume that treatment is complete once symptoms improve and skip scheduled evaluations. However, untreated residual veins or newly developing reflux can go unnoticed without proper monitoring.</span></p>
<p dir="ltr"><span>Working with a trusted vein specialist in Houston and attending regular follow-up visits can help ensure long-term success and timely intervention when needed.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Varicose vein treatment has advanced considerably, offering patients safe and effective solutions for symptom relief and improved quality of life. However, treatment failure can still occur for a variety of reasons, including incomplete diagnosis, untreated veins, disease progression, poor post-treatment compliance, technical errors, and lifestyle factors.</span></p>
<p dir="ltr"><span>Understanding these common causes empowers patients to take a proactive role in their care. Comprehensive evaluation, individualized treatment planning, healthy lifestyle choices, and ongoing follow-up are all essential for achieving lasting results. By addressing both the symptoms and the underlying causes of venous disease, patients can maximize the benefits of treatment and reduce the risk of recurrence in the future.</span></p>
<p></p>]]> </content:encoded>
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<title>Green Construction Helmet for Safety Use</title>
<link>https://news.bangboxonline.com/ladwas.com</link>
<guid>https://news.bangboxonline.com/ladwas.com</guid>
<description><![CDATA[ Green construction helmets are designed to provide head protection for workers in construction and industrial environments. These helmets are durable, lightweight, and comfortable for long-term use. They help prevent serious injuries caused by falling objects and are an essential part of workplace safety gear. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a3021019f4.jpg" length="64116" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 12:05:17 +0500</pubDate>
<dc:creator>Jems Smith</dc:creator>
<media:keywords>Green Construction Helmet</media:keywords>
<content:encoded><![CDATA[<h1><span style="font-size: 18.0pt; font-family: 'Georgia','serif';">Essential Road Safety Equipment for Safer Roads and Construction Zones<o:p></o:p></span></h1>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Road safety equipment plays a crucial role in preventing accidents, guiding traffic, and protecting both workers and road users. Whether it's a highway project, urban construction site, parking facility, or industrial zone, proper safety infrastructure helps create a controlled and secure environment. Modern road safety solutions include barricades, traffic dividers, speed breakers, safety helmets, traffic cones, and reflective devices designed to improve visibility and traffic management. <o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Road Safety Equipments List for Traffic Management<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">A comprehensive <b><a href="https://ladwas.com/product-category/road-traffic-safety/?utm_source=chatgpt.com" target="_new"><span style="color: blue;">Road Safety Equipments List</span></a></b> typically includes products designed to regulate traffic flow, improve visibility, and reduce accident risks.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Common road safety equipment includes:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Traffic cones <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Road barricades <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Traffic dividers <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Speed breakers <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Road studs <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Delineators <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Reflective signs <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Crash barriers <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Safety mirrors <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Warning lights <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">These products are widely used on highways, city roads, construction sites, parking areas, and industrial facilities. <o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Road Breaker Solutions for Speed Control<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">A <b><a href="https://ladwas.com/product-category/road-traffic-safety/road-humps-speed-breakers/" target="_new"><span style="color: blue;">Road Breaker</span></a></b> is an effective traffic-calming solution designed to reduce vehicle speed in sensitive areas.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Common applications include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">School zones <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Residential communities <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Hospital entrances <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Parking facilities <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Industrial premises <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Speed breakers encourage safer driving behavior and help protect pedestrians and workers in high-traffic areas. Community discussions around road safety consistently identify speed-control devices as important tools for accident prevention. <o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Traffic Safety Barricades for Hazard Protection<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Reliable <b><a href="https://ladwas.com/product/3pc-yellow-road-barricade-for-road-safety/" target="_new"><span style="color: blue;">Traffic Safety Barricades</span></a></b> help control access, redirect traffic, and secure work zones. LADWA offers multiple barricade solutions, including water-filled, interlockable, and heavy-duty traffic barricades for temporary and permanent safety applications. <o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Benefits include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Improved traffic control <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Hazard area segregation <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Enhanced pedestrian safety <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Better visibility during construction work <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Flexible deployment and relocation <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Barricades are among the most commonly used road safety products for infrastructure and maintenance projects. <o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Traffic Divider for Organized Vehicle Movement<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">A <b><a href="https://ladwas.com/product/interlockable-road-barrier/" target="_new"><span style="color: blue;">Traffic Divider</span></a></b> helps separate lanes, guide vehicles, and reduce the risk of collisions.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Key advantages include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Better lane discipline <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Improved traffic flow <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Enhanced road visibility <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Reduced vehicle conflicts <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Increased driver awareness <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Traffic dividers are widely used on highways, urban roads, parking lots, and construction zones. <o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Green Construction Helmet for Worker Protection<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">A <b><a href="https://ladwas.com/product/ladwa-green-superior-industrial-safety-helmet/" target="_new"><span style="color: blue;">Green Construction Helmet</span></a></b> is an essential piece of personal protective equipment designed to safeguard workers from head injuries on construction and industrial sites.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Benefits include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Impact protection <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Enhanced workplace safety <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Compliance with safety standards <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Comfortable long-duration wear <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Improved worker confidence <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Safety helmets remain one of the most important protective tools across construction, infrastructure, and manufacturing industries. <o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Why Road Safety Equipment Matters<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Proper safety equipment helps organizations:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Reduce accident risks <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Improve worker safety <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Enhance traffic efficiency <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Support regulatory compliance <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Protect public infrastructure <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Road safety experts and industry discussions consistently emphasize that effective signage, barriers, traffic control devices, and protective equipment are fundamental components of safer roads. <o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Final Thoughts<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">From speed breakers and traffic barricades to traffic dividers and construction helmets, road safety equipment plays a vital role in protecting lives and improving traffic management. Investing in high-quality safety products helps create safer roads, more efficient construction zones, and better working environments for everyone.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Organizations that prioritize road safety infrastructure not only improve compliance but also contribute to a safer and more organized transportation network. <o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Georgia','serif';"><o:p> </o:p></span></p>]]> </content:encoded>
</item>

<item>
<title>The Best XAUUSD Trading Bots in 2026: Tested and Reviewed</title>
<link>https://news.bangboxonline.com/the-best-xauusd-trading-bots-in-2026-tested-and-reviewed</link>
<guid>https://news.bangboxonline.com/the-best-xauusd-trading-bots-in-2026-tested-and-reviewed</guid>
<description><![CDATA[ The best XAUUSD Trading Bots in 2026 are not defined by unrealistic promises or aggressive marketing claims. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a2ebbba3c1.jpg" length="87718" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 11:59:19 +0500</pubDate>
<dc:creator>Smith taylor</dc:creator>
<media:keywords>XAUUSD Trading Bot</media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr"><span>Introduction</span></h2>
<p dir="ltr"><span>The gold market entered a new phase in 2026. Traders are no longer competing only against market volatility, they are competing against speed. A price movement that once took several minutes can now happen within seconds after a major economic announcement. Because of this shift, many traders are moving away from purely manual methods and exploring automation as a practical solution. This growing demand has made the XAUUSD trading bot one of the most discussed tools in the forex industry. Rather than spending hours watching charts, traders are looking for systems capable of reacting to market changes instantly while maintaining consistent execution.</span></p>
<h2 dir="ltr"><span>Why Gold Trading Has Changed in 2026</span></h2>
<p dir="ltr"><span>Gold is no longer influenced by a single factor. Inflation updates, central bank policies, global conflicts, institutional demand, and currency fluctuations can all impact prices within the same trading session. For manual traders, processing multiple market signals simultaneously can be challenging. Automation addresses this challenge by turning trading rules into executable actions. Instead of continuously monitoring charts, traders can rely on predefined logic that works around the clock. This change is one of the biggest reasons why automated gold trading is gaining momentum among both experienced and new market participants.</span></p>
<h2 dir="ltr"><span>What Separates a Modern XAUUSD Trading Bot from Older Systems?</span></h2>
<p dir="ltr"><span>A few years ago, many trading bots relied on simple technical indicators and repetitive strategies. Modern systems are evolving beyond that approach. Today's XAUUSD trading bot solutions are designed to analyze market conditions rather than blindly follow signals. The latest generation of bots often focuses on:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Market structure recognition</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Trend strength analysis</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Dynamic risk management</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Volatility adaptation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Multi-session trading logic</span></p>
</li>
</ul>
<p dir="ltr"><span>This evolution allows automation systems to operate more effectively in changing market environments.</span></p>
<h2 dir="ltr"><span>The Growing Role of Data-Driven Decisions</span></h2>
<p dir="ltr"><span>One reason traders are adopting automation is the increasing amount of market data available every day. Human traders may struggle to evaluate hundreds of variables at once. A properly configured gold trading bot can process information much faster and apply predefined rules consistently. This shift from emotional decisions to data-driven execution is changing how traders approach the gold market. As a result, many traders now consider automation a strategic advantage rather than simply a convenience.</span></p>
<h2 dir="ltr"><span>Why MT5 Continues to Dominate Gold Trading Automation</span></h2>
<p dir="ltr"><span>The popularity of the MT5 trading bot ecosystem continues to rise because traders want flexibility. MetaTrader 5 supports advanced charting, custom indicators, automated execution, and strategy testing within a single environment. For developers, it provides a framework for creating sophisticated automation systems. For traders, it offers a familiar platform capable of handling complex trading workflows. This combination is helping MT5 remain one of the preferred platforms for automated gold trading in 2026.</span></p>
<h2 dir="ltr"><span>The Rise of Adaptive Trading Systems</span></h2>
<p dir="ltr"><span>One interesting trend emerging in 2026 is adaptive automation. Traditional bots often follow fixed instructions regardless of market conditions. Adaptive systems are designed to respond differently depending on volatility, liquidity, and market behavior. For example, a bot may use one approach during trending markets and another during consolidation phases. This flexibility is becoming increasingly important as gold markets experience frequent changes in momentum and sentiment.</span></p>
<h2 dir="ltr"><span>Why Risk Management Matters More Than Accuracy</span></h2>
<p dir="ltr"><span>Many traders search for the "most accurate" gold trading EA, but accuracy alone does not determine long-term performance. A system that wins frequently but lacks proper risk controls can still produce poor results. The most respected automation solutions focus heavily on:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Position sizing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Exposure management</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Capital preservation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Drawdown control</span></p>
</li>
</ul>
<p dir="ltr"><span>In modern trading environments, risk management often has a greater impact on sustainability than prediction accuracy.</span></p>
<h2 dir="ltr"><span>Algorithmic Trading Is Becoming Mainstream</span></h2>
<p dir="ltr"><span>Algorithmic trading for gold was once associated mainly with institutional firms and large financial organizations. That landscape is changing. Today, smaller trading firms, independent traders, and fintech startups are increasingly adopting automation technologies. Improved infrastructure and accessible development frameworks have made advanced trading systems available to a much wider audience. As adoption grows, algorithmic trading is becoming a standard component of modern trading operations.</span></p>
<h2 dir="ltr"><span>What Businesses Can Learn from the Automation Trend</span></h2>
<p dir="ltr"><span>The growing demand for gold trading software is creating opportunities beyond trading itself. Technology companies are recognizing the market potential of automation-focused solutions. Businesses entering this space are developing:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Trading automation platforms</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Portfolio management systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Market analytics tools</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Risk monitoring solutions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Strategy optimization platforms</span></p>
</li>
</ul>
<p dir="ltr"><span>This broader ecosystem shows that trading automation is evolving into an entire technology sector rather than a niche product category.</span></p>
<h2 dir="ltr"><span>The Future of Gold Trading Bots</span></h2>
<p dir="ltr"><span>Looking ahead, automation is expected to become even more intelligent and personalized. Future systems may integrate advanced analytics, machine learning models, and enhanced market interpretation capabilities. However, the core objective will remain the same: helping traders respond to market opportunities more efficiently while maintaining disciplined execution. As competition within financial markets continues increasing, automation is likely to become a standard part of trading operations rather than an optional enhancement.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>The best </span><a href="https://www.beleaftechnologies.com/xauusd-trading-bot-development"><span>XAUUSD Trading Bots</span></a><span> in 2026 are not defined by unrealistic promises or aggressive marketing claims. They are defined by adaptability, disciplined execution, efficient risk management, and the ability to operate consistently in dynamic market conditions. As gold markets become more complex and competitive, automation is moving from a luxury to a necessity. Whether through a gold trading bot, a professional gold trading EA, or advanced forex trading automation systems, traders are increasingly embracing technology to improve efficiency and navigate modern market challenges.</span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Which Ecommerce App Development Services Actually Support You After the App Goes Live?</title>
<link>https://news.bangboxonline.com/Which-Ecommerce-App-Development-Services-Actually-Support-You-After-the-App-Goes-Live</link>
<guid>https://news.bangboxonline.com/Which-Ecommerce-App-Development-Services-Actually-Support-You-After-the-App-Goes-Live</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a7b9aa9fd2.jpg" length="137574" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 11:46:35 +0500</pubDate>
<dc:creator>HenrySingh09</dc:creator>
<media:keywords>ecommerce_app_development_company</media:keywords>
<content:encoded><![CDATA[<!-- ── HERO ── -->
<article>
<p style="text-align: justify;">Everyone's eager to talk about building the app. Nobody mentions what happens at 2 AM when a payment gateway crashes, a push notification fires to the wrong user segment, or your app gets flagged for a Play Store policy you didn't know changed.</p>
<p style="text-align: justify;">That's where most ecommerce app development companies go quiet. You get a ZIP file, a vague maintenance clause, and a support ticket system with a 72-hour response window. Meanwhile, your store is down.</p>
<p style="text-align: justify;">The question worth asking during vendor evaluation isn't just "who builds this well?" It's: who's still answering the phone after launch?</p>
<hr>
<h2 style="text-align: justify;">The Numbers Behind Mobile Commerce</h2>
<p style="text-align: justify;">Global ecommerce sales reached <strong>$6.3 trillion in 2023</strong> and Statista projects that figure hitting <strong>$8.1 trillion by 2026</strong>. Mobile now accounts for <strong>60.4% of all ecommerce traffic</strong> globally — that's not a trend you're catching early, it's the existing baseline.</p>
<p style="text-align: justify;">A Salesforce report put it plainly: <strong>79% of consumers use smartphones to research products</strong> before buying, and <strong>73% complete purchases on mobile</strong>. Yet Localytics data shows <strong>21% of users abandon an app after a single use</strong> — almost always because of bugs, slow load times, or a broken checkout flow. Those problems rarely surface during QA. They show up three weeks after launch.</p>
<p style="text-align: justify;">IBM's 2023 Cost of a Data Breach Report found the <strong>average retail breach costs $3.28 million</strong>. Outdated dependencies and unpatched APIs are the common entry point. Contentsquare found that a <strong>1-second delay in mobile load time reduces conversions by 7%</strong>. Post-launch maintenance isn't a support package — it's the product continuing to exist.</p>
<hr>
<h2 style="text-align: justify;">Where Post-Launch Support Usually Breaks Down</h2>
<p style="text-align: justify;">There's a pattern that repeats across client retrospectives. The initial engagement is fine. Then the warranty period ends.</p>
<table>
<thead>
<tr>
<th>Support Area</th>
<th>What Agencies Promise</th>
<th>What Often Happens</th>
</tr>
</thead>
<tbody>
<tr>
<td>Bug fixes (0–30 days)</td>
<td>Free warranty period</td>
<td>Fixed only if reproducible in their environment</td>
</tr>
<tr>
<td>OS compatibility</td>
<td>Patches on major releases</td>
<td>Delivered 4–8 weeks late, sometimes billed extra</td>
</tr>
<tr>
<td>Third-party integrations</td>
<td>Vendor-maintained</td>
<td>Breaks on API version changes, client absorbs the fix</td>
</tr>
<tr>
<td>Security patches</td>
<td>Covered under SLA</td>
<td>Frequently excluded from base contract</td>
</tr>
<tr>
<td>Performance monitoring</td>
<td>24/7 uptime coverage</td>
<td>Alerts sent, no proactive action taken</td>
</tr>
<tr>
<td>Feature iterations</td>
<td>Sprint delivery</td>
<td>New statement of work required for every change</td>
</tr>
</tbody>
</table>
<p style="text-align: justify;">Most businesses don't find this out until they're sitting in it.</p>
<hr>
<h2 style="text-align: justify;"><strong>What an Ecommerce Mobile App Development Company Should Handle Post-Launch?</strong></h2>
<p style="text-align: justify;"><strong>Performance monitoring with actual humans behind it</strong></p>
<p style="text-align: justify;">Firebase Crashlytics, Dynatrace, New Relic — these tools are common. What's less common is someone watching the dashboards and acting on them. Crashes, ANR (App Not Responding) events, and API latency spikes need same-day triage, not a ticket acknowledgment.</p>
<p style="text-align: justify;"><strong>OS and platform compliance tracking</strong></p>
<p style="text-align: justify;">Google required all apps to target Android 13 (API level 33) by November 2023. Apple's App Store enforces annual compliance windows with hard deadlines. Any <a href="https://www.imgglobalinfotech.com/ecommerce-development">ecommerce application development company</a> that isn't proactively tracking these timelines is handing clients a deferred liability. This isn't complex to manage — it just requires someone to actually do it.</p>
<p style="text-align: justify;"><strong>Third-party integration health checks</strong></p>
<p style="text-align: justify;">Payment gateways (Razorpay, Stripe, PayU), shipping APIs (Shiprocket, EasyPost), and analytics SDKs all deprecate versions. A 2023 Gartner report found <strong>45% of enterprise software failures</strong> trace back to untracked third-party API changes. The checkout breaking because Razorpay deprecated v1 isn't a rare edge case — it's a known category of failure that most ecommerce app development agencies still treat as the client's problem to discover.</p>
<p style="text-align: justify;"><strong>Security and compliance updates</strong></p>
<p style="text-align: justify;">PCI DSS for payment flows, DPDP Act requirements for Indian apps, OWASP Mobile Top 10 patches — these need quarterly review, not a one-time checkbox at launch. Compliance calendars should be part of any retainer from a competent<strong> </strong>ecommerce app development agency.</p>
<p style="text-align: justify;"><strong>Post-launch iteration on user behavior</strong></p>
<p style="text-align: justify;">Mixpanel's 2023 data shows apps with <strong>active post-launch iteration retain 3.5x more users at 90 days</strong> compared to apps left static. A/B testing on product listing pages, fixing cart abandonment funnels using session recordings, improving push notification delivery rates — this is where actual retention gets built. Most ecommerce app development services don't offer this. They treat launch as exit.</p>
<hr>
<h2 style="text-align: justify;"><strong>Questions Worth Asking Before Signing</strong></h2>
<p style="text-align: justify;">These rarely come up during vendor pitches. They should.</p>
<ul style="text-align: justify;">
<li>What's your SLA response time for P1 (production-down) incidents?</li>
<li>Is OS compatibility maintenance included in the base retainer or billed separately?</li>
<li>Who owns the monitoring dashboards — us or you?</li>
<li>How do you track App Store and Play Store policy changes?</li>
<li>What's the escalation process when a third-party API breaks?</li>
<li>Is there a dedicated post-launch contact or does support go into a queue?</li>
</ul>
<p style="text-align: justify;">An ecommerce app development company that hesitates on any of those is giving you information.</p>
<hr>
<h2 style="text-align: justify;">Red Flags in Post-Launch Agreements</h2>
<p style="text-align: justify;">Not all SLAs say what they appear to say. Watch for:</p>
<ul style="text-align: justify;">
<li><strong>"Best effort" language</strong> where defined response windows should be</li>
<li><strong>Third-party exclusions</strong> covering integrations the app actually depends on</li>
<li><strong>No monitoring included</strong> — reactive-only, meaning they wait for your report</li>
<li><strong>Single developer dependency</strong> — one person knows the codebase, and they'll eventually leave</li>
<li><strong>No documentation handover</strong> — switching vendors means starting from scratch</li>
</ul>
<hr>
<h2 style="text-align: justify;">Where IMG Global Infotech Fits</h2>
<p style="text-align: justify;"><strong>IMG Global Infotech</strong> approaches post-launch differently from most <a href="https://www.imgglobalinfotech.com/ecommerce-development">best ecommerce app development agencies</a> in the mid-market. Their engagement doesn't treat go-live as the finish line.</p>
<p style="text-align: justify;">Their post-launch model includes dedicated account management with defined SLA windows (not a shared ticket queue), proactive App Store compliance monitoring for both iOS and Android, monthly integration health checks across payment, shipping, and analytics APIs, crash monitoring with same-day triage on critical issues, and user retention analysis built on session data rather than just uptime reporting.</p>
<p style="text-align: justify;">For businesses in fashion, electronics, grocery, or D2C — sectors where a broken checkout on a Friday night is a genuine revenue event — that operational depth matters. India's ecommerce market is forecast to reach <strong>$350 billion by 2030</strong> (IBEF), almost entirely driven by mobile. Apps that get actively maintained stay competitive. Apps that don't, gradually don't.</p>
<p style="text-align: justify;"><strong>IMG Global Infotech</strong> has worked across these verticals at scale. If you're evaluating <strong>ecommerce app development services</strong> for a serious project, they're worth putting on the shortlist.</p>
<hr>
<h2 style="text-align: justify;"><strong>The Broader Market Trajectory</strong></h2>
<p style="text-align: justify;">Grand View Research values the <strong>global mobile app development market at $228.98 billion in 2023</strong>, with a projected <strong>CAGR of 13.8% through 2030</strong>. Ecommerce is driving a disproportionate share of that growth — particularly across South Asia and Southeast Asia, where first-time mobile shoppers are still entering the market.</p>
<p style="text-align: justify;">Statista projects <strong>2.77 billion mobile buyers globally by 2025</strong>. Each of those users is running an app. Each of those apps needs someone responsible for keeping it functional.</p>
<hr>
<h2 style="text-align: justify;">What This Comes Down To</h2>
<p style="text-align: justify;">Version 1 ships. Then the operating environment keeps changing — OS updates, new device resolutions, API deprecations, shifting store policies. None of this is extraordinary. It's just how apps work over time.</p>
<p style="text-align: justify;">The ecommerce mobile app development company market has many teams that can get v1 out the door. The ones worth working with are the ones who show up for v2, v3, and whatever breaks quietly between those releases.</p>
<p style="text-align: justify;">When you're evaluating vendors, ask for post-launch references alongside launch case studies. Ask specifically about how they handled an integration failure, an OS update, or a security patch after handover. The answers will tell you more than any proposal document.</p>
</article>]]> </content:encoded>
</item>

<item>
<title>Power Equipment Batteries Market Analysis Highlights Future Innovations</title>
<link>https://news.bangboxonline.com/power-equipment-batteries-market-analysis-highlights-future-innovations</link>
<guid>https://news.bangboxonline.com/power-equipment-batteries-market-analysis-highlights-future-innovations</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="137574" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 11:40:07 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Power Equipment Batteries Market Overview</h1>
<p>The global Power Equipment Batteries Market size was valued at USD 4,315.1 million in 2023 and is projected to grow from USD 4,550.8 million in 2024 to USD 6,971.3 million by 2031, exhibiting a CAGR of 6.28% during the forecast period. Rising development of longer-lasting batteries and expansion of IoT-enabled devices are driving the expansion of the market. The increasing transition from traditional fuel-powered equipment to battery-operated solutions is creating significant growth opportunities for manufacturers across industries.</p>
<p>Power equipment batteries are essential energy storage components used in various portable and cordless tools, including drills, drivers, lawnmowers, chainsaws, power saws, and other industrial and consumer equipment. These batteries provide flexibility, improved mobility, lower maintenance requirements, and reduced environmental impact compared to conventional power sources.</p>
<p>The growing demand for efficient, lightweight, and environmentally friendly power solutions has encouraged industries and consumers to adopt battery-powered equipment. Manufacturers are continuously investing in advanced battery technologies to improve energy capacity, charging speed, operational lifespan, and safety features.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/power-equipment-batteries-market-284">https://www.kingsresearch.com/power-equipment-batteries-market-284</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p>The global Power Equipment Batteries Market size was valued at USD 4,315.1 million in 2023.</p>
</li>
<li>
<p>The market is projected to grow from USD 4,550.8 million in 2024 to USD 6,971.3 million by 2031.</p>
</li>
<li>
<p>The market is expected to register a CAGR of 6.28% during the forecast period (2024-2031).</p>
</li>
<li>
<p>Increasing demand for longer-lasting batteries and advanced energy storage solutions is driving market growth.</p>
</li>
<li>
<p>The rising adoption of cordless power equipment is accelerating demand for rechargeable battery technologies.</p>
</li>
<li>
<p>Growing integration of IoT-enabled devices and smart equipment is creating new opportunities.</p>
</li>
<li>
<p>Lithium-ion batteries are gaining strong adoption due to high energy density and improved performance.</p>
</li>
<li>
<p>Construction, gardening, manufacturing, and household applications are major contributors to market expansion.</p>
</li>
<li>
<p>Asia-Pacific is expected to witness significant growth due to industrial development and rising consumer demand.</p>
</li>
<li>
<p>Technological advancements in battery efficiency, charging speed, and durability are shaping the future market landscape.</p>
</li>
</ul>
<p>The global shift toward electrification and sustainable energy solutions is transforming the power equipment industry. Battery-powered tools are becoming increasingly popular among professionals and residential users due to their convenience, portability, and operational efficiency. The development of advanced lithium-ion battery technologies has further accelerated market growth by offering higher performance and reliability.</p>
<hr>
<h1>Market Growth Drivers</h1>
<h2>Increasing Adoption of Cordless Power Equipment</h2>
<p>One of the primary factors driving the growth of the power equipment batteries market is the increasing popularity of cordless tools. Traditional wired equipment often limits mobility and requires access to electrical outlets, while battery-powered equipment provides greater flexibility.</p>
<p>Cordless drills, saws, lawnmowers, and other tools are widely adopted across construction, manufacturing, landscaping, and household applications. The convenience offered by rechargeable batteries has increased consumer preference for cordless solutions.</p>
<p>Professionals are increasingly shifting toward battery-powered tools because they reduce operational limitations and improve workplace efficiency. This trend is expected to continue supporting market expansion throughout the forecast period.</p>
<h2>Rising Demand for Longer-Lasting Battery Solutions</h2>
<p>Battery performance has become a major factor influencing equipment selection. Users require batteries that can deliver longer operating hours, faster charging, and consistent performance.</p>
<p>Manufacturers are focusing on developing advanced battery technologies with improved energy density and extended life cycles. Innovations in battery chemistry and thermal management systems are helping improve overall performance.</p>
<p>The demand for durable batteries is particularly strong in industrial applications where equipment must operate continuously for extended periods.</p>
<h2>Expansion of IoT-Enabled Power Equipment</h2>
<p>The integration of Internet of Things (IoT) technology into power equipment is creating new opportunities for battery manufacturers. Smart tools equipped with connectivity features require efficient and reliable energy sources.</p>
<p>IoT-enabled equipment allows users to monitor performance, track battery status, and optimize tool usage through connected platforms. These advancements are increasing the demand for intelligent battery systems capable of supporting digital features.</p>
<p>Smart battery technologies are expected to become an important growth factor as industries move toward connected and automated operations.</p>
<h2>Growing Focus on Sustainability</h2>
<p>Environmental concerns and strict emission regulations are encouraging the adoption of electric and battery-operated equipment. Battery-powered tools produce fewer emissions compared to fuel-based alternatives.</p>
<p>Governments and organizations worldwide are promoting clean energy solutions, which is increasing investments in rechargeable battery technologies. The demand for sustainable equipment is expected to positively impact market growth.</p>
<hr>
<h1>Emerging Market Trends</h1>
<h2>Advancement in Lithium-Ion Battery Technology</h2>
<p>Lithium-ion batteries dominate the power equipment battery market due to their high energy density, lightweight design, and longer lifespan. These batteries provide improved efficiency compared to older battery technologies.</p>
<p>Continuous advancements in lithium-ion technology are improving charging speed, safety, and overall performance. Manufacturers are developing next-generation batteries with enhanced capacity to meet growing equipment demands.</p>
<h2>Development of Smart Battery Management Systems</h2>
<p>Battery management systems are becoming increasingly important in modern power equipment. These systems monitor battery health, temperature, charging cycles, and performance.</p>
<p>Smart battery management helps extend battery life and improves user safety. The increasing adoption of intelligent monitoring systems is expected to support market development.</p>
<h2>Growth of Electric Outdoor Power Equipment</h2>
<p>Electric outdoor equipment such as lawnmowers, trimmers, and chainsaws is gaining popularity due to environmental benefits and ease of operation.</p>
<p>Consumers are increasingly replacing gasoline-powered tools with rechargeable alternatives. This transition is creating significant demand for high-performance batteries.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Type</h2>
<h3>Lithium-Ion Batteries</h3>
<p>Lithium-ion batteries hold a significant share of the market due to their superior performance characteristics. These batteries offer high energy density, low self-discharge rates, and longer operating life.</p>
<p>They are widely used in professional and residential power equipment applications. Increasing demand for lightweight and efficient tools is supporting the adoption of lithium-ion technology.</p>
<h3>Nickel-Cadmium Batteries</h3>
<p>Nickel-cadmium batteries have historically been used in various power equipment applications due to their durability and ability to perform under harsh conditions.</p>
<p>However, concerns related to environmental impact and the availability of advanced alternatives have limited their growth compared to lithium-ion batteries.</p>
<h3>Others</h3>
<p>Other battery technologies include emerging solutions designed to improve efficiency and sustainability. Continuous research and innovation are expected to introduce new battery types in the future.</p>
<hr>
<h1>By Equipment</h1>
<h2>Drills &amp; Drivers</h2>
<p>Drills and drivers represent a major application segment in the power equipment batteries market. These tools are widely used in construction, manufacturing, repair, and household activities.</p>
<p>The increasing demand for portable and efficient tools is driving the adoption of rechargeable battery-powered drills and drivers.</p>
<h2>Lawnmowers</h2>
<p>Battery-powered lawnmowers are gaining popularity due to environmental benefits and lower maintenance requirements. Consumers are increasingly preferring electric lawn care equipment over fuel-powered alternatives.</p>
<p>The growth of residential landscaping activities is supporting demand for advanced lawnmower batteries.</p>
<h2>Chainsaws &amp; Power Saws</h2>
<p>Chainsaws and power saws require reliable batteries capable of delivering high power output. The adoption of battery-operated cutting tools is increasing across forestry, construction, and outdoor applications.</p>
<p>Advancements in battery capacity are enabling these tools to compete with traditional fuel-powered equipment.</p>
<h2>Others</h2>
<p>Other applications include grinders, blowers, trimmers, and industrial equipment. Growing adoption of cordless tools across multiple sectors is expanding market opportunities.</p>
<hr>
<h1>By Voltage</h1>
<h2>Less than 15 V</h2>
<p>Low-voltage batteries are commonly used in lightweight consumer tools and household equipment. These batteries provide sufficient power for basic applications.</p>
<h2>15 - 36 V</h2>
<p>Medium-voltage batteries represent a significant segment due to their widespread use in professional-grade tools. They provide a balance between performance and portability.</p>
<h2>Above 36 V</h2>
<p>High-voltage batteries are used in heavy-duty equipment requiring greater power output. Increasing demand for industrial-grade cordless equipment is supporting this segment.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a significant market due to high adoption of advanced power tools and strong consumer demand for cordless equipment.</p>
<p>The presence of major manufacturers and increasing investment in smart battery technologies continue to support regional growth.</p>
<h2>Europe</h2>
<p>Europe is experiencing strong demand due to environmental regulations and sustainability initiatives. Consumers and industries are increasingly shifting toward electric equipment.</p>
<p>The region’s focus on reducing emissions is expected to encourage further adoption of battery-powered solutions.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness substantial growth during the forecast period due to rapid industrialization and increasing construction activities.</p>
<p>Countries such as China, Japan, India, and South Korea are investing in advanced battery manufacturing and electric equipment development.</p>
<p>Growing urbanization and rising consumer spending are also contributing to market expansion.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are witnessing gradual adoption of battery-powered equipment due to increasing infrastructure development and industrial growth.</p>
<p>Improving access to advanced technologies is expected to create future opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The power equipment batteries market is highly competitive, with companies focusing on product innovation, battery efficiency improvements, and strategic partnerships.</p>
<p>Leading manufacturers are investing in research and development to introduce batteries with higher capacity, faster charging capabilities, and improved safety features.</p>
<p>Companies are also expanding their product portfolios to meet the growing demand for cordless power equipment across professional and consumer markets.</p>
<p>The competitive landscape is influenced by advancements in lithium-ion technology, smart battery systems, and sustainable energy solutions.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the power equipment batteries market looks promising as industries continue transitioning toward electrification and smart technologies. Increasing demand for cordless equipment, sustainable solutions, and connected devices will continue driving market growth.</p>
<p>Advancements in battery chemistry, energy density, and charging infrastructure are expected to improve product performance and encourage wider adoption.</p>
<p>The integration of IoT, artificial intelligence, and smart monitoring systems will further enhance battery capabilities. As consumers and industries prioritize efficiency, convenience, and environmental responsibility, power equipment batteries will become an essential component of modern tools and equipment.</p>
<p>The market is expected to experience steady expansion through 2031, supported by technological innovation and growing demand for reliable energy storage solutions.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Geochemical Services Market Forecast Reveals Strong Growth Potential</title>
<link>https://news.bangboxonline.com/geochemical-services-market-forecast-reveals-strong-growth-potential</link>
<guid>https://news.bangboxonline.com/geochemical-services-market-forecast-reveals-strong-growth-potential</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="137574" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 11:35:51 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Geochemical Services Market Overview</h1>
<p>The global geochemical services market size was valued at USD 1,340.4 million in 2024 and is projected to grow from USD 1,409.0 million in 2025 to USD 2,091.8 million by 2032, exhibiting a CAGR of 5.81% during the forecast period. The market provides analytical solutions to determine the chemical and mineralogical composition of geological and environmental samples. Increasing mineral exploration activities, growing demand for metals and minerals, and rising environmental assessment requirements are major factors contributing to market growth.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/report/geochemical-services-market-2690">https://www.kingsresearch.com/report/geochemical-services-market-2690</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p>The global geochemical services market size was valued at USD 1,340.4 million in 2024.</p>
</li>
<li>
<p>The market is projected to grow from USD 1,409.0 million in 2025 to USD 2,091.8 million by 2032.</p>
</li>
<li>
<p>The market is expected to register a CAGR of 5.81% during the forecast period (2025-2032).</p>
</li>
<li>
<p>Growing mineral exploration activities and increasing demand for natural resources are driving market expansion.</p>
</li>
<li>
<p>Geochemical services help determine the chemical and mineralogical composition of geological and environmental samples.</p>
</li>
<li>
<p>Rising investments in mining, oil &amp; gas exploration, and environmental monitoring are boosting demand.</p>
</li>
<li>
<p>Advanced analytical technologies such as X-Ray Fluorescence (XRF) and geochemical testing solutions are gaining adoption.</p>
</li>
<li>
<p>Laboratory-based services account for a significant market share due to accuracy and advanced testing capabilities.</p>
</li>
<li>
<p>Increasing focus on sustainable mining practices is creating new growth opportunities.</p>
</li>
<li>
<p>Asia-Pacific is expected to witness significant growth due to expanding mining and infrastructure activities.</p>
</li>
</ul>
<p>Geochemical services include a wide range of laboratory and field-based analytical solutions used for examining soil, rock, water, and mineral samples. These services provide valuable insights into the presence of elements, mineral composition, and geological characteristics. They are widely used by mining companies, environmental organizations, oil and gas operators, and research institutions to support exploration, resource evaluation, and environmental management activities.</p>
<p>The increasing global demand for minerals, metals, and energy resources has significantly increased the importance of geochemical analysis. Mining companies depend on accurate geochemical testing to identify mineral deposits, evaluate resource potential, and improve extraction efficiency. As exploration activities expand into challenging geological regions, advanced geochemical solutions are becoming essential for reducing exploration risks and improving decision-making.</p>
<p>Geochemical services also play a critical role in environmental monitoring and sustainability initiatives. Governments and industries are focusing on responsible resource development, pollution control, and environmental protection. Geochemical analysis helps monitor soil and water quality, detect contamination, and support compliance with environmental regulations.</p>
<hr>
<h1>Growth Drivers of Geochemical Services Market</h1>
<h2>Increasing Mineral Exploration Activities</h2>
<p>One of the primary factors driving the growth of the geochemical services market is the expansion of mineral exploration activities worldwide. The increasing demand for critical minerals, including lithium, copper, gold, and rare earth elements, is encouraging mining companies to invest in exploration projects.</p>
<p>Geochemical testing helps identify mineral-rich areas by analyzing samples collected from geological formations. These insights enable companies to make informed investment decisions and improve exploration efficiency.</p>
<p>The growing demand for minerals required for renewable energy technologies, electric vehicles, batteries, and electronics is further strengthening the need for advanced geochemical services.</p>
<h2>Rising Demand for Metals and Natural Resources</h2>
<p>Rapid industrialization and infrastructure development have increased global consumption of metals and natural resources. Construction, manufacturing, transportation, and energy sectors require large quantities of raw materials.</p>
<p>Geochemical services support resource discovery and evaluation by providing detailed information about mineral deposits. This allows industries to optimize extraction processes and ensure sustainable resource utilization.</p>
<h2>Growing Focus on Environmental Monitoring</h2>
<p>Environmental sustainability has become a major priority across industries. Mining and industrial activities must comply with strict environmental regulations to minimize ecological impact.</p>
<p>Geochemical analysis enables organizations to assess environmental conditions by analyzing soil, groundwater, and surface water samples. These services help identify contamination levels and support environmental management programs.</p>
<p>Increasing government regulations related to environmental protection are expected to drive demand for geochemical testing solutions.</p>
<h2>Technological Advancements in Analytical Methods</h2>
<p>Advancements in analytical technologies are transforming the geochemical services industry. Modern techniques such as X-Ray Fluorescence (XRF), mass spectrometry, and automated sample analysis provide faster and more accurate results.</p>
<p>These technologies improve testing efficiency, reduce operational costs, and enable detailed geological analysis. Continuous innovation in analytical equipment is expected to support market growth.</p>
<hr>
<h1>Market Trends</h1>
<h2>Adoption of Advanced Laboratory Technologies</h2>
<p>The increasing adoption of advanced laboratory technologies is a major trend shaping the market. Modern geochemical laboratories are integrating automation, digital platforms, and advanced instruments to improve testing accuracy.</p>
<p>Automated sample preparation and advanced analytical systems help reduce processing time while maintaining high-quality results.</p>
<h2>Increasing Use of Field-Based Services</h2>
<p>On-site and in-field geochemical services are gaining popularity due to their ability to provide faster analysis. Field-based testing allows companies to make immediate decisions during exploration projects.</p>
<p>Portable analytical instruments and mobile laboratories are improving accessibility and efficiency in remote locations.</p>
<h2>Growth of Sustainable Mining Practices</h2>
<p>The mining industry is increasingly adopting sustainable practices to reduce environmental impact. Geochemical services support these initiatives by providing accurate environmental data and resource assessments.</p>
<p>Sustainable mining approaches are expected to create long-term opportunities for geochemical service providers.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Service Type</h2>
<h3>Sample Preparation</h3>
<p>Sample preparation is a crucial step in geochemical analysis. It involves processes such as crushing, grinding, and preparing samples for testing.</p>
<p>Accurate sample preparation ensures reliable analytical results and supports effective decision-making. Increasing exploration activities are driving demand for sample preparation services.</p>
<h3>Fire Assay</h3>
<p>Fire assay is widely used for detecting precious metals such as gold and silver. It remains one of the most reliable analytical methods in mineral exploration.</p>
<p>Growing precious metal exploration activities are contributing to the expansion of this segment.</p>
<h3>Aqua Regia Digest</h3>
<p>Aqua regia digest is used for analyzing various elements by dissolving mineral samples using acid solutions.</p>
<p>This method is commonly applied in mining and environmental testing due to its accuracy and effectiveness.</p>
<h3>Mixed Acid Digest</h3>
<p>Mixed acid digest techniques provide comprehensive elemental analysis for geological samples. These methods are widely used in exploration and environmental studies.</p>
<h3>Hydro-Geochemical Analysis</h3>
<p>Hydro-geochemical analysis focuses on examining water samples to understand chemical composition and environmental conditions.</p>
<p>Increasing water quality monitoring initiatives are supporting demand for this service.</p>
<h3>X-Ray Fluorescence</h3>
<p>X-Ray Fluorescence (XRF) technology is gaining adoption due to its fast and non-destructive analysis capabilities.</p>
<p>XRF provides accurate elemental composition data, making it valuable for mining and geological applications.</p>
<hr>
<h1>By Service Mode</h1>
<h2>Laboratory-Based Services</h2>
<p>Laboratory-based services hold a significant share of the market due to their advanced testing capabilities and high accuracy.</p>
<p>These facilities use sophisticated equipment and experienced professionals to analyze complex geological samples.</p>
<h2>On-Site/In-Field Services</h2>
<p>On-site services are growing due to increasing exploration activities in remote areas. Portable testing equipment allows companies to conduct immediate analysis without transporting samples to laboratories.</p>
<p>The demand for faster results is expected to support growth in this segment.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a significant market due to strong mining activities and advanced geological research capabilities.</p>
<p>The presence of established laboratories and increasing demand for critical minerals are supporting regional growth.</p>
<h2>Europe</h2>
<p>Europe is witnessing growth due to increasing focus on sustainable resource management and environmental protection.</p>
<p>The region’s emphasis on renewable energy and mineral security is creating opportunities for geochemical service providers.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience substantial growth due to expanding mining operations, infrastructure development, and industrialization.</p>
<p>Countries such as China, India, and Australia are investing heavily in mineral exploration activities.</p>
<p>The growing demand for metals required for energy transition technologies is further strengthening the regional market.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>Latin America has strong potential due to rich mineral resources and ongoing exploration projects.</p>
<p>The Middle East &amp; Africa region is also witnessing increased demand for geochemical services due to mining development and energy-related activities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The geochemical services market is characterized by technological advancements, service expansion, and strategic collaborations. Companies are focusing on improving analytical capabilities and expanding laboratory networks.</p>
<p>Market participants are investing in advanced testing equipment, automation, and digital solutions to enhance service quality.</p>
<p>Leading companies are also developing customized solutions to meet the requirements of mining, environmental, and energy industries.</p>
<p>Competition in the market is driven by accuracy, turnaround time, technological expertise, and global service availability.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the geochemical services market looks promising as demand for minerals and environmental analysis continues to increase. Growing investments in mining exploration, renewable energy infrastructure, and sustainable resource management will support market expansion.</p>
<p>The increasing adoption of advanced analytical technologies, automation, and digital solutions will further improve the efficiency of geochemical testing.</p>
<p>As industries focus on responsible resource utilization and environmental protection, geochemical services will become increasingly important in supporting sustainable development.</p>
<p>The market is expected to witness steady growth through 2032, driven by technological innovation, increasing exploration activities, and rising environmental awareness.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<item>
<title>Hacket WordPress Hjemmeside Fix &amp;amp; Sikkerhed Guide 2026</title>
<link>https://news.bangboxonline.com/hacket-wordpress-hjemmeside-fix-sikkerhed-guide-2026</link>
<guid>https://news.bangboxonline.com/hacket-wordpress-hjemmeside-fix-sikkerhed-guide-2026</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a2832c6f0b.jpg" length="101680" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 11:31:39 +0500</pubDate>
<dc:creator>Hackethjemmeside dk</dc:creator>
<media:keywords>Hacket WordPress-Hjemmeside, Malware Fjernelse</media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr"><span>Introduktion</span></h2>
<p dir="ltr"><span>WordPress er stadig en af de mest brugte platforme i 2026, når det handler om at lave hjemmesider. Det er nemt at bruge, fleksibelt og passer til både små og store virksomheder. Men netop fordi så mange bruger WordPress, er det også et af de mest udsatte systemer, når det kommer til hacking.</span></p>
<p dir="ltr"><span>Når en hjemmeside bliver ramt, kan det skabe mange problemer. En Hacket WordPress-Hjemmeside kan miste besøgende, blive langsom eller i værste fald blive helt blokeret. Mange opdager først problemet, når skaden allerede er sket.</span></p>
<p dir="ltr"><span>Derfor er det vigtigt at forstå, hvordan hacking sker, hvordan man opdager det, og hvordan man hurtigt kan lave Malware Fjernelse og få hjemmesiden tilbage til normal drift. I denne guide gennemgår vi det hele i en enkel og let forståelig måde, så alle kan følge med.</span></p>
<h2 dir="ltr"><span>Hvad er en hacket WordPress hjemmeside?</span></h2>
<p dir="ltr"><span>En hacket WordPress hjemmeside betyder, at nogen udefra har fået adgang til din hjemmeside uden tilladelse. De kan ændre filer, indsætte skadelig kode eller bruge siden til spam og andre ulovlige formål.</span></p>
<p dir="ltr"><span>Det sker ofte uden, at ejeren opdager det med det samme. Hjemmesiden kan stadig se normal ud, mens der i baggrunden kører skadelig aktivitet.</span></p>
<p dir="ltr"><span>En Hacket WordPress-Hjemmeside kan påvirke både sikkerhed, trafik og din virksomheds troværdighed. Derfor er det vigtigt at handle hurtigt, når man opdager mistanke om hacking.</span></p>
<h2 dir="ltr"><span>Hvordan bliver WordPress hjemmesider hacket?</span></h2>
<p dir="ltr"><span>Der er flere grunde til, at WordPress sider bliver hacket. En af de mest almindelige årsager er forældede plugins eller temaer. Når de ikke bliver opdateret, kan hackere udnytte kendte fejl.</span></p>
<p dir="ltr"><span>En anden stor årsag er svage adgangskoder. Mange bruger stadig enkle passwords, som er lette at gætte. Hackere bruger ofte automatiske programmer til at prøve tusindvis af login-kombinationer.</span></p>
<p dir="ltr"><span>Derudover kan dårlig sikkerhed på hosting eller gamle WordPress versioner også åbne døren for angreb. Nogle gange sker angrebet også gennem falske e-mails eller login-sider, hvor brugeren selv kommer til at give sine oplysninger væk.</span></p>
<h2 dir="ltr"><span>Tegn på at din hjemmeside er hacket</span></h2>
<p dir="ltr"><span>Det er vigtigt at kunne opdage problemer hurtigt. Hvis din hjemmeside er hacket, er der ofte nogle tydelige tegn.</span></p>
<p dir="ltr"><span>Din side kan pludselig blive langsom uden nogen forklaring. Der kan komme pop-ups eller mærkelige redirects til andre sider. I nogle tilfælde ændrer indholdet sig selv, eller der dukker nye brugere op i dit WordPress system.</span></p>
<p dir="ltr"><span>Et andet vigtigt tegn er advarsler fra søgemaskiner eller browsere, som siger, at siden ikke er sikker. Hvis det sker, skal du reagere med det samme og starte en Malware Fjernelse proces.</span></p>
<h2 dir="ltr"><span>Hvad er Malware Fjernelse?</span></h2>
<p dir="ltr"><span>Malware Fjernelse handler om at finde og fjerne skadelig kode fra din hjemmeside. Malware kan gemme sig mange steder, både i filer, plugins og databasen.</span></p>
<p dir="ltr"><span>Første skridt er at finde ud af, hvor problemet kommer fra. Derefter fjerner man den skadelige kode og renser systemet. Det er vigtigt at sikre, at alt bliver fjernet, så hackeren ikke kan komme ind igen.</span></p>
<p dir="ltr"><span>Til sidst tester man hjemmesiden for at sikre, at alt fungerer normalt igen. En grundig oprydning er meget vigtig, fordi selv små rester af malware kan skabe nye problemer senere.</span></p>
<h2 dir="ltr"><span>Sådan gendanner du en hacket WordPress hjemmeside</span></h2>
<p dir="ltr"><span>Hvis din hjemmeside er blevet hacket, er det vigtigt at handle hurtigt. Først bør du tage en backup af din hjemmeside, selvom den er inficeret. Det kan hjælpe med at forstå, hvad der er sket.</span></p>
<p dir="ltr"><span>Derefter skal du ændre alle dine adgangskoder. Det gælder både WordPress login, hosting og database. Dette stopper hackeren i at få adgang igen.</span></p>
<p dir="ltr"><span>Næste skridt er at fjerne mistænkelige plugins og filer. Mange vælger også at geninstallere WordPress kernefiler for at sikre, at alt er rent.</span></p>
<p dir="ltr"><span>Til sidst skal du teste hele hjemmesiden og sikre, at alt virker som det skal igen.</span></p>
<h2 dir="ltr"><span>Forebyggelse er den bedste løsning</span></h2>
<p dir="ltr"><span>Det bedste er at undgå hacking i første omgang. Det kan du gøre ved at holde din hjemmeside opdateret hele tiden. WordPress, plugins og temaer skal altid være på den nyeste version.</span></p>
<p dir="ltr"><span>Stærke adgangskoder er også meget vigtigt. Brug lange passwords med både tal og symboler. Det gør det meget sværere for hackere at få adgang.</span></p>
<p dir="ltr"><span>Du bør også lave regelmæssige backups. Hvis noget går galt, kan du hurtigt gendanne din hjemmeside.</span></p>
<p dir="ltr"><span>Derudover kan du begrænse login-forsøg, så hackere ikke kan prøve mange gange i træk.</span></p>
<h2 dir="ltr"><span>Sikkerhed i WordPress i 2026</span></h2>
<p dir="ltr"><span>I 2026 er hacking blevet mere avanceret end før. Derfor kræver det også bedre sikkerhed. Mange hjemmesider bruger nu automatiske sikkerhedssystemer, som konstant overvåger aktivitet.</span></p>
<p dir="ltr"><span>Der findes også firewalls, som kan blokere mistænkelig trafik, før den når din hjemmeside. Nogle systemer kan endda opdage angreb i realtid.</span></p>
<p dir="ltr"><span>Kombinationen af gode sikkerhedsindstillinger og regelmæssig vedligeholdelse er den bedste måde at beskytte en </span><a href="https://hackethjemmeside.dk/"><span>Hacket WordPress-Hjemmeside</span></a><span> på.</span></p>
<h2 dir="ltr"><span>Almindelige fejl som gør hjemmesider sårbare</span></h2>
<p dir="ltr"><span>Mange problemer opstår, fordi hjemmesideejere laver de samme fejl. En af de største fejl er at ignorere opdateringer. Når systemet ikke bliver opdateret, bliver det nemt at angribe.</span></p>
<p dir="ltr"><span>En anden fejl er at installere for mange plugins. Jo flere plugins du har, jo større er risikoen for sikkerhedsproblemer.</span></p>
<p dir="ltr"><span>Mange glemmer også at lave backups. Hvis noget går galt, står de uden en løsning.</span></p>
<h2 dir="ltr"><span>Hvorfor det kan være svært selv at fjerne hacking</span></h2>
<p dir="ltr"><span>Det kan virke nemt at fjerne malware selv, men i virkeligheden er det ofte ret kompliceret. Malware kan gemme sig dybt i systemet, og det kan være svært at finde alt.</span></p>
<p dir="ltr"><span>Hvis man ikke fjerner alt korrekt, kan hackeren komme tilbage igen. Derfor vælger mange at få hjælp, så de er sikre på, at alt bliver gjort rigtigt.</span></p>
<p dir="ltr"><span>En grundig Malware Fjernelse kræver både erfaring og teknisk forståelse.</span></p>
<h2 dir="ltr"><span>Sådan holder du din hjemmeside sikker fremover</span></h2>
<p dir="ltr"><span>Når din hjemmeside først er blevet renset, er det vigtigt at holde den sikker fremover. Det gør du ved at holde alt opdateret og overvåge din side regelmæssigt.</span></p>
<p dir="ltr"><span>Brug også stærk sikkerhed omkring login og begræns adgang til admin-området. Jo færre der har adgang, jo bedre.</span></p>
<p dir="ltr"><span>Lav faste backups, så du altid kan gendanne din side, hvis noget går galt.</span></p>
<h2 dir="ltr"><span>Konklusion</span></h2>
<p dir="ltr"><span>En Hacket WordPress-Hjemmeside kan skabe store problemer, men det er muligt at løse det, hvis man handler hurtigt og korrekt. Det vigtigste er at få fjernet alt skadelig kode gennem en grundig </span><a href="https://hackethjemmeside.dk/hvordan-fjerner-du-malware-fra-wordpress/"><span>Malware Fjernelse</span></a><span>, så hjemmesiden bliver ren igen.</span></p>
<p dir="ltr"><span>Samtidig er det vigtigt at tænke på sikkerhed fremover. Opdateringer, stærke passwords og backups kan forhindre mange problemer.</span></p>]]> </content:encoded>
</item>

<item>
<title>Electric Power Substation Automation Integration Market Forecast and Future Scope</title>
<link>https://news.bangboxonline.com/electric-power-substation-automation-integration-market-forecast-and-future-scope</link>
<guid>https://news.bangboxonline.com/electric-power-substation-automation-integration-market-forecast-and-future-scope</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="101680" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 11:29:26 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Electric Power Substation Automation Integration Market Overview</h1>
<p>The global electric power substation automation integration market size was valued at USD 7.43 billion in 2023 and is projected to grow from USD 7.74 billion in 2024 to USD 10.38 billion by 2031, exhibiting a CAGR of 4.28% during the forecast period. The market growth is driven by increasing investments in power grid modernization, rising electricity demand, and the growing adoption of smart grid technologies. Utilities worldwide are focusing on improving grid reliability, reducing power losses, and enhancing operational efficiency through advanced automation solutions.</p>
<p><strong>Get the Full Detailed Insights Report:  <a href="https://www.kingsresearch.com/electric-power-substation-automation-integration-market-1952">https://www.kingsresearch.com/electric-power-substation-automation-integration-market-1952</a> </strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p>The global electric power substation automation integration market size was valued at USD 7.43 billion in 2023.</p>
</li>
<li>
<p>The market is projected to grow from USD 7.74 billion in 2024 to USD 10.38 billion by 2031.</p>
</li>
<li>
<p>The market is expected to register a CAGR of 4.28% during the forecast period (2024-2031).</p>
</li>
<li>
<p>Increasing demand for reliable electricity supply and grid modernization is driving market expansion.</p>
</li>
<li>
<p>Growing adoption of smart grid technologies and digital substations is accelerating automation integration.</p>
</li>
<li>
<p>Integration of IEDs, SCADA systems, and advanced communication networks is transforming power infrastructure.</p>
</li>
<li>
<p>Rising renewable energy integration is creating demand for advanced substation automation solutions.</p>
</li>
<li>
<p>Distribution substation automation is gaining importance due to increasing electricity consumption.</p>
</li>
<li>
<p>Asia-Pacific is expected to witness significant growth due to infrastructure development and electrification initiatives.</p>
</li>
<li>
<p>Leading industry players are focusing on digitalization, cybersecurity, and intelligent energy management solutions.</p>
</li>
</ul>
<p>Electric power substation automation integration refers to the implementation of advanced digital systems, communication technologies, monitoring solutions, and intelligent control equipment to improve the operation and management of electrical substations. These systems enable real-time monitoring, automated control, fault detection, and improved decision-making capabilities.</p>
<p>Modern power networks are becoming increasingly complex due to rapid urbanization, industrial expansion, and the integration of renewable energy sources. Traditional substations are being upgraded with digital technologies that allow utilities to manage electricity distribution more efficiently. Substation automation solutions help improve reliability, minimize downtime, and support the transition toward smarter energy infrastructure.</p>
<p>The increasing demand for uninterrupted electricity supply across residential, commercial, and industrial sectors is one of the primary factors supporting market growth. Power utilities are investing in automation technologies to enhance grid stability and improve response times during system failures.</p>
<hr>
<h1>Market Growth Drivers</h1>
<h2>Rising Demand for Smart Grid Infrastructure</h2>
<p>One of the major factors driving the electric power substation automation integration market is the global shift toward smart grid infrastructure. Smart grids rely on digital communication networks and automated control systems to optimize electricity generation, transmission, and distribution.</p>
<p>Substation automation plays a crucial role in smart grids by enabling real-time data collection, remote monitoring, and automated decision-making. These capabilities help utilities improve energy efficiency, reduce outages, and manage increasing electricity demand.</p>
<p>Governments and energy organizations worldwide are investing heavily in smart grid projects, creating strong opportunities for automation solution providers.</p>
<h2>Increasing Renewable Energy Integration</h2>
<p>The growing adoption of renewable energy sources such as solar and wind power is significantly influencing the demand for substation automation systems. Renewable energy generation is often variable, requiring advanced monitoring and control technologies to maintain grid stability.</p>
<p>Automation integration enables utilities to balance electricity supply and demand effectively by providing real-time visibility into grid conditions. Advanced control systems help manage fluctuations and ensure reliable power distribution.</p>
<p>As countries continue expanding renewable energy capacity, the need for intelligent substation solutions is expected to increase.</p>
<h2>Modernization of Aging Power Infrastructure</h2>
<p>Many countries are facing challenges related to aging electrical infrastructure. Old substations often lack advanced monitoring capabilities and require modernization to meet current energy demands.</p>
<p>Utilities are upgrading existing substations with digital equipment, automation platforms, and communication technologies. These modernization efforts improve system reliability, reduce maintenance costs, and extend infrastructure lifespan.</p>
<p>The replacement and upgrading of outdated electrical systems are expected to create significant growth opportunities.</p>
<h2>Growing Focus on Grid Reliability and Efficiency</h2>
<p>Power reliability has become a critical priority due to increasing dependence on electricity-driven technologies. Industrial facilities, data centers, healthcare systems, and residential users require stable power supply.</p>
<p>Substation automation integration improves grid performance by enabling early fault detection, faster restoration, and predictive maintenance. These benefits are encouraging utilities to adopt advanced automation solutions.</p>
<hr>
<h1>Latest Market Trends</h1>
<h2>Digital Substations Adoption</h2>
<p>Digital substations are becoming an important trend in the power industry. These substations use advanced communication protocols, sensors, and intelligent devices to replace traditional equipment.</p>
<p>Digital technologies improve operational visibility, reduce maintenance requirements, and enhance system flexibility. The increasing focus on digital transformation is expected to accelerate the adoption of digital substations.</p>
<h2>Integration of Artificial Intelligence and Analytics</h2>
<p>Artificial intelligence and data analytics are transforming substation operations. AI-based systems analyze large volumes of operational data to identify potential failures and optimize energy management.</p>
<p>Predictive analytics helps utilities perform maintenance before equipment failures occur, reducing downtime and operational costs.</p>
<p>The integration of AI with automation platforms is expected to become a major trend in the coming years.</p>
<h2>Increased Focus on Cybersecurity</h2>
<p>As power infrastructure becomes more connected, cybersecurity has become a major concern. Automated substations rely on communication networks that must be protected against cyber threats.</p>
<p>Utilities are investing in secure communication systems, encryption technologies, and cybersecurity solutions to protect critical infrastructure.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Component</h2>
<h3>Hardware</h3>
<p>The hardware segment holds a significant share of the market due to the widespread deployment of physical automation equipment. Hardware components include sensors, control systems, communication devices, protection equipment, and intelligent electronic devices.</p>
<p>The increasing modernization of substations is driving demand for advanced hardware solutions. Improved reliability and enhanced monitoring capabilities are key factors supporting segment growth.</p>
<h3>Software</h3>
<p>The software segment is witnessing strong growth due to increasing digitalization of power systems. Automation software enables monitoring, data analysis, control operations, and energy management.</p>
<p>Advanced software platforms provide utilities with real-time insights and help improve operational efficiency. The adoption of cloud-based and analytics-driven solutions is expected to further strengthen this segment.</p>
<h3>Services</h3>
<p>The services segment includes installation, maintenance, consulting, integration, and technical support. As automation systems become more complex, utilities require specialized services to ensure effective implementation.</p>
<p>Growing demand for system upgrades and lifecycle management is contributing to segment growth.</p>
<hr>
<h1>By Substation</h1>
<h2>Transmission Substations</h2>
<p>Transmission substations play a critical role in managing high-voltage electricity transfer over long distances. Automation integration helps improve transmission efficiency and grid stability.</p>
<p>The increasing expansion of transmission networks and renewable energy projects is driving demand for advanced transmission automation solutions.</p>
<h2>Distribution Substations</h2>
<p>Distribution substations are responsible for delivering electricity to end users. Increasing urbanization and rising electricity consumption are creating demand for automated distribution systems.</p>
<p>Distribution automation improves fault detection, reduces outages, and enhances customer service reliability.</p>
<hr>
<h1>By Technology</h1>
<h2>Intelligent Electronic Devices (IEDs)</h2>
<p>IEDs are among the most important technologies used in modern substations. These devices perform monitoring, protection, and control functions.</p>
<p>The adoption of IEDs is increasing due to their ability to improve automation capabilities and provide real-time operational data.</p>
<h2>Programmable Logic Controllers (PLC)</h2>
<p>PLCs are used for controlling and automating various substation processes. They provide reliable performance and flexible control capabilities.</p>
<p>The increasing demand for automated operations is supporting the adoption of PLC-based solutions.</p>
<h2>SCADA Systems</h2>
<p>Supervisory Control and Data Acquisition (SCADA) systems enable remote monitoring and control of substations. These systems allow operators to collect data, analyze performance, and respond quickly to issues.</p>
<p>Growing demand for centralized grid management is driving SCADA adoption.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a major market due to strong investments in grid modernization and smart energy infrastructure. The region is focusing on improving grid resilience and integrating renewable energy sources.</p>
<p>The adoption of advanced automation technologies is supported by increasing utility investments and government initiatives.</p>
<h2>Europe</h2>
<p>Europe is witnessing strong growth due to its focus on renewable energy integration and sustainable power systems. Countries across the region are investing in digital substations and smart grid projects.</p>
<p>The demand for efficient energy management solutions is expected to support market growth.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is projected to experience significant growth due to rapid urbanization, industrial development, and increasing electricity consumption.</p>
<p>Countries such as China, India, and Japan are investing heavily in power infrastructure upgrades and electrification projects.</p>
<p>The expansion of renewable energy capacity is further increasing demand for automation integration.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are adopting substation automation technologies to improve electricity access and strengthen power networks.</p>
<p>Infrastructure development projects and increasing investments in energy systems are creating new opportunities for market growth.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The electric power substation automation integration market is highly competitive, with companies focusing on innovation, partnerships, and digital transformation.</p>
<p>Key players are investing in advanced technologies such as AI-based monitoring, cybersecurity solutions, and intelligent energy management platforms.</p>
<p>Companies are also expanding their product portfolios and strengthening global operations to address growing demand for smart grid solutions.</p>
<p>The competitive landscape is influenced by technological advancements, strategic collaborations, and increasing demand for reliable power infrastructure.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the electric power substation automation integration market looks promising as the global energy sector continues moving toward digitalization and automation. Increasing electricity demand, renewable energy expansion, and smart grid development will remain major growth factors.</p>
<p>The adoption of intelligent devices, advanced analytics, and digital communication systems will continue transforming traditional substations into highly efficient and automated facilities.</p>
<p>As utilities focus on improving reliability, reducing operational costs, and supporting sustainable energy systems, substation automation integration will become an essential component of future power infrastructure.</p>
<p>The market is expected to witness steady growth through 2031, supported by technological innovation, infrastructure investments, and the increasing need for intelligent energy management.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Sports Nutrition Ingredients Market Analysis Highlights Future Developments</title>
<link>https://news.bangboxonline.com/sports-nutrition-ingredients-market-analysis-highlights-future-developments</link>
<guid>https://news.bangboxonline.com/sports-nutrition-ingredients-market-analysis-highlights-future-developments</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="101680" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 11:23:11 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Sports Nutrition Ingredients Market Overview</h1>
<p>The Sports Nutrition Ingredients Market size was valued at USD 5,931.2 million in 2023 and is projected to grow from USD 6,317.0 million in 2024 to USD 10,449.7 million by 2031, exhibiting a CAGR of 7.46% during the forecast period. The market is experiencing significant growth due to increasing consumer awareness regarding health, fitness, active lifestyles, and nutritional requirements. Growing participation in sports activities, rising gym memberships, and increasing demand for functional food products are contributing to the expansion of the sports nutrition ingredients industry.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/sports-nutrition-ingredients-market-148">https://www.kingsresearch.com/sports-nutrition-ingredients-market-148</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p>The global Sports Nutrition Ingredients Market size was valued at USD 5,931.2 million in 2023.</p>
</li>
<li>
<p>The market is projected to grow from USD 6,317.0 million in 2024 to USD 10,449.7 million by 2031.</p>
</li>
<li>
<p>The market is expected to register a CAGR of 7.46% during the forecast period (2024-2031).</p>
</li>
<li>
<p>Increasing health awareness and growing participation in fitness activities are driving market growth.</p>
</li>
<li>
<p>Rising demand for protein-based products, amino acids, and functional ingredients is supporting market expansion.</p>
</li>
<li>
<p>Growing popularity of sports supplements, energy bars, and performance nutrition products is boosting demand.</p>
</li>
<li>
<p>Clean-label, plant-based, and natural sports nutrition ingredients are emerging as major market trends.</p>
</li>
<li>
<p>Protein ingredients hold a significant share due to increasing demand among athletes and fitness consumers.</p>
</li>
<li>
<p>North America remains a leading market due to high sports nutrition product adoption.</p>
</li>
<li>
<p>Asia-Pacific is expected to witness strong growth due to rising fitness culture and changing lifestyles.</p>
</li>
</ul>
<p>Sports nutrition ingredients are specialized components used in supplements, beverages, energy products, and functional foods designed to support athletic performance, muscle recovery, endurance, and overall wellness. These ingredients include proteins, amino acids, vitamins, minerals, probiotics, prebiotics, botanical extracts, and other bioactive compounds.</p>
<p>The increasing shift toward preventive healthcare and wellness-focused lifestyles has significantly influenced consumer behavior. People are increasingly seeking products that help improve physical performance, maintain energy levels, and support long-term health. As a result, sports nutrition ingredients are no longer limited to professional athletes but are becoming popular among fitness enthusiasts, recreational users, and health-conscious consumers.</p>
<p>The growing demand for personalized nutrition solutions is also shaping the future of the market. Consumers are looking for products that match their specific fitness goals, including muscle building, weight management, endurance enhancement, and recovery support. This trend is encouraging manufacturers to develop innovative ingredient combinations and advanced nutritional formulations.</p>
<hr>
<h1>Growth Drivers of Sports Nutrition Ingredients Market</h1>
<h2>Increasing Health and Fitness Awareness</h2>
<p>One of the major factors driving the growth of the sports nutrition ingredients market is the rising awareness regarding health and fitness. Consumers worldwide are becoming more focused on maintaining active lifestyles and improving physical performance.</p>
<p>The increasing number of fitness centers, sports clubs, and wellness programs has encouraged people to incorporate nutritional supplements into their daily routines. Sports nutrition products containing proteins, vitamins, minerals, and amino acids are gaining popularity among consumers seeking improved strength, energy, and recovery.</p>
<h2>Growing Demand for Protein-Based Ingredients</h2>
<p>Protein continues to be one of the most important ingredients in the sports nutrition industry. The rising demand for muscle development, recovery support, and performance enhancement products is driving the growth of protein ingredients.</p>
<p>Whey protein, plant-based protein, and other protein sources are widely used in sports supplements, nutrition bars, and functional beverages. The increasing popularity of plant-based diets is also creating demand for alternative protein sources derived from peas, soy, and other natural ingredients.</p>
<h2>Expansion of Sports and Fitness Industry</h2>
<p>The expansion of the global sports and fitness industry is significantly contributing to market growth. Increasing participation in recreational sports, bodybuilding, endurance activities, and fitness training has expanded the consumer base for sports nutrition products.</p>
<p>Athletes and fitness enthusiasts rely on nutritional ingredients to improve stamina, reduce fatigue, and support recovery. This increasing adoption across different consumer groups is expected to accelerate market growth during the forecast period.</p>
<h2>Rising Demand for Functional Foods and Beverages</h2>
<p>Consumers are increasingly choosing food and beverage products that provide additional health benefits. This has increased demand for functional foods containing sports nutrition ingredients.</p>
<p>Energy bars, protein drinks, fortified beverages, and nutritional snacks are becoming popular as convenient options for maintaining energy and meeting nutritional needs. Manufacturers are incorporating advanced ingredients to create innovative products that support active lifestyles.</p>
<hr>
<h1>Market Trends</h1>
<h2>Growth of Plant-Based Sports Nutrition Ingredients</h2>
<p>Plant-based nutrition is becoming a significant trend in the sports nutrition industry. Consumers are increasingly preferring natural and sustainable ingredient sources.</p>
<p>Plant-based proteins, botanical extracts, and natural supplements are gaining popularity due to increasing awareness about clean-label products. Manufacturers are investing in developing plant-derived ingredients that offer similar benefits to traditional sports nutrition products.</p>
<h2>Increasing Demand for Clean Label Products</h2>
<p>The clean-label movement is influencing the sports nutrition ingredients market. Consumers are seeking products with simple, transparent, and natural ingredient lists.</p>
<p>Companies are focusing on reducing artificial additives and developing products with recognizable ingredients. This trend is encouraging innovation in natural flavors, plant extracts, and organic nutritional components.</p>
<h2>Personalized Nutrition Solutions</h2>
<p>Personalized nutrition is emerging as a major trend in the market. Consumers are increasingly interested in products designed for specific health and fitness objectives.</p>
<p>Advanced nutrition technologies and consumer data analysis are helping companies create customized formulations. Personalized sports nutrition products are expected to gain popularity in the coming years.</p>
<h2>Growth of Recovery-Focused Products</h2>
<p>Recovery nutrition is becoming an important area within the sports nutrition industry. Products containing amino acids, proteins, and minerals are increasingly used to support muscle recovery after physical activities.</p>
<p>The demand for post-workout supplements and recovery beverages continues to rise as consumers focus on improving performance and reducing recovery time.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Ingredients Type</h2>
<h3>Protein</h3>
<p>Protein ingredients represent one of the largest segments in the sports nutrition ingredients market. Proteins play a crucial role in muscle growth, repair, and recovery.</p>
<p>Whey protein remains widely used due to its high nutritional value and effectiveness. However, plant-based proteins are gaining traction due to changing consumer preferences and increasing demand for sustainable alternatives.</p>
<h3>Amino Acids</h3>
<p>Amino acids are essential ingredients used in sports nutrition products to improve muscle recovery, endurance, and performance.</p>
<p>Branched-chain amino acids (BCAAs) are particularly popular among athletes and fitness enthusiasts. Growing awareness about performance-enhancing nutrition is supporting the expansion of this segment.</p>
<h3>Vitamins &amp; Minerals</h3>
<p>Vitamins and minerals play an important role in maintaining energy levels, immunity, and overall health.</p>
<p>Sports nutrition products increasingly include vitamins and minerals to provide comprehensive nutritional benefits. The growing focus on wellness and immunity support is driving demand for these ingredients.</p>
<h3>Probiotics &amp; Prebiotics</h3>
<p>Probiotics and prebiotics are gaining attention due to increasing awareness about digestive health.</p>
<p>These ingredients support gut health and overall wellness, making them valuable additions to sports nutrition products. The growing interest in functional nutrition is expected to boost segment growth.</p>
<h3>Botanical Extracts</h3>
<p>Botanical extracts are increasingly used due to rising consumer preference for natural ingredients.</p>
<p>Plant-based extracts provide various benefits, including antioxidant support and improved energy. Their increasing use in clean-label formulations is supporting market expansion.</p>
<h3>Others</h3>
<p>Other ingredients include electrolytes, enzymes, carbohydrates, and specialty compounds. These ingredients support hydration, energy production, and athletic performance.</p>
<hr>
<h1>By Form</h1>
<h2>Dry</h2>
<p>Dry-form sports nutrition ingredients hold a significant market share due to their longer shelf life, easy storage, and convenience.</p>
<p>Powdered protein supplements, amino acid blends, and nutritional mixes are widely preferred by consumers. Dry formulations are commonly used in sports supplements and nutrition products.</p>
<h2>Liquid</h2>
<p>Liquid sports nutrition products are gaining popularity due to convenience and faster consumption.</p>
<p>Ready-to-drink beverages, energy drinks, and liquid supplements are increasingly preferred by consumers looking for quick nutrition solutions.</p>
<hr>
<h1>By Application</h1>
<h2>Sports Supplements</h2>
<p>Sports supplements represent the leading application segment. Products such as protein powders, amino acid supplements, and performance-enhancing formulations are widely used by athletes and fitness consumers.</p>
<p>The growing focus on strength, endurance, and recovery continues to drive demand for sports supplements.</p>
<h2>Energy &amp; Nutrition Bars</h2>
<p>Energy and nutrition bars are gaining popularity as convenient sources of nutrition.</p>
<p>These products provide quick energy and essential nutrients, making them popular among athletes, travelers, and active consumers.</p>
<h2>Others</h2>
<p>Other applications include functional beverages, meal replacements, and specialty nutrition products.</p>
<p>Increasing innovation in the food and beverage industry is creating new opportunities for sports nutrition ingredients.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America holds a significant share of the sports nutrition ingredients market due to strong fitness culture and high consumer awareness.</p>
<p>The presence of major sports nutrition brands and increasing demand for protein-based products are supporting regional growth.</p>
<h2>Europe</h2>
<p>Europe is experiencing steady growth due to rising interest in health, wellness, and active lifestyles.</p>
<p>Consumers in the region are increasingly adopting clean-label and natural sports nutrition products, creating opportunities for manufacturers.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness rapid growth during the forecast period. Increasing disposable income, urbanization, and growing fitness awareness are driving demand.</p>
<p>Countries such as China, India, and Japan are experiencing increased adoption of sports supplements and functional nutrition products.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are emerging markets due to increasing health awareness and expanding fitness industries.</p>
<p>Growing investments in wellness products and changing lifestyles are expected to support future market development.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The Sports Nutrition Ingredients Market is highly competitive, with companies focusing on product innovation, ingredient development, and strategic partnerships.</p>
<p>Manufacturers are investing in research and development to introduce advanced nutritional ingredients that meet changing consumer preferences.</p>
<p>Companies are focusing on clean-label products, plant-based ingredients, and customized nutrition solutions to strengthen their market position.</p>
<p>The competitive landscape is influenced by increasing demand for premium sports nutrition products and continuous innovation in formulations.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the sports nutrition ingredients market looks promising as consumers continue to prioritize health, fitness, and wellness. Increasing demand for functional foods, personalized nutrition, and performance-enhancing products will continue to drive growth.</p>
<p>The integration of natural ingredients, advanced formulations, and sustainable sourcing practices will shape the future of the industry.</p>
<p>As fitness trends expand globally, sports nutrition ingredients will continue to move beyond professional athletes and become part of everyday wellness routines. The market is expected to witness strong growth opportunities through 2031, supported by innovation, changing lifestyles, and rising consumer awareness.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Variable Reluctance Sensor Market Forecast Reveals Strong Growth Potential</title>
<link>https://news.bangboxonline.com/variable-reluctance-sensor-market-forecast-reveals-strong-growth-potential</link>
<guid>https://news.bangboxonline.com/variable-reluctance-sensor-market-forecast-reveals-strong-growth-potential</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="101680" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 11:17:35 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Variable Reluctance Sensor Market Overview</h1>
<p>The global variable reluctance sensor market size was valued at USD 3,045.7 million in 2023 and is projected to grow from USD 3,169.1 million in 2024 to USD 4,240.9 million by 2031, exhibiting a CAGR of 4.25% during the forecast period. The market is experiencing steady growth due to the increasing demand for accurate sensing solutions across automotive, aerospace, energy, and industrial sectors. The growing adoption of automation technologies, smart systems, and advanced monitoring solutions is encouraging industries to integrate reliable sensor technologies into their operations.</p>
<p><strong>Get the Full Detailed Insights Report:  <a href="https://www.kingsresearch.com/variable-reluctance-sensor-market-2006">https://www.kingsresearch.com/variable-reluctance-sensor-market-2006</a> </strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p>The global Variable Reluctance Sensor Market size was valued at USD 3,045.7 million in 2023.</p>
</li>
<li>
<p>The market is projected to grow from USD 3,169.1 million in 2024 to USD 4,240.9 million by 2031.</p>
</li>
<li>
<p>The market is expected to register a CAGR of 4.25% during the forecast period (2024-2031).</p>
</li>
<li>
<p>Increasing demand for sensing technologies in automotive, aerospace, and industrial applications is driving market expansion.</p>
</li>
<li>
<p>Growing adoption of electric vehicles, automation, and smart monitoring systems is boosting demand for variable reluctance sensors.</p>
</li>
<li>
<p>Variable reluctance sensors offer advantages such as durability, cost-effectiveness, and reliable performance in harsh environments.</p>
</li>
<li>
<p>Automotive applications represent a significant share due to increasing use in speed and position detection systems.</p>
</li>
<li>
<p>Rising investments in industrial automation and energy infrastructure are creating new growth opportunities.</p>
</li>
<li>
<p>Technological advancements in sensor design and signal processing are supporting market development.</p>
</li>
</ul>
<p>Variable reluctance sensors are electromagnetic sensing devices that detect changes in magnetic fields caused by the movement of ferromagnetic objects. These sensors convert mechanical motion into electrical signals and are widely used for measuring speed, position, and rotational movement. Due to their simple design, durability, and ability to operate without external power sources, variable reluctance sensors have become essential components in various industrial applications.</p>
<p>The increasing importance of automation and digital transformation has significantly influenced the demand for advanced sensors. Industries are adopting intelligent systems that require real-time data collection and accurate monitoring capabilities. Variable reluctance sensors provide reliable performance in challenging environments, making them suitable for applications where precision and durability are critical.</p>
<p>The rapid development of automotive technologies, including electric vehicles and advanced driver assistance systems (ADAS), is creating new opportunities for sensor manufacturers. Modern vehicles depend on multiple sensing systems for efficient operation, safety, and performance optimization. Variable reluctance sensors play a crucial role in monitoring engine speed, wheel rotation, transmission movement, and other mechanical parameters.</p>
<hr>
<h1>Market Growth Drivers</h1>
<h2>Increasing Adoption in Automotive Industry</h2>
<p>The automotive sector is one of the largest contributors to the variable reluctance sensor market. These sensors are widely used in vehicles for applications such as crankshaft position sensing, camshaft monitoring, wheel speed measurement, and anti-lock braking systems.</p>
<p>The growing production of passenger vehicles, commercial vehicles, and electric vehicles is increasing the demand for efficient sensing technologies. Automotive manufacturers are focusing on improving vehicle performance, fuel efficiency, and safety, which is encouraging the adoption of advanced sensor solutions.</p>
<p>Electric vehicles are further expanding the demand for sensors. EV systems require accurate monitoring of motor speed, battery performance, and mechanical operations. Variable reluctance sensors provide cost-effective and reliable solutions for these requirements.</p>
<h2>Growth of Industrial Automation</h2>
<p>Industrial automation is another major factor supporting market growth. Manufacturing industries are increasingly deploying automated machinery, robotics, and smart production systems to improve efficiency and reduce operational costs.</p>
<p>Variable reluctance sensors are used in industrial machines for motion detection, speed measurement, and position control. Their ability to function effectively in high-temperature, dusty, and harsh industrial environments makes them valuable for automation applications.</p>
<p>The expansion of Industry 4.0 initiatives is further increasing the demand for sensor-based monitoring systems. Smart factories require continuous data collection to optimize production processes, making sensors an important component of modern manufacturing.</p>
<h2>Rising Demand for Aerospace Applications</h2>
<p>The aerospace sector relies on advanced sensor technologies for aircraft safety, navigation, and performance monitoring. Variable reluctance sensors are used in aircraft systems for detecting speed, position, and mechanical movement.</p>
<p>Increasing aircraft production and modernization programs are driving demand for reliable sensing solutions. The need for lightweight, durable, and efficient components is encouraging aerospace manufacturers to adopt advanced sensor technologies.</p>
<h2>Expansion of Energy and Power Sector</h2>
<p>The energy and power industry is increasingly adopting monitoring and control systems to improve operational efficiency. Variable reluctance sensors are used in power generation equipment, turbines, and rotating machinery.</p>
<p>These sensors help monitor equipment performance and identify potential failures before they occur. The growing focus on predictive maintenance and energy efficiency is supporting market expansion.</p>
<hr>
<h1>Emerging Market Trends</h1>
<h2>Integration with Smart Technologies</h2>
<p>The integration of sensors with digital technologies is one of the major trends shaping the market. Variable reluctance sensors are increasingly being combined with advanced electronics, data processing systems, and communication technologies.</p>
<p>Smart sensor solutions enable real-time monitoring and improved decision-making. Industries are adopting these systems to enhance productivity, reduce downtime, and improve equipment reliability.</p>
<h2>Increasing Demand for Electric Vehicles</h2>
<p>The transition toward electric mobility is creating new growth opportunities for variable reluctance sensors. EV manufacturers require advanced sensing solutions for motors, transmissions, and control systems.</p>
<p>As governments worldwide promote electric mobility, the demand for efficient and reliable sensors is expected to increase significantly.</p>
<h2>Focus on Compact and Efficient Designs</h2>
<p>Sensor manufacturers are focusing on developing compact, lightweight, and high-performance products. Modern applications require sensors that can deliver accurate results while occupying minimal space.</p>
<p>Advancements in materials, manufacturing processes, and sensor design are helping companies develop improved solutions for various industries.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Product</h2>
<h3>Position Sensing</h3>
<p>Position sensing is one of the major applications of variable reluctance sensors. These sensors help determine the position of moving components in machinery and vehicles.</p>
<p>The growing demand for automation and precision control systems is increasing the adoption of position sensing solutions. Industries use these sensors to improve accuracy and operational efficiency.</p>
<h3>Pulse Counting</h3>
<p>Pulse counting applications involve measuring rotational speed and movement by detecting magnetic changes. These sensors are widely used in industrial equipment, automotive systems, and mechanical devices.</p>
<p>Increasing automation and the need for accurate motion monitoring are supporting growth in this segment.</p>
<h3>Flow Meters</h3>
<p>Variable reluctance sensors are used in flow measurement systems to detect movement and monitor fluid flow rates. These applications are important in energy, manufacturing, and industrial processing sectors.</p>
<p>The increasing need for efficient resource management is driving demand for advanced flow monitoring technologies.</p>
<h3>Speedometers</h3>
<p>Speedometer applications represent a significant segment due to widespread use in automotive and transportation systems. These sensors provide accurate speed measurement capabilities.</p>
<p>The growing demand for vehicle safety systems and performance monitoring solutions continues to support this segment.</p>
<h3>Others</h3>
<p>Other applications include industrial equipment monitoring, robotics, and specialized machinery. Increasing adoption of automation across industries is creating additional opportunities.</p>
<hr>
<h1>By End-Use Industry</h1>
<h2>Automotive</h2>
<p>The automotive sector dominates the variable reluctance sensor market due to extensive use in vehicle systems. Sensors are essential for improving safety, performance, and efficiency.</p>
<p>Growing vehicle production and increasing integration of electronic systems are expected to drive future demand.</p>
<h2>Aerospace</h2>
<p>The aerospace industry requires high-performance sensors for aircraft monitoring and control systems. Variable reluctance sensors provide reliable operation in demanding environments.</p>
<p>Increasing aircraft manufacturing and maintenance activities are supporting growth in this sector.</p>
<h2>Energy &amp; Power</h2>
<p>The energy and power industry uses these sensors for monitoring turbines, generators, and rotating equipment. The need for predictive maintenance and operational efficiency is increasing adoption.</p>
<p>Growth in renewable energy projects and power infrastructure development is expected to support market expansion.</p>
<h2>Others</h2>
<p>Other industries include manufacturing, industrial automation, transportation, and robotics. These sectors are increasingly adopting sensor technologies to improve efficiency and productivity.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a significant market due to advanced automotive, aerospace, and industrial sectors. The region has strong adoption of automation technologies and smart manufacturing solutions.</p>
<p>The presence of leading technology companies and continuous innovation is supporting market growth.</p>
<h2>Europe</h2>
<p>Europe is a major market driven by automotive innovation and industrial automation. The region’s focus on electric vehicles and sustainable technologies is creating new opportunities.</p>
<p>Increasing investments in advanced manufacturing systems are expected to strengthen demand for sensors.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness significant growth due to rapid industrialization and expanding automotive production. Countries such as China, Japan, South Korea, and India are investing heavily in automation and electronic systems.</p>
<p>The growth of electric vehicles and manufacturing industries is expected to accelerate regional market expansion.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>Latin America is experiencing increasing adoption of industrial technologies, while the Middle East &amp; Africa region is investing in energy infrastructure development.</p>
<p>Growing modernization efforts across industries are expected to support market opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The variable reluctance sensor market is characterized by technological advancements, product innovation, and strategic collaborations. Companies are focusing on developing sensors with improved accuracy, durability, and efficiency.</p>
<p>Market players are investing in research and development to enhance sensor performance and expand application areas. The increasing demand for smart sensing solutions is encouraging companies to develop advanced products.</p>
<p>Competitive strategies include partnerships, mergers, acquisitions, and expansion into emerging markets. Manufacturers are also focusing on customized solutions to meet specific industry requirements.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the variable reluctance sensor market looks promising as industries continue adopting automation, electrification, and smart technologies. The growing demand for accurate monitoring systems across automotive, aerospace, energy, and industrial sectors will continue to drive market growth.</p>
<p>The transition toward electric vehicles, connected systems, and intelligent manufacturing will create significant opportunities for sensor manufacturers. Advancements in sensor technology, miniaturization, and digital integration are expected to further enhance market development.</p>
<p>As industries focus on improving efficiency, safety, and reliability, variable reluctance sensors will remain an important component of modern sensing solutions. The market is expected to experience steady expansion through 2031, supported by technological innovation and increasing industrial applications.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Zero Emission Trucks Market Advancements Accelerating Carbon Reduction</title>
<link>https://news.bangboxonline.com/zero-emission-trucks-market-advancements-accelerating-carbon-reduction</link>
<guid>https://news.bangboxonline.com/zero-emission-trucks-market-advancements-accelerating-carbon-reduction</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="101680" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 11:09:10 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Zero Emission Trucks Market Overview</h1>
<p>The global Zero Emission Trucks Market size was valued at USD 6.61 billion in 2023 and is projected to reach USD 27.99 billion by 2031, growing at a CAGR of 20.05% from 2024 to 2031. The market is experiencing rapid expansion due to increasing environmental concerns, stringent emission regulations, and growing investments in sustainable transportation technologies. Governments and industries worldwide are focusing on reducing greenhouse gas emissions from commercial vehicles, accelerating the shift toward electric and hydrogen-powered trucks.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/zero-emission-trucks-market-579">https://www.kingsresearch.com/zero-emission-trucks-market-579</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p>The global Zero Emission Trucks Market size was valued at USD 6.61 billion in 2023.</p>
</li>
<li>
<p>The market is projected to reach USD 27.99 billion by 2031, growing at a CAGR of 20.05% during the forecast period (2024-2031).</p>
</li>
<li>
<p>Increasing government initiatives to reduce carbon emissions are driving the adoption of zero emission commercial vehicles.</p>
</li>
<li>
<p>Rising demand for sustainable transportation solutions is accelerating the transition from diesel-powered trucks.</p>
</li>
<li>
<p>Battery electric trucks are witnessing strong adoption due to advancements in battery technology and charging infrastructure.</p>
</li>
<li>
<p>Hydrogen fuel cell trucks are emerging as a promising solution for long-distance freight transportation.</p>
</li>
<li>
<p>Logistics and transportation industries are among the major adopters of zero emission trucks.</p>
</li>
<li>
<p>Asia-Pacific, Europe, and North America are leading regions due to supportive policies and investments in clean mobility.</p>
</li>
<li>
<p>Fleet electrification and environmental regulations are creating significant growth opportunities.</p>
</li>
<li>
<p>Automotive manufacturers are investing heavily in next-generation electric and hydrogen-powered truck technologies.</p>
</li>
</ul>
<p>Zero emission trucks are commercial vehicles designed to operate without producing direct greenhouse gas emissions during operation. These vehicles primarily use battery electric and hydrogen fuel cell technologies to replace traditional diesel-powered trucks. The adoption of zero emission trucks is becoming a key strategy for achieving climate targets and improving air quality, particularly in urban and industrial areas.</p>
<p>The transportation sector contributes significantly to global carbon emissions, making decarbonization a major priority for governments and businesses. Heavy-duty and commercial trucks are responsible for a considerable portion of road transport emissions due to their high fuel consumption. As a result, logistics companies, fleet operators, and manufacturers are increasingly adopting clean energy alternatives to reduce their environmental impact.</p>
<p>The rapid development of battery technology, charging infrastructure, and hydrogen fuel systems is transforming the commercial vehicle industry. Zero emission trucks are becoming more efficient, reliable, and cost-effective, creating new opportunities for market growth. The integration of advanced technologies such as smart fleet management, telematics, and autonomous driving capabilities is further supporting the expansion of this market.</p>
<hr>
<h1>Growth Drivers of Zero Emission Trucks Market</h1>
<h2>Increasing Government Regulations on Vehicle Emissions</h2>
<p>One of the primary factors driving the growth of the zero emission trucks market is the implementation of strict emission regulations across various countries. Governments are introducing policies aimed at reducing carbon emissions from transportation and encouraging the adoption of electric commercial vehicles.</p>
<p>Emission reduction targets, fuel economy standards, and incentives for electric vehicle adoption are encouraging logistics companies and fleet operators to transition toward zero emission trucks. These regulations are expected to remain a major growth catalyst during the forecast period.</p>
<p>Many countries are offering subsidies, tax benefits, and financial incentives to promote clean transportation. Such initiatives reduce the initial cost barrier associated with electric and hydrogen trucks, making them more attractive for commercial users.</p>
<h2>Growing Demand for Sustainable Logistics</h2>
<p>The rapid expansion of e-commerce and global trade has increased demand for efficient transportation solutions. Logistics companies are under growing pressure to reduce their carbon footprint and adopt environmentally responsible practices.</p>
<p>Zero emission trucks provide a sustainable alternative for freight transportation by reducing fuel dependency and lowering operational emissions. Companies are increasingly incorporating electric trucks into their fleets to achieve sustainability goals and meet customer expectations for greener supply chains.</p>
<h2>Advancements in Battery Technology</h2>
<p>Battery electric trucks are becoming increasingly popular due to continuous improvements in battery capacity, charging speed, and energy efficiency. Modern batteries provide longer driving ranges and improved performance, making electric trucks suitable for various applications.</p>
<p>The declining cost of battery production is also contributing to market growth. As battery technology continues to advance, electric trucks are expected to become more competitive with conventional diesel vehicles.</p>
<h2>Expansion of Charging Infrastructure</h2>
<p>The availability of charging infrastructure is critical for the widespread adoption of electric trucks. Governments and private companies are investing heavily in charging networks to support commercial electric vehicle operations.</p>
<p>High-capacity charging stations, fleet charging solutions, and fast-charging technologies are improving the feasibility of electric trucks for long-distance transportation. The expansion of charging infrastructure is expected to accelerate market growth.</p>
<hr>
<h1>Emerging Market Trends</h1>
<h2>Rise of Battery Electric Trucks</h2>
<p>Battery electric trucks represent one of the fastest-growing segments in the zero emission trucks market. These vehicles use rechargeable batteries to power electric motors, eliminating tailpipe emissions.</p>
<p>Advancements in battery chemistry and vehicle design are improving the range and performance of electric trucks. Urban delivery, last-mile logistics, and regional transportation are among the key applications driving adoption.</p>
<h2>Increasing Interest in Hydrogen Fuel Cell Trucks</h2>
<p>Hydrogen fuel cell trucks are gaining attention as an alternative solution for heavy-duty and long-distance transportation. These vehicles use hydrogen to generate electricity, producing only water vapor as a by-product.</p>
<p>Hydrogen technology offers advantages such as faster refueling times and longer driving ranges compared to traditional battery systems. As hydrogen infrastructure develops, fuel cell trucks are expected to gain a stronger market presence.</p>
<h2>Integration of Smart Technologies</h2>
<p>Zero emission trucks are increasingly being integrated with advanced digital technologies. Fleet management systems, connected vehicle platforms, and predictive analytics help optimize vehicle performance and reduce operating costs.</p>
<p>Smart technologies enable fleet operators to monitor energy consumption, plan efficient routes, and improve overall transportation efficiency.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By End-Use Industry</h2>
<h3>Retail and E-commerce</h3>
<p>The retail and e-commerce sector is a major adopter of zero emission trucks due to increasing demand for sustainable delivery solutions. The rapid growth of online shopping has created a need for efficient last-mile delivery vehicles.</p>
<p>Electric trucks are particularly suitable for urban delivery operations due to lower noise levels, reduced maintenance requirements, and zero tailpipe emissions.</p>
<h3>Construction and Infrastructure</h3>
<p>The construction and infrastructure sector is gradually adopting zero emission trucks to reduce environmental impact. These trucks are used for transporting construction materials, equipment, and supplies.</p>
<p>Growing focus on green construction practices and sustainable infrastructure development is encouraging companies to invest in clean transportation solutions.</p>
<h3>Logistics and Transportation</h3>
<p>The logistics and transportation industry represents one of the largest segments of the zero emission trucks market. Fleet operators are transitioning toward electric and hydrogen-powered trucks to reduce fuel costs and comply with environmental regulations.</p>
<p>The need for sustainable freight movement and corporate carbon reduction goals is expected to support strong adoption in this sector.</p>
<hr>
<h1>By Vehicle Type</h1>
<h2>Light-duty Trucks</h2>
<p>Light-duty zero emission trucks are widely used for delivery services, urban transportation, and commercial applications. Their smaller size and lower energy requirements make them suitable for short-distance operations.</p>
<p>The growth of e-commerce and urban logistics is driving demand for light-duty electric trucks.</p>
<h2>Medium-duty Trucks</h2>
<p>Medium-duty trucks are gaining popularity across logistics, distribution, and commercial transportation applications. These vehicles provide a balance between payload capacity and operating efficiency.</p>
<p>Advancements in battery systems are enabling medium-duty electric trucks to cover longer routes, increasing their adoption.</p>
<hr>
<h1>By Technology</h1>
<h2>Battery Electric Trucks</h2>
<p>Battery electric trucks dominate the zero emission trucks market due to increasing investments in electric mobility. These vehicles offer advantages such as lower operating costs, reduced maintenance, and zero direct emissions.</p>
<p>The expansion of charging infrastructure and battery improvements are expected to support continued growth.</p>
<h2>Hydrogen Fuel Cell Trucks</h2>
<p>Hydrogen fuel cell trucks are emerging as a key technology for heavy-duty applications. They provide longer range and faster refueling compared to battery electric alternatives.</p>
<p>Increasing investments in hydrogen production and distribution networks are expected to create significant opportunities for this segment.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America is a major market for zero emission trucks due to strong government support and increasing investments in electric mobility. The United States and Canada are implementing policies to reduce transportation emissions and encourage fleet electrification.</p>
<p>The presence of major automotive manufacturers and technology companies is supporting market development in the region.</p>
<h2>Europe</h2>
<p>Europe is one of the leading regions in the adoption of zero emission trucks. Strict emission regulations and sustainability targets are encouraging companies to transition away from diesel-powered commercial vehicles.</p>
<p>Countries across Europe are investing in charging networks and hydrogen infrastructure to support clean transportation.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness significant growth due to rapid industrialization, urbanization, and increasing environmental awareness. Countries such as China, Japan, and South Korea are investing heavily in electric and hydrogen vehicle technologies.</p>
<p>Government initiatives and expanding logistics networks are driving regional demand.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are gradually adopting zero emission trucks as sustainability initiatives gain importance. Infrastructure development and increasing awareness of clean transportation solutions are expected to create future opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The zero emission trucks market is highly competitive, with manufacturers focusing on innovation, strategic partnerships, and technology development.</p>
<p>Major automotive companies are investing in electric and hydrogen-powered truck platforms to strengthen their market position. Companies are also collaborating with charging infrastructure providers and energy companies to accelerate adoption.</p>
<p>The competitive environment is driven by advancements in battery technology, vehicle range improvements, cost reduction strategies, and development of hydrogen ecosystems.</p>
<p>Manufacturers are focusing on improving vehicle efficiency, reducing charging time, and developing solutions suitable for long-distance transportation.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the zero emission trucks market looks highly promising as industries worldwide move toward cleaner transportation solutions. Rising environmental concerns, government regulations, and corporate sustainability goals will continue to drive market expansion.</p>
<p>The transition from traditional diesel trucks to electric and hydrogen-powered alternatives is expected to accelerate as technology costs decline and infrastructure improves.</p>
<p>Battery innovation, hydrogen development, and smart transportation technologies will play a major role in shaping the future of commercial mobility. Zero emission trucks are expected to become a central part of sustainable logistics networks worldwide.</p>
<p>With increasing investments from governments, manufacturers, and fleet operators, the market is positioned for strong growth through 2031.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>What Every Business Owner Should Know About Growing Website Traffic</title>
<link>https://news.bangboxonline.com/what-every-business-owner-should-know-about-growing-website-traffic</link>
<guid>https://news.bangboxonline.com/what-every-business-owner-should-know-about-growing-website-traffic</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a220103ddc.jpg" length="34032" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 11:05:21 +0500</pubDate>
<dc:creator>Anthony Rill</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div class="flex max-w-full flex-col gap-4 grow">
<div data-message-author-role="assistant" data-message-id="1d2156fb-ad69-4770-9345-b5ab56e0a2e2" dir="auto" data-message-model-slug="gpt-5-5" class="min-h-8 text-message relative flex w-full flex-col items-end gap-2 text-start break-words whitespace-normal outline-none keyboard-focused:focus-ring [.text-message+&amp;]:mt-1" data-turn-start-message="true" tabindex="0">
<div class="flex w-full flex-col gap-1 empty:hidden">
<div class="markdown prose dark:prose-invert wrap-break-word w-full light markdown-new-styling">
<p data-start="118" data-end="390">A lot of business owners hear about SEO all the time. They know it has something to do with rankings, traffic, and getting found online. But many still ask the same question. What exactly do <a href="https://www.seohouston.com/"><strong>SEO services Houston</strong></a> companies provide, and are they really worth the investment?</p>
<p data-start="392" data-end="853">The short answer is yes. When done correctly, SEO helps businesses appear in front of people who are already searching for their products or services. That's different from interrupting people with ads. You're showing up when customers are actively looking. That's why businesses across Houston continue putting resources into search engine optimization. It brings visibility, leads, and long-term growth that doesn't disappear the moment an ad budget runs out.</p>
<h2 data-section-id="78k8yc" data-start="855" data-end="876">What SEO Means Now</h2>
<p data-start="878" data-end="1102">These days, search engines aren’t fooled by old tricks. A decade back, businesses crammed pages full of words just to climb rankings. Now? The systems see right through that noise. Smarter algorithms spot real value instead.</p>
<p data-start="1104" data-end="1450">Most folks in Houston offering SEO today care about better websites, easier navigation, useful material, solid tech setup, plus clear local presence. All pieces must fit like gears in a clock. Rank trouble hits fast when pages crawl instead of load, words miss the point, or visitors get frustrated. Keywords alone won’t rescue that kind of site.</p>
<p data-start="1452" data-end="1615">True success means building sites people actually find helpful. What matters is clarity - so visitors get value, so algorithms grasp the purpose without confusion.</p>
<h2 data-section-id="2cgofp" data-start="1617" data-end="1670">SEO Services In Houston Bring More Qualified Leads</h2>
<p data-start="1672" data-end="1805">Just having traffic won’t cover expenses. It comes down to bringing in people who actually engage. This changes how useful SEO feels.</p>
<p data-start="1807" data-end="2307">Most folks searching for something exact are nearly ready to buy. People who browse randomly online usually aren’t deciding right then. A roofer in Houston showing up for “roof repair near me” catches visitors already looking to act. Instead of waiting for interest, they meet need head on. Those clicks come from actual demand, not just curiosity. Ranking well means being there when urgency strikes. Law firms pulling in local searches do the same thing - drawing in real questions needing answers.</p>
<p data-start="2309" data-end="2600">Most people who find a site via search have something specific in mind. Because they’re actively searching, their intent tends to align closely with what’s offered. Visibility at the right moment makes all the difference. So it stands out as one of the more precise ways to attract interest.</p>
<h2 data-section-id="1nkuxdv" data-start="2602" data-end="2642">The Role Of Local Search Optimization</h2>
<p data-start="2644" data-end="3004">Most companies need people nearby to survive. Think about eateries, repair workers, tooth doctors, pipe fixers, number crunchers - each one relies on folks just down the street. A shop thrives when neighbors walk in. Distance means less traffic, fewer calls. Close by? That is where business happens. Without locals stopping by, some places would shutter fast.</p>
<p data-start="3006" data-end="3371">Start with clean details online if you want seen around Houston. Fix how your company shows up on maps so people find it fast. Pages that point to your spot should say the same thing every time. Messy info scares off visitors, keep everything matching. Citations need care just like website words do. Show real value near you by updating neighborhood content often.</p>
<p data-start="3373" data-end="3682">Most times, folks looking up services in Houston see results picked by Google to match their needs closely. Businesses focusing on local search tweaks tend to show up more often right when people are searching. Instead of guessing, they position themselves where attention flows naturally during real queries.</p>
<h2 data-section-id="1fsgefu" data-start="3684" data-end="3715">Content Matters For Rankings</h2>
<p data-start="3717" data-end="3905">Useful info wins in search results. It is not about filling pages just to fill them. Search engines favor answers people actually need. What matters is solving problems, not posting often.</p>
<p data-start="3907" data-end="4050">Over time, companies sharing useful content tend to gain trust. Before any talk of buying happens, questions get answered. Strength lies there.</p>
<p data-start="4052" data-end="4418">Month after month, traffic keeps coming because Houston SEO teams build pages that answer real questions. Not just blogs or how-tos, but detailed guides, topic clusters, and clear answers people actually search for. Instead of ads alone, they shape websites that earn visits through useful content. Results add up when each page works even without constant spending.</p>
<h2 data-section-id="cb4lpw" data-start="4420" data-end="4458">Technical SEO Often Gets Overlooked</h2>
<p data-start="4460" data-end="4607">Truth is, most folks running companies skip thinking about technical SEO. A bunch of them simply do not require it. Experts take care of that part.</p>
<p data-start="4609" data-end="4971">Not far below each site that ranks sits unseen work guiding how machines explore pages. Fast loading times connect with ease on phones, both shaping access. Pages need clear paths so systems can file them properly. Hidden labels give context to what is shown. Links between sections guide movement without confusion. Protection keeps trust steady through visits.</p>
<p data-start="4973" data-end="5222">Most people won’t see what happens behind a webpage, yet flaws there can drag down even great content. Seasoned SEO experts dig into these hidden glitches, adjusting pieces quietly. Progress builds slowly, then rankings shift higher without fanfare.</p>
<h2 data-section-id="141v4sx" data-start="5224" data-end="5280">Affordable SEO Services In Houston Worth Considering?</h2>
<p data-start="5282" data-end="5383">Money talks, every single time. Some smaller shops think good SEO? Impossible. Truth bends that idea.</p>
<p data-start="5385" data-end="5673">Most folks in Houston who pick budget-friendly SEO get good results - if they know what to expect. Here’s the thing: it really comes down to clarity on exactly what your money covers. You might see companies guaranteeing spot one in just days. Watch out for that - it often means trouble.</p>
<p data-start="5675" data-end="5903">A solid team builds progress step by step, shares clear updates along the way, while aiming for long-term results. Low cost isn’t about cutting corners instead it’s matching smart fixes to company targets and what budget exists.</p>
<p data-start="5905" data-end="6168">Starting with key services helps small shops stand out online right away. As they get noticed more, room opens up to reach further. Their spot on search pages grows better step by step. Attention sticks when effort matches what customers are searching for nearby.</p>
<h2 data-section-id="1b1t9ib" data-start="6170" data-end="6203">SEO Takes Time To Show Results</h2>
<p data-start="6205" data-end="6267">Most people think SEO brings quick wins. It almost never does.</p>
<p data-start="6269" data-end="6553">It begins with patience - trust does not come fast. Slowly, rankings climb when systems notice good signs from a site. Fresh pages appear in searches. Fixes behind the scenes are reviewed over weeks. People start staying longer, clicking more. Authority builds only as proof piles up.</p>
<p data-start="6555" data-end="6772">Most wins come from sticking with it week after week. Progress builds when teams keep tweaking pages, sharpening copy, while watching how people search shifts over time. Long waits beat quick tricks every single time.</p>
<p data-start="6774" data-end="6815"><img src="https://img.magnific.com/free-photo/business-meeting-about-seo_53876-94826.jpg?uid=R211381417&amp;ga=GA1.1.1921347158.1777526167&amp;semt=ais_hybrid&amp;w=740&amp;q=80"></p>
<h2 data-section-id="bspk7b" data-start="6817" data-end="6867">How To Pick An SEO Company That Fits Your Needs</h2>
<p data-start="6869" data-end="7007">What you pick shapes results nearly as much as how you plan. One shop might know more than another, simply because they’ve done it longer.</p>
<p data-start="7009" data-end="7313">Most times, when a company avoids spelling out each step, it shows. Owners need teams who talk straight. Clear steps mean fewer surprises later on. Silence around progress often hides bigger problems. Being open about results builds trust slowly but surely. A vague answer today might cost time tomorrow.</p>
<p data-start="7315" data-end="7619">Out here in Houston, solid SEO work shows up in real results. Think more eyes on your site, visitors who actually care, leads that turn into chats, then deals piling up. Sure, climbing search ranks gets attention. Yet what truly counts? Money coming in, people sticking around. That is where value lands.</p>
<h2 data-section-id="8dtpi" data-start="7621" data-end="7634">Conclusion</h2>
<p data-start="7636" data-end="7852">SEO remains one of the most effective digital marketing investments available today. Businesses that rank well in search results gain visibility, credibility, and access to customers actively searching for solutions.</p>
<p data-start="7854" data-end="8142">Whether you're a startup looking for <a href="https://www.seohouston.com/seo-fees.html"><strong>affordable SEO services Houston</strong></a> businesses trust or an established company trying to strengthen your online presence, the fundamentals remain the same. Create valuable content, maintain a strong website, optimize for local search, and stay consistent.</p>
<p data-start="8144" data-end="8364">The companies that commit to those principles often see long-term results that continue delivering value long after the initial work is completed. SEO isn't magic. It's strategy, execution, and patience working together.</p>
<h2 data-section-id="1xvwnkw" data-start="8366" data-end="8373">FAQs</h2>
<h3 data-section-id="1xy5zyh" data-start="8375" data-end="8436">What do SEO services Houston companies typically include?</h3>
<p data-start="8438" data-end="8641">Most SEO services Houston providers offer keyword research, technical SEO, content creation, local SEO optimization, link building, website audits, and performance reporting to improve search visibility.</p>
<h3 data-section-id="1klnxku" data-start="8643" data-end="8686">How long does SEO take to show results?</h3>
<p data-start="8688" data-end="8850">Most businesses begin seeing noticeable improvements within three to six months, although competitive industries may require more time to achieve strong rankings.</p>
<h3 data-section-id="1bl9wib" data-start="8852" data-end="8902">Are affordable SEO services Houston effective?</h3>
<p data-start="8904" data-end="9110" data-is-last-node="" data-is-only-node="">Yes, affordable SEO services Houston businesses use can be effective when they focus on quality strategies rather than shortcuts. The provider's expertise matters more than simply choosing the lowest price.</p>
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<title>Wearable Healthcare Devices Market Innovations Improving Patient Monitoring</title>
<link>https://news.bangboxonline.com/wearable-healthcare-devices-market-innovations-improving-patient-monitoring</link>
<guid>https://news.bangboxonline.com/wearable-healthcare-devices-market-innovations-improving-patient-monitoring</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="34032" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 11:03:54 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Wearable Healthcare Devices Market Overview</h1>
<p>The global Wearable Healthcare Devices Market size was valued at USD 24.59 billion in 2023 and is projected to grow from USD 28.52 billion in 2024 to USD 92.93 billion by 2031, exhibiting a CAGR of 18.38% during the forecast period. Surging consumer demand for personalized healthcare and convergence with telemedicine are driving the growth of the market. The increasing focus on preventive healthcare, real-time health monitoring, and digital transformation of healthcare systems is encouraging individuals and healthcare providers to adopt wearable healthcare technologies.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/wearable-healthcare-devices-market-182">https://www.kingsresearch.com/wearable-healthcare-devices-market-182</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p>The global Wearable Healthcare Devices Market size was valued at USD 24.59 billion in 2023.</p>
</li>
<li>
<p>The market is projected to grow from USD 28.52 billion in 2024 to USD 92.93 billion by 2031.</p>
</li>
<li>
<p>The market is expected to register a CAGR of 18.38% during the forecast period (2024-2031).</p>
</li>
<li>
<p>Increasing consumer demand for personalized healthcare solutions is accelerating market growth.</p>
</li>
<li>
<p>Growing adoption of remote patient monitoring and telemedicine technologies is driving demand.</p>
</li>
<li>
<p>Smartwatches, fitness trackers, and advanced health monitoring devices are gaining widespread acceptance.</p>
</li>
<li>
<p>Integration of artificial intelligence, IoT, and connected healthcare technologies is transforming the industry.</p>
</li>
<li>
<p>Rising prevalence of chronic diseases is encouraging continuous health tracking and early diagnosis.</p>
</li>
<li>
<p>North America holds a significant market share due to advanced healthcare infrastructure and technology adoption.</p>
</li>
<li>
<p>Asia-Pacific is expected to witness rapid growth due to increasing digital healthcare investments.</p>
</li>
</ul>
<p>Wearable healthcare devices are advanced electronic solutions designed to monitor, track, and analyze various health-related parameters. These devices include smartwatches, fitness trackers, smart clothing, medical monitoring devices, and connected health sensors that collect real-time information about an individual's health status. The collected data helps users and healthcare professionals make informed decisions related to wellness, diagnosis, treatment, and disease management.</p>
<p>The healthcare industry is rapidly shifting toward patient-centric and technology-driven models. Traditional healthcare approaches often rely on periodic medical checkups, while wearable devices enable continuous monitoring of vital signs and health conditions. This transformation has created significant opportunities for wearable healthcare device manufacturers, technology companies, and healthcare providers.</p>
<p>The rising popularity of digital health solutions has significantly contributed to market expansion. Consumers are increasingly using wearable devices to track physical activity, sleep patterns, heart rate, blood oxygen levels, stress levels, and other health indicators. These capabilities allow individuals to take a proactive approach toward managing their health and improving lifestyle choices.</p>
<hr>
<h1>Growth Drivers of Wearable Healthcare Devices Market</h1>
<h2>Increasing Demand for Personalized Healthcare</h2>
<p>One of the major factors driving the wearable healthcare devices market is the growing demand for personalized healthcare solutions. Consumers are becoming more aware of their health and wellness, leading to increased adoption of devices that provide real-time health insights.</p>
<p>Wearable devices allow individuals to monitor their personal health data continuously, enabling early detection of potential health issues. This shift from reactive treatment toward preventive care is supporting market growth.</p>
<h2>Rising Prevalence of Chronic Diseases</h2>
<p>The increasing prevalence of chronic diseases such as cardiovascular disorders, diabetes, obesity, and respiratory conditions is creating a strong demand for continuous health monitoring solutions.</p>
<p>Wearable healthcare devices help patients and doctors track disease progression, monitor treatment effectiveness, and improve disease management. Remote monitoring capabilities reduce hospital visits and improve patient convenience.</p>
<h2>Expansion of Telemedicine and Remote Patient Monitoring</h2>
<p>The rapid growth of telemedicine has accelerated the adoption of wearable healthcare devices. Healthcare providers are increasingly using connected devices to monitor patients remotely and provide virtual consultations.</p>
<p>Remote patient monitoring systems integrated with wearable devices allow doctors to access real-time patient data, enabling timely interventions and improved healthcare outcomes.</p>
<h2>Advancements in Artificial Intelligence and IoT</h2>
<p>Artificial intelligence and Internet of Things technologies are transforming wearable healthcare solutions. AI-powered analytics help interpret large volumes of health data collected from wearable devices.</p>
<p>These technologies enable predictive healthcare, personalized recommendations, and early disease detection. IoT connectivity allows seamless communication between wearable devices, healthcare platforms, and medical professionals.</p>
<hr>
<h1>Emerging Market Trends</h1>
<h2>Integration of AI-Based Health Analytics</h2>
<p>Artificial intelligence is becoming a major trend in wearable healthcare technology. AI algorithms analyze collected health data to identify patterns and predict potential medical conditions.</p>
<p>Advanced analytics improve the accuracy of health monitoring and enable personalized recommendations based on individual health profiles.</p>
<h2>Growth of Smart Wearable Ecosystems</h2>
<p>The wearable healthcare industry is moving beyond standalone devices toward integrated digital ecosystems. Modern wearables connect with smartphones, healthcare applications, and cloud-based platforms.</p>
<p>This interconnected approach allows users to manage multiple aspects of health and wellness from a single platform.</p>
<h2>Increasing Focus on Preventive Healthcare</h2>
<p>Preventive healthcare is becoming increasingly important as healthcare systems focus on reducing treatment costs and improving outcomes.</p>
<p>Wearable devices support preventive care by encouraging healthy behaviors, monitoring risk factors, and promoting early intervention.</p>
<h2>Development of Medical-Grade Wearables</h2>
<p>Manufacturers are increasingly developing medical-grade wearable devices capable of providing clinically accurate measurements.</p>
<p>These devices are designed for healthcare applications such as cardiac monitoring, glucose monitoring, and rehabilitation support.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Type</h2>
<h3>Diagnostic Devices</h3>
<p>Diagnostic devices represent a significant segment of the wearable healthcare devices market. These devices are designed to monitor health parameters and support early disease detection.</p>
<p>Examples include wearable ECG monitors, glucose monitoring devices, blood pressure trackers, and oxygen monitoring systems.</p>
<p>Increasing demand for early diagnosis and continuous health assessment is driving the growth of diagnostic wearables.</p>
<h3>Therapeutic Devices</h3>
<p>Therapeutic wearable devices are designed to support treatment and disease management. These devices help deliver therapies, monitor treatment progress, and improve patient outcomes.</p>
<p>Growing adoption of digital therapeutics and rehabilitation technologies is contributing to segment expansion.</p>
<hr>
<h1>By Product</h1>
<h2>Fitness Trackers</h2>
<p>Fitness trackers are among the most widely adopted wearable healthcare devices. These products monitor physical activity, calories burned, heart rate, and sleep patterns.</p>
<p>Increasing awareness about fitness and healthy lifestyles is supporting demand for fitness tracking devices.</p>
<h2>Smartwatches</h2>
<p>Smartwatches are experiencing strong growth due to their multifunctional capabilities. Modern smartwatches combine communication features with advanced health monitoring technologies.</p>
<p>Features such as heart monitoring, fall detection, and emergency alerts are increasing their popularity among consumers.</p>
<h2>Smart Clothing</h2>
<p>Smart clothing integrates sensors into garments to monitor health and physical performance.</p>
<p>These products are gaining attention in sports, fitness, rehabilitation, and healthcare applications.</p>
<h2>Hearables</h2>
<p>Hearables include smart earbuds and connected audio devices equipped with health monitoring features.</p>
<p>Growing interest in personalized wellness solutions is contributing to the adoption of hearable technologies.</p>
<h2>Others</h2>
<p>Other wearable healthcare products include medical sensors, patches, and specialized monitoring devices.</p>
<p>Increasing innovation in wearable technology is expanding this segment.</p>
<hr>
<h1>By Application</h1>
<h2>Sports and Fitness</h2>
<p>The sports and fitness segment holds a major share of the wearable healthcare devices market. Athletes and fitness enthusiasts use wearable devices to track performance, recovery, and training progress.</p>
<p>The growing focus on health-conscious lifestyles continues to drive adoption.</p>
<h2>Home Healthcare</h2>
<p>Wearable devices are becoming increasingly important in home healthcare applications. They enable individuals to monitor health conditions without frequent hospital visits.</p>
<p>The aging population and increasing preference for home-based care are supporting segment growth.</p>
<h2>Remote Patient Monitoring</h2>
<p>Remote patient monitoring is one of the fastest-growing applications. Healthcare providers use wearable devices to track patients outside clinical settings.</p>
<p>This approach improves healthcare accessibility and reduces pressure on healthcare facilities.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a leading market due to advanced healthcare infrastructure, high technology adoption, and strong investment in digital health solutions.</p>
<p>The presence of major technology companies and increasing demand for remote monitoring solutions continue to support regional growth.</p>
<h2>Europe</h2>
<p>Europe is witnessing steady growth due to increasing focus on healthcare innovation and preventive medicine.</p>
<p>Government initiatives promoting digital healthcare adoption are encouraging the use of wearable medical technologies.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience significant growth during the forecast period. Increasing healthcare awareness, rising disposable income, and expanding digital infrastructure are driving adoption.</p>
<p>Countries including China, Japan, and India are investing heavily in healthcare technology and connected devices.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are gradually adopting wearable healthcare technologies due to improving healthcare infrastructure and increasing awareness.</p>
<p>Growing investments in digital health solutions are expected to create new opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The wearable healthcare devices market is highly competitive, with companies focusing on innovation, product development, and strategic partnerships.</p>
<p>Leading companies are investing in research and development to introduce advanced wearable solutions with improved accuracy, connectivity, and user experience.</p>
<p>Market participants are integrating AI, cloud computing, and sensor technologies to enhance device capabilities.</p>
<p>The competitive landscape is shaped by technological advancements, collaborations with healthcare providers, and expansion into emerging markets.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the wearable healthcare devices market looks highly promising as healthcare continues moving toward digital and personalized solutions. Increasing demand for real-time monitoring, preventive healthcare, and remote medical services will continue to drive market expansion.</p>
<p>The integration of artificial intelligence, IoT, and advanced sensors will further improve wearable device capabilities. Future devices are expected to offer enhanced accuracy, improved comfort, and deeper integration with healthcare systems.</p>
<p>As consumers become more focused on wellness and healthcare providers adopt digital monitoring solutions, wearable healthcare devices will play an increasingly important role in the global healthcare ecosystem.</p>
<p>The market is expected to witness strong growth through 2031, supported by technological innovation, rising healthcare awareness, and the growing need for efficient healthcare delivery models.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Choosing the Right Fence Panels Sheffield for a Beautiful and Secure Garden</title>
<link>https://news.bangboxonline.com/choosing-the-right-fence-panels-sheffield-for-a-beautiful-and-secure-garden</link>
<guid>https://news.bangboxonline.com/choosing-the-right-fence-panels-sheffield-for-a-beautiful-and-secure-garden</guid>
<description><![CDATA[ At Hillsborough Fencing UK, homeowners can find fencing solutions designed to suit different garden styles, property requirements, and personal preferences. From enhancing privacy to creating a neat garden finish, the right fence panels can make a noticeable difference. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a20e8e139e.jpg" length="156600" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 11:00:20 +0500</pubDate>
<dc:creator>Susan Armadale</dc:creator>
<media:keywords>fence panels Sheffield</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>Having an aesthetically pleasing garden can dramatically change the appearance of your home. Choosing the right fencing is essential if you want to create a beautiful and functional outdoor space. Buy... Fencing will not only keep your plot secure and private, but will also contribute significantly to the overall style of your garden. <a href="https://www.hillsboroughfencing.com/fencing"><strong>Fence panels Sheffield</strong></a> can truly enhance the look and practicality of any outdoor area.</span></p>
<p class="isSelectedEnd"><span>Hillsborough Fencing UK is where you will be able to access a wide range of fencing to suit various garden styles, property needs or personal preferences. Whether you want to add additional privacy or provide a tidy finish to your garden, you can do both with the right fence panels.</span></p>
<h2><span>Why Quality Fence Panels Matter for Your Sheffield Property<img src="https://www.hillsboroughfencing.com/uploads/product_attachments/3747/12549_1717155127.webp" alt="Garden Fencing Sheffield | Fence Panels &amp; Supplies"></span></h2>
<p class="isSelectedEnd"><span>Fence panels do not only define your border around the garden, but they also serve a vital protection function while providing an enjoyable environment for you and your family. Fences which are well fitted and of a strong quality can enhance privacy, offer wind and weather protection and help deter access.</span></p>
<p class="isSelectedEnd"><span>Remember to think about potential needs for fencing Sheffield when choosing your fence panels including durability, models, maintenance needed and the appearance of the fencing to your property. Choosing a good fencing option can add value to your area for years to come.</span></p>
<p class="isSelectedEnd"><span>Hillsborough Fencing UK, where each fencing project is undertaken with considerable care, allowing the customer to select the right fencing solution for their individual requirements.</span></p>
<h2><span>Different Styles of Fence Panels for Gardens</span></h2>
<p class="isSelectedEnd"><span>All gardens have individual personalities, and it is important to select the appropriate type of fence panel to suit. You can select from many different styles of fence panel that will produce either a traditional garden look or a more contemporary outdoor style.</span></p>
<p class="isSelectedEnd"><span>While some homeowners prefer fencing that provides total privacy, some may want a design that allows more light and openness. The right fencing for your garden depends on your garden layout, property style and privacy requirements.</span></p>
<p class="isSelectedEnd"><span>A professional fencing supplier will be able to advise you on what will be most suitable for your outdoor space. Here at Hillsborough Fencing UK we offer solid and attractive fencing options to enhance the look of Gardens througout Sheffield.</span></p>
<h2><span>Benefits of Installing New Fence Panels</span></h2>
<p class="isSelectedEnd"><span>However, installing or replacing broken or tired fencing can be beneficial to your property as fencing can deteriorate over time, due to changes in weather conditions. This can make a garden look and feel less attractive.</span></p>
<p class="isSelectedEnd"><span>New fence panels Sheffield can provide:</span></p>
<ul data-spread="false">
<li><span>Enhanced privacy in your garden</span></li>
<li><span>Improved security around your home</span></li>
<li><span>An improved and more aesthetically pleasing exterior.</span></li>
<li><span>Greater resistance to outside interference</span></li>
<li><span>A new fresh look for your whole garden site</span></li>
</ul>
<p class="isSelectedEnd"><span>A professionally installed fence also helps to give the boundary a neat and tidy appearance, making it far easier to enjoy the garden.</span></p>
<h2><span>The Importance of Choosing the Right Garden Gates</span></h2>
<p class="isSelectedEnd"><span>No fence would be complete without an entrance! Garden gates need to allow entry into the area while providing an additional element to your fencing design. Choose the right gate to be both functional and attractive with your fencing.</span></p>
<p class="isSelectedEnd"><span>When customers are looking for garden gates Sheffield then making the right choice of a trusted fencing specialist means the gate will both be of the right size to fit and will operate flawlessly on a daily basis.</span></p>
<p class="isSelectedEnd"><span>Something simple or more robust, a gate can be used to allow access into your garden or just simply as a decorative feature. At Hillsborough Fencing UK we can supply a variety of garden gates to suit your specification.</span></p>
<h2><span>How Garden Gates Improve Outdoor Spaces</span></h2>
<p class="isSelectedEnd"><span>In addition to allowing access into and out of your garden, a garden gate can serve other functions as a welcoming feature, while helping to preserve your privacy and security. Properly fitted, it can help to finish off your garden by link between various areas.</span></p>
<p class="isSelectedEnd"><span>The size and position, the materials used, the style or design should also be taken into account when selecting the garden gates Sheffield. Having a gate that matches your fencing will give a much more cohesive and professional appearance.</span></p>
<p class="isSelectedEnd"><span>Customers can also choose garden gates that will match their fencing and satisfy their practical needs, thanks to the help of Hillsborough Fencing UK.</span></p>
<h2><span>Professional Installation Makes a Difference</span></h2>
<p class="isSelectedEnd"><span>Part of making even top-of-the-line fencing materials last is installing them correctly. Fencing that is not installed correctly, even if made of the best fencing materials, can have panels falling down, crooked, and, if not installed with durable fencing materials, break down prematurely.</span></p>
<p class="isSelectedEnd"><span>Good Installation Fencing panels will be properly supported by the construction and be positioned correctly. It also ensures a nicer looking finish to make your garden look better.</span></p>
<p class="isSelectedEnd"><span>Hillsborough Fencing UK specialists in fencing solutions, offering good quality workmanship and a friendly, reliable service. Their experience can help you generate a fencing solution that is both attractive and reliable.</span></p>
<h2><span>Creating a More Enjoyable Garden Environment<img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRJl_MLyXbx1diTNAP5e4H2hS0T-PVq60iK8i963k2cbJlWwmia5kGnQd0&amp;s=10" alt="Garden Fencing Sheffield | Fence Panels &amp; Supplies"></span></h2>
<p class="isSelectedEnd"><span>A well fenced garden also gives you the privacy and comfort you need. With a well-fenced garden you can entertain friends, relax or enjoy all the pleasures of the great outdoors. Well fencing provides you with the framework but also gives you the opportunity to tailor your garden to your needs and desires.</span></p>
<p class="isSelectedEnd"><span>If you are renovating a garden or building a new outdoor space, installing high quality fencing and consistent gates can be a simple addition to the garden. The use of reliable fence panels Sheffield and attractive <a href="https://www.hillsboroughfencing.com/gates"><strong>garden gates Sheffield</strong></a> can help to transform the exterior of your property.</span></p>
<h2><span>Choose Hillsborough Fencing UK for Your Fencing Needs</span></h2>
<p class="isSelectedEnd"><span>Choosing a fencing company is an important step for enhancing your outdoor environment. High quality fencing products combined with expert installation and the focus on your specific requirements will bring the best fencing results.</span></p>
<p class="isSelectedEnd"><span>Hillsborough Fencing UK offers full and reliable fencing solutions to improve your Sheffield garden. Its fencing services range from selecting the right garden fence panels to installing new garden gates that match and keep your outdoor area functional and safe.</span></p>
<p><span>If you decide to improve your garden by investing in a professionally installed fencing may provide a longer-term investment that will add value and enhance the appearance of your property.</span></p>]]> </content:encoded>
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<title>Top 5 Signs Your Business Needs an Employer of Record (EOR) Partner in 2026</title>
<link>https://news.bangboxonline.com/top-5-signs-your-business-needs-an-employer-of-record-eor-partner-in-2026</link>
<guid>https://news.bangboxonline.com/top-5-signs-your-business-needs-an-employer-of-record-eor-partner-in-2026</guid>
<description><![CDATA[ Discover the top five signs your company needs an Employer of Record (EOR) partner in 2026. Learn how EOR services simplify global hiring, payroll, compliance, and international expansion. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a204ce1f2d.jpg" length="108345" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 10:58:24 +0500</pubDate>
<dc:creator>Hemiton Global</dc:creator>
<media:keywords>Employer of Record, EOR Partner, EOR Services, Global Hiring</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>As businesses increasingly look to hire global talent without the cost and complexity of setting up local entities, the Employer of Record (EOR) model has become a go-to solution. But how do you know if your business actually needs one? Here are five clear signs that it's time to consider a trusted EOR partner like Hemiton Global.</span></p>
<p dir="ltr"><span>1. You're hiring in a country without a legal entity :-</span><span> If you've found the perfect candidate in India, UAE, Singapore, or the UK but don't have a registered business there, hiring them directly isn't legally possible. An EOR like Hemiton Global becomes the legal employer on your behalf, handling contracts, payroll, and compliance — so you can onboard talent quickly without the months-long process of entity setup.</span></p>
<p dir="ltr"><span>2. Compliance feels like a constant headache :- </span><span> Every country has its own labour laws, tax regulations, and statutory requirements. If your HR team is spending excessive time researching local compliance rules — or worse, missing deadlines — it's a sign you need expert support. Hemiton Global stays on top of regulatory changes across 7+ countries, ensuring your business remains 100% compliant at all times.</span></p>
<p dir="ltr"><span>3. Payroll errors or delays are becoming common :- </span><span>Late salary payments or incorrect deductions damage employee trust and morale. If your internal team struggles to manage multi-country payroll cycles accurately, it's time to outsource. Hemiton Global delivers a 99%+ on-time payroll rate, processing salaries across India, UAE, Singapore, the UK, and more from a single platform.</span></p>
<p dir="ltr"><span>4. You're scaling fast and HR can't keep up :-</span><span> Rapid growth often means hiring across multiple locations simultaneously. Without the right systems, HR teams get overwhelmed managing onboarding, leave, attendance, and reimbursements manually. Hemiton Global's integrated payroll suite — covering leave management, attendance, and travel &amp; expense reimbursement — scales effortlessly with your business, whether you're hiring your 1st or your 500th employee.</span></p>
<p dir="ltr"><span>5. You want a single point of contact for global operations :- </span><span> Managing different vendors, consultants, or in-country HR teams across multiple geographies is inefficient and costly. </span><a href="https://hemitonglobal.com/"><span>Hemiton Global</span></a><span> offers one dedicated account manager and one unified platform covering India, UAE, Saudi Arabia, Singapore, the UK, USA, and Vietnam — simplifying global expansion into a single relationship.</span></p>
<p dir="ltr"><span>Why Choose Hemiton Global?</span><span><br></span><span>If any of these signs sound familiar, partnering with an EOR isn't just a convenience — it's a strategic necessity. Hemiton Global combines local expertise with global reach, offering personalized service, transparent pricing, and a proven compliance track record with zero penalties since 2019.</span></p>
<p dir="ltr"><span>Ready to expand beyond borders in 2026? Hemiton Global helps you go from enquiry to live in days — with full legal, payroll, and HR compliance handled end to end, so you can focus on growth.</span></p>]]> </content:encoded>
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<title>Cobalt Free Batteries Market Adoption Increasing Across Automotive Sector</title>
<link>https://news.bangboxonline.com/cobalt-free-batteries-market-adoption-increasing-across-automotive-sector</link>
<guid>https://news.bangboxonline.com/cobalt-free-batteries-market-adoption-increasing-across-automotive-sector</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="108345" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 10:58:06 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1 style="text-align: justify;">Cobalt Free Batteries Market Overview</h1>
<p style="text-align: justify;">The global Cobalt Free Batteries Market size was valued at USD 1,227.2 million in 2022 and is projected to reach USD 3,468.6 million by 2030, growing at a CAGR of 14.20% from 2023 to 2030. The market is witnessing significant expansion due to the increasing demand for sustainable energy storage solutions, rapid adoption of electric vehicles, and growing concerns regarding cobalt dependency in battery manufacturing.</p>
<p style="text-align: justify;"><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/cobalt-free-batteries-market-238">https://www.kingsresearch.com/cobalt-free-batteries-market-238</a></strong></p>
<h2 style="text-align: justify;"><strong>Key Highlights</strong></h2>
<ul style="text-align: justify;">
<li>
<p>The global Cobalt Free Batteries Market size was valued at USD 1,227.2 million in 2022.</p>
</li>
<li>
<p>The market is projected to reach USD 3,468.6 million by 2030.</p>
</li>
<li>
<p>The market is expected to grow at a CAGR of 14.20% during the forecast period (2023-2030).</p>
</li>
<li>
<p>Increasing demand for sustainable and cost-effective battery technologies is driving market growth.</p>
</li>
<li>
<p>Rising adoption of electric vehicles (EVs) is accelerating the demand for cobalt-free battery solutions.</p>
</li>
<li>
<p>Lithium Ferrous Phosphate (LFP) batteries are gaining popularity due to safety, affordability, and long lifecycle benefits.</p>
</li>
<li>
<p>Growing investments in renewable energy storage systems are creating new opportunities for cobalt-free batteries.</p>
</li>
<li>
<p>Concerns related to cobalt supply chain risks and ethical mining practices are encouraging alternative battery development.</p>
</li>
<li>
<p>Asia-Pacific is expected to dominate the market due to strong EV production and battery manufacturing capabilities.</p>
</li>
<li>
<p>Advancements in battery chemistry and energy storage technologies are shaping future market growth.</p>
</li>
</ul>
<p style="text-align: justify;">Cobalt-free batteries are advanced energy storage technologies designed to eliminate the use of cobalt as a key component in battery chemistry. Traditional lithium-ion batteries commonly rely on cobalt due to its ability to improve energy density and stability. However, concerns regarding cobalt availability, fluctuating prices, environmental impact, and ethical mining challenges have encouraged manufacturers and researchers to develop alternative battery technologies.</p>
<p style="text-align: justify;">The increasing transition toward electric mobility and renewable energy systems has created strong demand for affordable, reliable, and environmentally responsible battery solutions. Cobalt-free batteries, particularly Lithium Ferrous Phosphate (LFP) batteries, are gaining attention due to their enhanced safety, longer lifespan, and lower production costs compared with conventional cobalt-based battery chemistries.</p>
<p style="text-align: justify;">As governments worldwide introduce stricter emission regulations and promote clean energy adoption, the need for efficient battery technologies continues to rise. Electric vehicles, grid-scale energy storage systems, consumer electronics, and industrial applications are increasingly adopting cobalt-free battery solutions, contributing to market growth.</p>
<hr>
<h1 style="text-align: justify;">Growth Drivers of Cobalt Free Batteries Market</h1>
<h2 style="text-align: justify;">Rising Adoption of Electric Vehicles</h2>
<p style="text-align: justify;">The rapid growth of the electric vehicle industry is one of the major factors driving the cobalt-free batteries market. Automakers are increasingly shifting from internal combustion engines toward electric mobility solutions to reduce carbon emissions and improve sustainability.</p>
<p style="text-align: justify;">Electric vehicles require high-performance batteries capable of delivering long driving ranges, fast charging, and extended lifecycle performance. Cobalt-free batteries, especially LFP batteries, are becoming a preferred option due to their safety advantages and cost-effectiveness.</p>
<p style="text-align: justify;">The growing production of electric cars, buses, trucks, and two-wheelers is creating strong demand for advanced battery technologies. Countries across North America, Europe, and Asia are investing heavily in EV infrastructure, further supporting market expansion.</p>
<h2 style="text-align: justify;">Concerns Over Cobalt Supply Chain</h2>
<p style="text-align: justify;">Cobalt availability and supply chain challenges are significantly influencing the development of cobalt-free batteries. Cobalt mining has raised concerns related to environmental impact, price volatility, and responsible sourcing.</p>
<p style="text-align: justify;">Battery manufacturers are seeking alternatives that reduce dependence on cobalt while maintaining performance standards. Cobalt-free technologies provide an opportunity to create more stable and sustainable battery supply chains.</p>
<p style="text-align: justify;">The increasing focus on ethical sourcing and environmentally friendly manufacturing practices is expected to accelerate the adoption of cobalt-free battery technologies.</p>
<h2 style="text-align: justify;">Growth of Renewable Energy Storage</h2>
<p style="text-align: justify;">The expansion of renewable energy sources such as solar and wind power is increasing the demand for energy storage systems. Since renewable energy generation is often inconsistent, efficient battery storage solutions are required to maintain reliable electricity supply.</p>
<p style="text-align: justify;">Cobalt-free batteries are becoming an attractive solution for stationary energy storage applications due to their long operational life and improved thermal stability. Utility companies, commercial facilities, and residential users are increasingly investing in battery storage systems to improve energy independence.</p>
<hr>
<h1 style="text-align: justify;">Emerging Market Trends</h1>
<h2 style="text-align: justify;">Shift Toward Lithium Iron Phosphate Technology</h2>
<p style="text-align: justify;">Lithium Iron Phosphate (LFP) batteries are one of the fastest-growing technologies within the cobalt-free batteries market. These batteries offer several advantages, including improved safety, longer cycle life, and lower manufacturing costs.</p>
<p style="text-align: justify;">Unlike nickel-cobalt-based batteries, LFP batteries have reduced risk of overheating and provide stable performance under various operating conditions. These benefits are increasing their adoption across electric vehicles and energy storage applications.</p>
<h2 style="text-align: justify;">Advancements in Battery Chemistry</h2>
<p style="text-align: justify;">Continuous research and development activities are improving cobalt-free battery performance. Manufacturers are focusing on increasing energy density, charging speed, durability, and efficiency.</p>
<p style="text-align: justify;">New battery chemistries and advanced manufacturing techniques are expected to enhance the competitiveness of cobalt-free solutions compared with traditional lithium-ion batteries.</p>
<h2 style="text-align: justify;">Increasing Battery Recycling Initiatives</h2>
<p style="text-align: justify;">Battery recycling is becoming an important trend in the energy storage industry. Recycling helps recover valuable materials, reduce environmental impact, and improve resource efficiency.</p>
<p style="text-align: justify;">As cobalt-free batteries gain market adoption, recycling technologies are also evolving to support sustainable battery lifecycle management.</p>
<hr>
<h1 style="text-align: justify;">Segmentation Analysis</h1>
<h2 style="text-align: justify;">By Type</h2>
<h3 style="text-align: justify;">Lithium Ferrous Phosphate Battery</h3>
<p style="text-align: justify;">Lithium Ferrous Phosphate (LFP) batteries represent a significant share of the cobalt-free batteries market. These batteries use iron and phosphate instead of cobalt, making them more affordable and environmentally friendly.</p>
<p style="text-align: justify;">LFP batteries offer excellent thermal stability, high safety levels, and long cycle life. These characteristics make them suitable for electric vehicles, renewable energy storage, and industrial applications.</p>
<p style="text-align: justify;">The growing demand for cost-effective EV batteries is expected to strengthen the adoption of LFP technology during the forecast period.</p>
<h3 style="text-align: justify;">Lead Acid Batteries</h3>
<p style="text-align: justify;">Lead acid batteries are another type of cobalt-free battery technology. They have been used for decades across automotive, industrial, and backup power applications.</p>
<p style="text-align: justify;">Although newer lithium-based technologies are gaining popularity, lead acid batteries continue to maintain demand due to their affordability, reliability, and established recycling infrastructure.</p>
<p style="text-align: justify;">They are commonly used in energy storage systems, backup power solutions, and certain automotive applications.</p>
<hr>
<h1 style="text-align: justify;">By End Use</h1>
<h2 style="text-align: justify;">Electric Vehicles</h2>
<p style="text-align: justify;">Electric vehicles represent one of the largest application segments for cobalt-free batteries. Automakers are increasingly adopting cobalt-free battery technologies to reduce manufacturing costs and improve sustainability.</p>
<p style="text-align: justify;">The rising demand for electric cars, commercial vehicles, and public transportation systems is expected to create substantial opportunities for battery manufacturers.</p>
<p style="text-align: justify;">Government incentives, emission reduction targets, and investments in EV charging infrastructure are further accelerating market growth.</p>
<h2 style="text-align: justify;">Energy Storage</h2>
<p style="text-align: justify;">The energy storage segment is experiencing rapid expansion due to increasing renewable energy adoption. Battery storage systems help balance electricity supply and demand while supporting grid stability.</p>
<p style="text-align: justify;">Cobalt-free batteries are suitable for stationary storage applications because of their durability and safety features. Growing investments in solar and wind energy projects are expected to increase demand for these solutions.</p>
<hr>
<h1 style="text-align: justify;">Regional Analysis</h1>
<h2 style="text-align: justify;">Asia-Pacific</h2>
<p style="text-align: justify;">Asia-Pacific is expected to dominate the global cobalt-free batteries market due to strong electric vehicle production and battery manufacturing capabilities. Countries such as China, Japan, and South Korea are leading the development and deployment of advanced battery technologies.</p>
<p style="text-align: justify;">China, in particular, has become a major hub for LFP battery manufacturing and electric vehicle production. Government initiatives supporting clean transportation and renewable energy are further strengthening regional growth.</p>
<p style="text-align: justify;">The availability of raw materials, established supply chains, and increasing investments in battery technology are expected to support market expansion in Asia-Pacific.</p>
<h2 style="text-align: justify;">North America</h2>
<p style="text-align: justify;">North America is witnessing strong growth due to increasing EV adoption and investments in domestic battery production. Governments are promoting clean energy technologies and reducing dependence on traditional fuel sources.</p>
<p style="text-align: justify;">The expansion of electric vehicle manufacturing and renewable energy projects is driving demand for cobalt-free battery solutions across the region.</p>
<h2 style="text-align: justify;">Europe</h2>
<p style="text-align: justify;">Europe is focusing heavily on sustainable transportation and energy transition initiatives. Strict emission regulations and government support for electric mobility are encouraging automakers to adopt advanced battery technologies.</p>
<p style="text-align: justify;">The region is also investing in battery manufacturing facilities and recycling infrastructure, creating opportunities for cobalt-free battery suppliers.</p>
<h2 style="text-align: justify;">Latin America and Middle East &amp; Africa</h2>
<p style="text-align: justify;">Latin America is gradually adopting cobalt-free battery technologies due to increasing renewable energy investments and electric mobility initiatives.</p>
<p style="text-align: justify;">The Middle East &amp; Africa region is exploring energy storage solutions to support renewable power generation and improve energy access. These developments are expected to contribute to future market growth.</p>
<hr>
<h1 style="text-align: justify;">Competitive Landscape</h1>
<p style="text-align: justify;">The cobalt-free batteries market is becoming increasingly competitive as companies focus on innovation, partnerships, and technology development. Battery manufacturers are investing in research and development activities to improve performance and reduce costs.</p>
<p style="text-align: justify;">Key industry players are working on advanced battery chemistries, improved manufacturing processes, and large-scale production capabilities to meet growing demand.</p>
<p style="text-align: justify;">Companies are also forming partnerships with automotive manufacturers and energy providers to expand cobalt-free battery applications. Strategic collaborations are expected to play an important role in strengthening market positions.</p>
<p style="text-align: justify;">The competitive environment is driven by advancements in battery technology, increasing production capacity, and the global shift toward sustainable energy solutions.</p>
<hr>
<h1 style="text-align: justify;">Future Outlook</h1>
<p style="text-align: justify;">The future of the cobalt-free batteries market looks highly promising as industries worldwide continue transitioning toward cleaner and more sustainable energy solutions. The increasing adoption of electric vehicles, renewable energy storage systems, and environmentally responsible technologies will continue to drive market expansion.</p>
<p style="text-align: justify;">Cobalt-free batteries are expected to play a critical role in reducing dependence on limited resources while supporting global decarbonization goals. Improvements in battery chemistry, manufacturing efficiency, and recycling technologies will further enhance their market potential.</p>
<p style="text-align: justify;">As battery manufacturers continue innovating to improve energy density, charging performance, and durability, cobalt-free technologies are likely to become a major component of the future energy ecosystem.</p>
<p style="text-align: justify;">The market is expected to experience strong growth through 2030, supported by rising investments in electric mobility, clean energy infrastructure, and advanced battery development.</p>
<hr>
<p style="text-align: justify;"><strong>About Kings Research</strong></p>
<p style="text-align: justify;">Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Healthcare Claims Management Market Analysis Highlights Future Developments</title>
<link>https://news.bangboxonline.com/healthcare-claims-management-market-analysis-highlights-future-developments</link>
<guid>https://news.bangboxonline.com/healthcare-claims-management-market-analysis-highlights-future-developments</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="108345" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 10:50:41 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Healthcare Claims Management Market Overview</h1>
<p>According to Kings Research, the global healthcare claims management market size was valued at USD 17.80 billion in 2023 and is projected to grow from USD 19.05 billion in 2024 to USD 32.19 billion by 2031, exhibiting a CAGR of 7.78% during the forecast period. The market growth is driven by increasing healthcare digitization, rising insurance penetration, growing patient volumes, and the need for efficient claims processing systems. Healthcare providers and insurance companies are increasingly adopting advanced claims management solutions to improve operational efficiency, minimize errors, reduce processing time, and enhance financial performance.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/healthcare-claims-management-market-1714">https://www.kingsresearch.com/healthcare-claims-management-market-1714</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global healthcare claims management market size was valued at USD 17.80 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 19.05 billion in 2024 to USD 32.19 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 7.78% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing healthcare digitalization and the adoption of automated claims processing solutions are driving market growth.</strong></p>
</li>
<li>
<p><strong>Rising demand for efficient revenue cycle management and reduced administrative costs is accelerating adoption.</strong></p>
</li>
<li>
<p><strong>Artificial Intelligence (AI), machine learning, and cloud-based platforms are transforming healthcare claims operations.</strong></p>
</li>
<li>
<p><strong>Software solutions are witnessing strong demand due to the growing need for automated claims processing.</strong></p>
</li>
<li>
<p><strong>Cloud-based delivery models are gaining popularity because of scalability, flexibility, and cost efficiency.</strong></p>
</li>
<li>
<p><strong>North America holds a significant market share due to advanced healthcare infrastructure and technology adoption.</strong></p>
</li>
<li>
<p><strong>Growing healthcare expenditure and modernization initiatives in emerging economies are creating new opportunities.</strong></p>
</li>
</ul>
<p>Healthcare claims management refers to the process of handling, processing, reviewing, and settling medical claims submitted by healthcare providers to insurance companies or payers. These systems help manage complex billing procedures, verify patient information, automate claim submissions, detect fraud, and ensure faster reimbursement cycles.</p>
<p>The increasing complexity of healthcare payment systems has created a strong demand for advanced claims management technologies. Traditional manual claims processing methods often involve lengthy procedures, higher administrative costs, and increased chances of errors. Digital claims management platforms help healthcare organizations streamline operations by automating workflows and improving accuracy.</p>
<p>The healthcare industry is undergoing rapid transformation due to the adoption of digital health technologies. Hospitals, clinics, insurance providers, and third-party administrators are investing in automated claims management solutions to improve transparency and enhance patient experiences. The integration of advanced technologies such as artificial intelligence, machine learning, cloud computing, and data analytics is further accelerating market growth.</p>
<hr>
<h1>Growth Drivers of Healthcare Claims Management Market</h1>
<h2>Increasing Healthcare Digitalization</h2>
<p>One of the major factors driving the growth of the healthcare claims management market is the rapid digital transformation of healthcare systems. Healthcare organizations are replacing traditional paperwork-based processes with automated digital platforms to improve efficiency and reduce operational challenges.</p>
<p>Digital claims management solutions enable healthcare providers to submit claims electronically, track claim status in real time, and receive faster reimbursements. These systems also improve communication between providers, insurers, and patients, resulting in better financial management.</p>
<p>Governments and healthcare organizations worldwide are encouraging digital healthcare adoption, which is expected to create significant growth opportunities for claims management solution providers.</p>
<h2>Rising Healthcare Costs and Administrative Burden</h2>
<p>The increasing cost of healthcare services has created pressure on providers and insurers to improve financial operations. Managing large volumes of claims manually requires significant resources and increases the risk of inaccuracies.</p>
<p>Healthcare claims management solutions help reduce administrative workloads by automating repetitive tasks such as data entry, eligibility verification, billing validation, and payment processing. This allows healthcare professionals to focus more on patient care while improving overall operational efficiency.</p>
<h2>Growing Insurance Coverage</h2>
<p>The expansion of health insurance coverage globally is another important factor supporting market growth. As more individuals gain access to healthcare insurance programs, the number of claims processed by healthcare providers continues to increase.</p>
<p>Insurance companies require advanced systems capable of managing large claim volumes while ensuring accuracy and compliance. Automated claims management platforms help insurers process claims faster and improve customer satisfaction.</p>
<h2>Increasing Focus on Fraud Detection</h2>
<p>Healthcare fraud remains a major concern for insurers and providers. Fraudulent claims, incorrect billing, and inaccurate documentation can lead to significant financial losses.</p>
<p>Modern claims management systems use artificial intelligence and analytics tools to identify suspicious patterns and detect potential fraud. These capabilities help organizations minimize losses and improve the reliability of healthcare payment systems.</p>
<hr>
<h1>Latest Market Trends</h1>
<h2>Integration of Artificial Intelligence and Machine Learning</h2>
<p>Artificial intelligence and machine learning are transforming healthcare claims management by enabling automated decision-making and predictive analysis.</p>
<p>AI-powered systems can analyze large volumes of healthcare data, identify errors, automate claim reviews, and predict potential payment issues. These technologies help improve claim accuracy and reduce processing delays.</p>
<p>The increasing adoption of AI-driven solutions is expected to become a major trend shaping the future of the market.</p>
<h2>Adoption of Cloud-Based Claims Solutions</h2>
<p>Cloud-based healthcare claims management solutions are gaining popularity due to their scalability, flexibility, and cost advantages.</p>
<p>Cloud platforms allow healthcare organizations to access claims data remotely, improve collaboration, and reduce infrastructure expenses. Small and medium-sized healthcare providers are increasingly adopting cloud-based solutions due to their affordability and ease of implementation.</p>
<h2>Automation of Revenue Cycle Management</h2>
<p>Healthcare organizations are focusing on automating revenue cycle management processes to improve financial performance.</p>
<p>Automated claims solutions help streamline billing, payment processing, denial management, and reimbursement tracking. This trend is expected to continue as providers seek better control over their financial operations.</p>
<h2>Growing Demand for Interoperable Healthcare Systems</h2>
<p>Interoperability has become an important focus area in healthcare technology. Claims management platforms are increasingly being integrated with electronic health records (EHR), hospital information systems, and insurance platforms.</p>
<p>Connected systems improve data exchange, reduce duplication, and enhance overall healthcare efficiency.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Component</h2>
<h3>Software</h3>
<p>The software segment holds a significant share of the healthcare claims management market. Healthcare claims software provides tools for claim submission, verification, processing, reporting, and analytics.</p>
<p>The growing need for automation and efficient workflow management is increasing demand for advanced software solutions. Healthcare organizations are adopting software platforms to reduce errors, accelerate reimbursements, and improve operational efficiency.</p>
<p>AI-enabled claims software is gaining attention due to its ability to automate complex processes and identify potential issues before claims are submitted.</p>
<h3>Services</h3>
<p>The services segment includes implementation, consulting, maintenance, training, and support services. As healthcare organizations adopt advanced claims management platforms, they require professional services to ensure successful deployment.</p>
<p>Service providers assist healthcare organizations in integrating solutions with existing systems and maintaining smooth operations.</p>
<p>The growing complexity of healthcare IT infrastructure is expected to support demand for claims management services.</p>
<hr>
<h1>By Type</h1>
<h2>Integrated Solutions</h2>
<p>Integrated claims management solutions combine multiple healthcare processes into a single platform. These solutions support billing, claims processing, payment management, reporting, and analytics.</p>
<p>Large hospitals and healthcare networks prefer integrated solutions because they provide centralized control and improved operational visibility.</p>
<p>The increasing demand for end-to-end healthcare management platforms is expected to drive growth in this segment.</p>
<h2>Standalone Solutions</h2>
<p>Standalone solutions focus on specific claims-related functions such as billing, eligibility verification, or payment processing.</p>
<p>Small and medium-sized healthcare providers often adopt standalone systems due to lower implementation costs and simpler requirements.</p>
<p>The flexibility of standalone solutions continues to support their adoption across various healthcare organizations.</p>
<hr>
<h1>By Delivery Mode</h1>
<h2>On-Premise</h2>
<p>On-premise healthcare claims management solutions are installed within an organization’s internal infrastructure.</p>
<p>These systems provide greater control over data security and customization. Large healthcare organizations with established IT infrastructure often prefer on-premise solutions.</p>
<p>However, higher maintenance costs may limit adoption among smaller providers.</p>
<h2>Cloud-Based</h2>
<p>Cloud-based solutions are expected to witness significant growth during the forecast period. These platforms offer flexibility, scalability, and reduced infrastructure requirements.</p>
<p>Healthcare organizations are increasingly shifting toward cloud-based claims management due to improved accessibility and cost efficiency.</p>
<p>The rising adoption of cloud technology is expected to remain a key growth driver.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America dominates the healthcare claims management market due to advanced healthcare infrastructure, high insurance penetration, and strong technology adoption.</p>
<p>The presence of leading healthcare IT companies and increasing demand for automated healthcare solutions support regional growth.</p>
<p>The United States represents a major market due to its complex healthcare reimbursement systems and increasing focus on digital transformation.</p>
<h2>Europe</h2>
<p>Europe is witnessing steady growth due to increasing healthcare modernization initiatives and government support for digital healthcare systems.</p>
<p>Countries across the region are investing in healthcare IT solutions to improve efficiency and reduce administrative costs.</p>
<p>The growing emphasis on data security and interoperability is driving adoption of advanced claims management platforms.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience significant growth during the forecast period due to increasing healthcare expenditure, expanding insurance coverage, and rising digitalization.</p>
<p>Countries such as China, India, and Japan are investing in healthcare technology infrastructure to improve accessibility and efficiency.</p>
<p>The growing adoption of cloud-based healthcare solutions is creating new opportunities in the region.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>Latin America and the Middle East &amp; Africa regions are gradually adopting healthcare claims management technologies.</p>
<p>Increasing healthcare investments, improving insurance coverage, and modernization initiatives are supporting market expansion.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The healthcare claims management market is highly competitive, with companies focusing on technological innovation, partnerships, and product development.</p>
<p>Market participants are investing in artificial intelligence, automation, cloud solutions, and analytics capabilities to enhance their offerings.</p>
<p>Companies are also expanding their global presence by collaborating with healthcare providers and insurance organizations.</p>
<p>The competitive environment is driven by the need for faster claim processing, improved accuracy, and better customer experiences.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the healthcare claims management market looks highly promising as healthcare systems continue to embrace digital transformation.</p>
<p>Increasing healthcare costs, rising insurance adoption, and growing demand for efficient reimbursement processes will continue to drive market expansion.</p>
<p>Advanced technologies such as AI, machine learning, blockchain, and cloud computing will play a major role in improving claims processing efficiency.</p>
<p>Healthcare organizations are expected to increasingly adopt automated solutions that reduce administrative complexity and enhance financial performance.</p>
<p>As the healthcare industry moves toward connected and data-driven operations, claims management solutions will become an essential part of modern healthcare infrastructure. The market is expected to witness sustained growth through 2031, supported by innovation, automation, and increasing global healthcare needs.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>
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<title>Clothing refresher spray: The Fast&#45;Acting Secret to a Permanently Fresh Wardrobe by The Good Home Company</title>
<link>https://news.bangboxonline.com/clothing-refresher-spray-the-fast-acting-secret-to-a-permanently-fresh-wardrobe-by-the-good-home-company</link>
<guid>https://news.bangboxonline.com/clothing-refresher-spray-the-fast-acting-secret-to-a-permanently-fresh-wardrobe-by-the-good-home-company</guid>
<description><![CDATA[ Buy a clothing refresher spray at Good Home Store. Instantly freshen up your clothes between washes—it&#039;s long-lasting, clean fragrance eliminates odors and gives garments a like-new feel. It is perfect for everyday wear, travel, and keeping your clothes fresh and fragrant at any time. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a1c467e586.jpg" length="31469" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 10:40:49 +0500</pubDate>
<dc:creator>The Good Home Company</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-start="109" data-end="638" style="text-align: justify;"><span style="font-size: 14pt;">There is nothing quite like opening your closet and being greeted by a wave of freshness that feels clean, inviting, and effortlessly luxurious. Now imagine the opposite: stale odors trapped in fabrics, lingering smells from daily wear, and that unmistakable “not-quite-fresh” scent that no amount of re-wearing can hide. This is exactly where the transformative power of<span> </span><a href="https://goodhomestore.com/products/sheet-clothing-spray"><strong>clothing refresher spray</strong></a><span> </span>from<span> </span><strong data-start="515" data-end="540">The Good Home Company</strong><span> </span>steps in—changing not just how your clothes smell, but how your entire wardrobe experience feels.</span></p>
<p data-start="640" data-end="1006" style="text-align: justify;"><span style="font-size: 14pt;">In a world where first impressions matter more than ever, waiting days for laundry is no longer a viable option. You need instant freshness, immediate confidence, and a solution that works on your schedule, not the laundry cycle’s. That is why the rise of premium<span> </span><strong data-start="904" data-end="932">clothing refresher spray</strong><span> </span>has become more than a trend—it has become a necessity for modern living.</span></p>
<h2 data-section-id="fvvjp1" data-start="1008" data-end="1055" style="text-align: justify;"><span style="font-size: 14pt;">The Urgent Need for Instant Fabric Freshness</span></h2>
<p data-start="1057" data-end="1390" style="text-align: justify;"><span style="font-size: 14pt;">Every day, your clothes absorb life itself—cooking aromas, city air, office environments, sweat, and everything in between. Even when fabrics look clean, odors linger deep within fibers. This is where traditional solutions fall short. Washing too often damages clothing. Perfumes only mask smells. Dryer sheets are temporary at best.</span></p>
<p data-start="1392" data-end="1668" style="text-align: justify;"><span style="font-size: 14pt;">But<span> </span><strong data-start="1396" data-end="1446">The Good Home Company clothing refresher spray</strong><span> </span>offers something radically different: a fast-acting, fabric-safe mist that eliminates odors at the source while infusing garments with a subtle, elegant fragrance. It does not cover up smells—it refreshes them completely.</span></p>
<p data-start="1670" data-end="1755" style="text-align: justify;"><span style="font-size: 14pt;">This is not just convenience. It is urgency solved. It is wardrobe rescue in seconds.</span></p>
<h2 data-section-id="1u8ohq" data-start="1757" data-end="1812" style="text-align: justify;"><span style="font-size: 14pt;">Why clothing refresher spray Is the Modern Essential</span></h2>
<p data-start="1814" data-end="2042" style="text-align: justify;"><span style="font-size: 14pt;">The modern lifestyle demands speed, efficiency, and versatility. You do not always have time to wash a blazer after one wear or dry clean a dress before an unexpected event. With<span> </span><strong data-start="1993" data-end="2021">clothing refresher spray</strong>, you regain control.</span></p>
<p data-start="2044" data-end="2070" style="text-align: justify;"><span style="font-size: 14pt;">A quick spritz transforms:</span></p>
<ul data-start="2072" data-end="2280" style="text-align: justify;">
<li data-section-id="k7bewy" data-start="2072" data-end="2119"><span style="font-size: 14pt;">Jackets that smell like yesterday’s commute</span></li>
<li data-section-id="2uemvz" data-start="2120" data-end="2178"><span style="font-size: 14pt;">Dresses worn for a few hours but not ready for washing</span></li>
<li data-section-id="mpph7l" data-start="2179" data-end="2235"><span style="font-size: 14pt;">Gym wear that needs a second life before laundry day</span></li>
<li data-section-id="18nobx9" data-start="2236" data-end="2280"><span style="font-size: 14pt;">Travel outfits trapped in suitcase odors</span></li>
</ul>
<p data-start="2282" data-end="2534" style="text-align: justify;"><span style="font-size: 14pt;">The Good Home Company has elevated this concept into a sensory experience. Each application of<span> </span><strong data-start="2377" data-end="2405">clothing refresher spray</strong><span> </span>does more than refresh—it restores confidence. You are not just wearing clothes again; you are wearing them at their best again.</span></p>
<h2 data-section-id="1lx7a5v" data-start="2536" data-end="2590" style="text-align: justify;"><span style="font-size: 14pt;">The Hidden Power of Fragrance Layering in Your Home</span></h2>
<p data-start="2592" data-end="2853" style="text-align: justify;"><span style="font-size: 14pt;">Fresh clothing is only one part of a beautifully scented lifestyle. The environment where your garments are stored plays an equally important role. This is why<span> </span><strong><a href="https://goodhomestore.com/products/copy-of-closet-drawer-sachets?variant=40049234870327">fragrant sachets for drawers</a></strong><span> </span>have become an essential companion to any premium freshness routine.</span></p>
<p data-start="2855" data-end="3167" style="text-align: justify;"><span style="font-size: 14pt;">While clothing refresher spray revives worn fabrics instantly,<span> </span><strong data-start="2918" data-end="2950">fragrant sachets for drawers</strong><span> </span>maintain a constant background of gentle aroma in your storage spaces. Every time you open a drawer, you are greeted with a soft, consistent fragrance that protects your garments from mustiness before it even begins.</span></p>
<p data-start="3169" data-end="3197" style="text-align: justify;"><span style="font-size: 14pt;">The combination is powerful:</span></p>
<ul data-start="3199" data-end="3277" style="text-align: justify;">
<li data-section-id="m04ddr" data-start="3199" data-end="3235"><span style="font-size: 14pt;">Clothing refresher spray revives</span></li>
<li data-section-id="47suyv" data-start="3236" data-end="3277"><span style="font-size: 14pt;">Fragrant sachets for drawers preserve</span></li>
</ul>
<p data-start="3279" data-end="3351" style="text-align: justify;"><span style="font-size: 14pt;">Together, they create a continuous cycle of freshness that never breaks.</span></p>
<h2 data-section-id="1wkz7l5" data-start="3353" data-end="3402" style="text-align: justify;"><span style="font-size: 14pt;">Why The Good Home Company Leads the Experience</span></h2>
<p data-start="3404" data-end="3694" style="text-align: justify;"><span style="font-size: 14pt;">Not all freshness solutions are created equal. The Good Home Company understands that scent is emotional. It triggers memory, confidence, and comfort. That is why their approach to<span> </span><strong data-start="3585" data-end="3613">clothing refresher spray</strong><span> </span>is rooted in high-quality fragrance design rather than synthetic masking agents.</span></p>
<p data-start="3696" data-end="3940" style="text-align: justify;"><span style="font-size: 14pt;">Every spray is carefully formulated to be gentle on fabrics while delivering a long-lasting, refined scent profile. It is not overpowering. It is not artificial. It is the kind of clean aroma that feels like freshly laundered luxury every time.</span></p>
<p data-start="3942" data-end="4189" style="text-align: justify;"><span style="font-size: 14pt;">And when paired with their thoughtfully crafted<span> </span><strong data-start="3990" data-end="4022">fragrant sachets for drawers</strong>, your entire wardrobe becomes a curated scent experience. Open any drawer or closet, and you are met with consistency, elegance, and freshness that feels intentional.</span></p>
<h2 data-section-id="2lnx52" data-start="4191" data-end="4241" style="text-align: justify;"><span style="font-size: 14pt;">A Lifestyle Upgrade You Will Notice Immediately</span></h2>
<p data-start="4243" data-end="4527" style="text-align: justify;"><span style="font-size: 14pt;">The transformation is not subtle. The moment you introduce<span> </span><strong data-start="4302" data-end="4330">clothing refresher spray</strong><span> </span>into your routine, you will notice how often you reach for it. A shirt worn once suddenly feels wearable again. A jacket you were ready to relegate to the laundry basket becomes instantly revived.</span></p>
<p data-start="4529" data-end="4807" style="text-align: justify;"><span style="font-size: 14pt;">Then, as you integrate<span> </span><strong data-start="4552" data-end="4584">fragrant sachets for drawers</strong>, you begin to notice something even more powerful: your clothes stay fresher longer. Odors are less frequent. Mustiness disappears. Your wardrobe feels continuously cared for, even when you are not actively maintaining it.</span></p>
<p data-start="4809" data-end="4852" style="text-align: justify;"><span style="font-size: 14pt;">This is not maintenance. This is elevation.</span></p>
<h2 data-section-id="ci7woi" data-start="4854" data-end="4896" style="text-align: justify;"><span style="font-size: 14pt;">Do Not Wait for Freshness—Demand It Now</span></h2>
<p data-start="4898" data-end="5125" style="text-align: justify;"><span style="font-size: 14pt;">There is a growing divide between those who wait for laundry cycles and those who take control of freshness instantly. With clothing refresher spray from<span> </span><strong><a href="https://goodhomestore.com/">The Good Home Company</a></strong>, you step into the second category immediately.</span></p>
<p data-start="5127" data-end="5317" style="text-align: justify;"><span style="font-size: 14pt;">Every hour you delay is another hour of tolerating less-than-fresh clothing, unnecessary rewashing, and avoidable fabric wear. The solution is already here, and it takes only seconds to use.</span></p>
<p data-start="5319" data-end="5499" style="text-align: justify;"><span style="font-size: 14pt;">And when you pair it with fragrant sachets for drawers, you eliminate the problem before it even starts. You are not reacting to odors anymore—you are preventing them entirely.</span></p>
<h2 data-section-id="5n3ba7" data-start="5501" data-end="5540" style="text-align: justify;"><span style="font-size: 14pt;">The Final Word on Everyday Freshness</span></h2>
<p data-start="5542" data-end="5893" style="text-align: justify;"><span style="font-size: 14pt;">A truly fresh wardrobe is no longer a luxury reserved for special occasions. It is an everyday standard that you can achieve effortlessly. With clothing refresher spray as your instant solution and fragrant sachets for drawers as your ongoing protection, The Good Home Company offers a complete system for elevating your clothing care routine.</span></p>
<p data-start="5542" data-end="5893" style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p data-start="5542" data-end="5893" style="text-align: justify;"><span style="font-size: 14pt;">Read more:</span></p>
<p data-start="5542" data-end="5893" style="text-align: justify;"><strong><span style="font-size: 14pt;"><a href="https://goodhomestore.com/products/sheet-clothing-spray">linen spray for sheet</a></span></strong></p>
<p data-start="5542" data-end="5893" style="text-align: justify;"><strong><span style="font-size: 14pt;"><a href="https://goodhomestore.com/products/laundry-fragrance-refills">natural laundry fragrance</a></span></strong></p>
<p data-start="5542" data-end="5893" style="text-align: justify;"><strong><span style="font-size: 14pt;"><a href="https://goodhomestore.com/">house cleaning natural products</a></span></strong></p>]]> </content:encoded>
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<title>Temecula Wine Shuttle: The Ultimate Luxury Experience You Can&amp;apos;t Afford to Miss with RAPID SHUTTLE</title>
<link>https://news.bangboxonline.com/temecula-wine-shuttle-the-ultimate-luxury-experience-you-cant-afford-to-miss-with-rapid-shuttle</link>
<guid>https://news.bangboxonline.com/temecula-wine-shuttle-the-ultimate-luxury-experience-you-cant-afford-to-miss-with-rapid-shuttle</guid>
<description><![CDATA[ RapidShuttle - where convenience meets affordability. We ensure smooth and seamless pickups and drop-offs at your home, office, or at airports and cruise ports. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a1b124bc37.jpg" length="74172" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 10:35:22 +0500</pubDate>
<dc:creator>Rapidshuttletransfers</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Imagine spending a perfect day surrounded by rolling vineyards, award-winning wineries, breathtaking scenery, and unforgettable memories—without worrying about driving, parking, or coordinating transportation. That's exactly what you get when you choose a<span> </span><a href="https://rapidshuttletransfers.com/"><strong>temecula wine shuttle</strong></a><span> </span>from RAPID SHUTTLE. Whether you're planning a romantic getaway, a celebration with friends, or an exciting weekend escape, there has never been a better time to elevate your wine country experience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Temecula has become one of California's most sought-after wine destinations, attracting visitors from around the world. With dozens of renowned wineries spread throughout the region, navigating the area can quickly become overwhelming. That's where RAPID SHUTTLE transforms an ordinary wine tour into an extraordinary adventure.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why a Temecula Wine Shuttle Is the Smartest Choice</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A temecula wine shuttle offers far more than simple transportation. It provides convenience, comfort, safety, and a premium experience designed to maximize every moment of your trip. Instead of dealing with traffic, navigation, or designated driver responsibilities, you can fully immerse yourself in the excitement of wine tasting and vineyard exploration.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">RAPID SHUTTLE specializes in creating seamless travel experiences that allow guests to focus on what truly matters—enjoying world-class wines and creating lasting memories. Their professional drivers understand the region and ensure that your journey is smooth from start to finish.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Picture yourself stepping aboard a clean, comfortable shuttle while anticipation builds for the incredible wineries ahead. Every mile becomes part of the experience. Every stop opens the door to new discoveries. Every tasting becomes more enjoyable when transportation concerns disappear completely.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Experience More Wineries, More Fun, and More Freedom</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the greatest advantages of choosing a temecula wine shuttle is the ability to experience multiple wineries without stress. Many visitors underestimate the time and effort required to coordinate transportation between locations. RAPID SHUTTLE eliminates those challenges entirely.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Rather than constantly checking maps, searching for parking, or worrying about schedules, you can relax and enjoy the journey. This freedom allows groups to stay together, maintain the excitement throughout the day, and experience Temecula's celebrated wine culture at its absolute best.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The demand for wine country experiences continues to grow, making advanced planning more important than ever. Securing your temecula wine shuttle early ensures you won't miss out on one of the most exciting ways to explore the region.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Luxury, Reliability, and Professional Service</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When travelers choose RAPID SHUTTLE, they aren't just booking transportation—they're investing in peace of mind. Reliability is at the core of every service offered. From punctual pickups to professional customer support, every detail is carefully managed to exceed expectations.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The company's commitment to excellence has made it a trusted choice for travelers seeking dependable transportation solutions. Whether you're traveling solo, with a partner, or as part of a large group, RAPID SHUTTLE provides a level of service that turns transportation into a highlight of the overall experience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A premium temecula wine shuttle ensures that every guest arrives refreshed, relaxed, and ready to enjoy the best wineries the area has to offer.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Beyond Wine Country: Airport Transfer Lisbon Portugal Services</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">While RAPID SHUTTLE is known for exceptional wine tour transportation, travelers are increasingly searching for reliable transportation services worldwide. For those researching airport transfer lisbon portugal solutions, the importance of dependable transportation remains exactly the same.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Just as a temecula wine shuttle removes travel stress and enhances enjoyment, quality<span> </span><a href="https://rapidshuttletransfers.com/"><strong>airport transfer lisbon portugal</strong></a><span> </span>services help travelers begin and end their journeys with confidence. The modern traveler values convenience, punctuality, and comfort more than ever before.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you're heading to a vineyard in California or arriving in Europe, transportation can make or break your experience. That's why understanding the value of professional transportation services is essential. The same principles that make a temecula wine shuttle so valuable—safety, reliability, efficiency, and comfort—are equally important when booking an airport transfer lisbon portugal service.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Perfect for Every Occasion</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A temecula wine shuttle is ideal for countless events and celebrations. Birthday parties, anniversaries, bachelor and bachelorette gatherings, corporate outings, family reunions, and weekend retreats all become significantly more enjoyable with professional transportation.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Guests can focus entirely on celebrating, socializing, and exploring. There is no need to assign driving duties or coordinate multiple vehicles. Everyone participates equally in the experience, creating a more memorable and enjoyable day.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The growing popularity of wine tourism means that transportation availability can become limited during peak seasons. Booking your temecula wine shuttle now can help secure preferred dates before demand reaches its highest levels.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Competitive Advantage of RAPID SHUTTLE</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">What separates RAPID SHUTTLE from ordinary transportation providers is a relentless focus on customer satisfaction. Every ride is designed to deliver exceptional value, professional service, and unmatched convenience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Travelers consistently seek transportation partners who understand the importance of reliability. RAPID SHUTTLE answers that need with services tailored to modern expectations. From booking to drop-off, customers experience a smooth process that removes uncertainty and enhances enjoyment.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">As more travelers research options like airport transfer lisbon portugal and premium wine country transportation, the importance of choosing an experienced provider becomes increasingly clear.<span> </span><a href="https://rapidshuttletransfers.com/"><strong>RAPID SHUTTLE</strong></a><span> </span>stands ready to deliver a transportation experience that exceeds expectations at every turn.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Book Your Adventure Today</span></h2>
<p style="text-align: justify;"><span style="font-size: 14pt;">Opportunities for unforgettable experiences don't wait forever. The best winery visits, the most popular travel dates, and the most sought-after transportation services often fill quickly. Choosing a temecula wine shuttle today means securing access to a remarkable wine country journey before availability becomes limited.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><a href="https://rapidshuttletransfers.com/"><strong>airport transfer los angeles</strong></a><br></span></p>]]> </content:encoded>
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<title>In what ways a UI UX Design Agency Assists Companies in Building Superior Digital Experiences</title>
<link>https://news.bangboxonline.com/in-what-ways-a-ui-ux-design-agency-assists-companies-in-building-superior-digital-experiences</link>
<guid>https://news.bangboxonline.com/in-what-ways-a-ui-ux-design-agency-assists-companies-in-building-superior-digital-experiences</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a0fe6e541a.jpg" length="73489" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 09:47:47 +0500</pubDate>
<dc:creator>Susan Armadale</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>Nowadays, a website or an application is the first contact that any customer has with the company. An enjoyable, friendly, easy-to-navigate, digital experience might be one of the reasons that customers will like a business or accept to continue interacting with it, and the key to obtain this result is a professional <a href="https://www.cefar.co.uk/service/web-design/ui-ux-design/"><strong>UI UX design agency</strong></a>. Cefar assists companies in developing customer-centered digital products.</span></p>
<p class="isSelectedEnd"><span>Creating a successful user experience isn‘t just about making a website look appealing. It‘s about knowing how your users behave and interact with the site, ensuring your navigation is intuitive and that your layout is easy to understand. Cefar aims to design digital pathways for business and user to meet.</span></p>
<h2><span>Why UI UX Design Matters for Modern Businesses<img src="https://www.cefar.co.uk/wp-content/uploads/2026/04/UI-UX-Design-Agencies-Build-Customer-Experiences-Blog-Image-2.webp" alt="How UI UX Design Agency Builds Better Customer Experiences" width="861" height="269"></span></h2>
<p class="isSelectedEnd"><span>Visitors desire websites and applications to be user friendly, quick and fun for browsing. In cases where a website or application is complex to understand or difficult to operate, visitors tend to leave as quickly as they came in search of a better website or application. UI UX design plays an important role in increasing user engagement by structuring information efficiently and providing easy operation.</span></p>
<p class="isSelectedEnd"><span>Cefar designs with the whole user journey in mind. From the first visit, right through to the final and ultimate conversion. All aspects are thought through, providing users with the most seamless experience possible. Improving your structure, designing your interfaces or creating a fully responsive layout, a professional service will give your business a far greater connection with your customers.</span></p>
<h2><span>How a UI UX Design Agency Contributes to Growth in the Digital World</span></h2>
<p class="isSelectedEnd"><span>A UI UX design agency combines creativity, research and the new technology to design digital solutions that drive your business success. The typical design process starts with target audience analysis, problem definition and solutions planning to satisfy user requirements.</span></p>
<p class="isSelectedEnd"><span>Cefar employs user-centered design, which involves research, strategy, wire framing, interface design and iterative development. The final product is visually attractive and simple to use.</span></p>
<p class="isSelectedEnd"><span>Good design can help businesses:</span></p>
<ul data-spread="false">
<li><span>There are things that would also strengthen engagement of customers: Enhance customer engagement</span></li>
<li><span>Enhance functionality of website</span></li>
<li><span>Establish guests’ confidence</span></li>
<li><span>Build up your online reputation.</span></li>
<li><span>Supporting more opportunities for conversion</span></li>
</ul>
<p class="isSelectedEnd"><span>A professional design approach helps businesses to be distinctive in demanding markets by presenting memorable experiences to users.</span></p>
<h2><span>How User-Centered Design Improves Customer Experience</span></h2>
<p class="isSelectedEnd"><span>Designing with the user in mind. User-centered design keeps customers at the core of the process. It aims to avoid designing on guesses by focusing on what users need and how they behave when using digital.</span></p>
<p class="isSelectedEnd"><span>Cefar created designs that are based on the user expectations, needs, business requirements and standards. As a result of choosing such approach visual clarity and simplicity was achieved in order to allow the digital products to be much easier and more intuitive for the customers to browse.</span></p>
<p class="isSelectedEnd"><span>Important elements of user-centered design include:</span></p>
<ul data-spread="false">
<li><span>Simple website navigation</span></li>
<li><span>Same visual components</span></li>
<li><span>layouts for handheld devices</span></li>
<li><span>Basic communication Increased speed of access to relevant information</span></li>
</ul>
<p class="isSelectedEnd"><span>If users enjoy the experience, they will increase the credibility of a business and increase the chances that they will come back.</span></p>
<h2><span>Combining UI UX Design With Search Visibility</span></h2>
<p class="isSelectedEnd"><span>A good design is very important but companies also need visibility in the market which means being seen by the right people and that‘s when design and search work hand in hand. Well these not only make a website attractive but also help the site perform better, be more user friendly etc.</span></p>
<p class="isSelectedEnd"><span>When a business starts asking questions about how to grow, they will find that an experienced SEO Agency Leeds may be the solution to helping them become more visible. SEO is about making sure their website is found in the right searches, UI UX is for make sure people have a good experience once they get there.</span></p>
<p class="isSelectedEnd"><span>Cefar knows an effective website has to not only be well designed but also perform well online. Through designing accessible, easy to use websites that perform well online, businesses can increase their chances of reaching and engaging potential customers.</span></p>
<h2><span>The Connection Between Design and SEO Success</span></h2>
<p class="isSelectedEnd"><span>Design and search optimization are interrelated. The usability of a website can influence a user’s behavior which can potentially affect its performance. A website’s structure, the experience of loading it, mobile friendliness and the way information is organized are some of the issues that affect users’ behavior.</span></p>
<p class="isSelectedEnd"><span>Cefar develops designs that are user and business friendly. An intuitive, well-organised interface will enable visitors to find the information they need quickly and a sound web architecture will aid overall web performance.</span></p>
<p class="isSelectedEnd"><span>By integrating UI UX principles with SEO strategies, businesses will be able to create a web experience that draws users in and motivates them to take action.</span></p>
<h2><span>Why Businesses Choose Cefar for UI UX Design</span></h2>
<p class="isSelectedEnd"><span>The way to ensure a digital project is as successful as possible is by finding the perfect design partner. Cefar ensures that all of their solutions are designed for each individual business‘s objectives, target group and problems.</span></p>
<p class="isSelectedEnd"><span>We merge creativity with real interfaces in this approach, targeting to deliver visually seducing and usable digital experiences. Cefar is not interested in designing for fads, but more for the long term.</span></p>
<p class="isSelectedEnd"><span>Cefar will make your business thrive by providing new digital solutions or merely enhancing the existing ones. We are here to help you grow and providing best digital experiences.</span></p>
<h2><span>Creating Future-Ready Digital Experiences<img src="https://www.cefar.co.uk/wp-content/uploads/2026/04/UI-UX-Design-Agencies-Build-Customer-Experiences-Blog-Thumb.webp" alt="How UI UX Design Agency Builds Better Customer Experiences" width="864" height="864"></span></h2>
<p class="isSelectedEnd"><span>As technology and customer expectations evolve, it is essential for businesses to continually invest in flexible digital platforms and implementations. Customer engagement can be harnessed through a robust UI UX strategy to ensure efforts are forward thinking.</span></p>
<p class="isSelectedEnd"><span>Cefar strives to create designs that are flexible, useful and centered around providing better experiences. By integrating creativity, research, and usability principles, companies can have digital platforms that last.</span></p>
<h2><span>Conclusion</span></h2>
<p class="isSelectedEnd"><span>UI UX design agency enables business to turn their digital concepts into intuitive user experiences to enhance customer engagement and develop a strong web presence. Cefar is dedicated to producing efficient, appealing, and uncomplicated designs in a user-oriented approach.</span></p>
<p><span>An effective UI UX design when synergized along with the effective tried and tested <a href="https://www.cefar.co.uk/service/digital-marketing/seo/"><strong>SEO Agency Leeds</strong></a> techniques can help the companies to grow their visibility, increase the reach and seek the ultimate conversions by creating important digital interactions. Investing in careful designing is not a gamble but a key to online success.</span></p>]]> </content:encoded>
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<title>Blockvio Technologies &#45; Custom AI Development Solutions</title>
<link>https://news.bangboxonline.com/blockvio-technologies-custom-ai-development-solutions</link>
<guid>https://news.bangboxonline.com/blockvio-technologies-custom-ai-development-solutions</guid>
<description><![CDATA[ Blockvio Technologies delivers custom AI development solutions to help businesses automate processes, improve efficiency, and create innovative digital experiences with scalable AI applications. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a0be2a1a09.jpg" length="98013" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 09:31:06 +0500</pubDate>
<dc:creator>robert william-1</dc:creator>
<media:keywords>blockvio technologies</media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr"><span>Bringing Smarter Technology to Modern Businesses</span></h2>
<p dir="ltr"><span>Technology is helping businesses work faster and serve customers better. Custom solutions make daily operations easier and more efficient. Companies are using intelligent systems to improve productivity and reduce manual effort. Digital innovation is becoming essential for long-term growth. Block vio technologies provides solutions that help businesses move forward with confidence.</span></p>
<h2 dir="ltr"><span>Tailored Development Services for Every Industry</span></h2>
<p dir="ltr"><span>Different industries require different approaches to solve business challenges. Customized applications help organizations achieve better performance and flexibility. Businesses can streamline workflows and improve communication with advanced tools. Scalable solutions make it easier to adapt to changing market trends. Block vio technologies develops solutions that fit unique business requirements.</span></p>
<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a3a0be2d6f50.jpg" alt=""></p>
<h2 dir="ltr"><span>Creating Better Customer Experiences Through Innovation</span></h2>
<p dir="ltr"><span>Customer satisfaction is important for building a successful brand. Smart digital solutions help businesses deliver faster and more convenient services. Improved interactions can increase trust and strengthen customer relationships. Companies can provide seamless experiences across multiple platforms. Block vio technologies supports organizations in creating meaningful customer journeys.</span></p>
<h2 dir="ltr"><span>Helping Businesses Grow with Future-Ready Solutions</span></h2>
<p dir="ltr"><span>Businesses need reliable technology to support expansion and long-term success. Modern applications improve efficiency and simplify complex processes. Cloud platforms, automation tools, and data-driven systems increase productivity. Flexible solutions allow companies to scale without difficulties. Block vio technologies focuses on delivering solutions that support sustainable growth.</span></p>
<h2 dir="ltr"><span>Strengthening Digital Presence with Advanced Solutions</span></h2>
<p dir="ltr"><span>A strong digital presence helps businesses stay competitive in today's market. Innovative technologies improve performance and create new opportunities. Companies can enhance operations and build stronger customer connections. Investing in modern solutions helps organizations prepare for future demands. Many businesses trust block vio technologies for dependable and scalable development services.</span><b></b></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Organizations that invest in customized solutions can improve efficiency and achieve better results. Modern technologies provide opportunities for growth, innovation, and long-term success. Companies looking for reliable development services can benefit from expert support and scalable solutions. With a commitment to quality and innovation, , and block vio technologies continue to help businesses achieve their goals and create lasting value in a competitive digital world.</span></p>]]> </content:encoded>
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<title>Probate Document Preparation: The Fast, Affordable Solution Families Need Right Now</title>
<link>https://news.bangboxonline.com/probate-document-preparation-the-fast-affordable-solution-families-need-right-now</link>
<guid>https://news.bangboxonline.com/probate-document-preparation-the-fast-affordable-solution-families-need-right-now</guid>
<description><![CDATA[ Simplify probate with expert document preparation. We The People USA helps you complete and file probate paperwork efficiently and at a low cost. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a39f027ea84d.jpg" length="77182" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 07:33:01 +0500</pubDate>
<dc:creator>wethepeopleusa</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When a loved one passes away, families are often left navigating an overwhelming maze of paperwork, court filings, deadlines, and legal requirements. What should be a time for healing can quickly become a stressful and confusing process. That’s why professional<span> </span><a href="https://wethepeopleusa.com/probate/"><strong>probate document preparation</strong></a><span> </span>services from We The People have become an essential resource for individuals seeking a smoother, faster path through probate.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">If you have been searching online for affordable probate help near me, your search may finally be over.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Probate Can Feel So Overwhelming</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Probate is the legal process of settling a deceased person's estate. While the concept sounds straightforward, the reality is often far more complicated. Missing documents, incorrect filings, and overlooked deadlines can create costly delays that leave families frustrated and exhausted.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many people are shocked to discover how much paperwork is involved. Petitions, notices, inventories, court forms, and supporting documents must often be prepared accurately and submitted according to strict legal requirements. Even a small mistake can result in additional expenses and unnecessary setbacks.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is exactly why probate document preparation has become one of the most sought-after services for families looking to save time, reduce stress, and move forward with confidence.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Growing Demand for Affordable Probate Assistance</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The cost of probate-related services can be intimidating. Traditional legal representation may not fit every family's budget, especially during an already difficult time. As a result, more people are actively searching for affordable probate help near me that provides reliable support without the overwhelming costs often associated with legal proceedings.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">We The People understands these concerns. Their goal is to help individuals complete the necessary probate paperwork efficiently, accurately, and affordably. By focusing on document preparation services, they help clients navigate the administrative side of probate while keeping expenses manageable.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This practical approach has made We The People a trusted choice for families who want professional assistance without unnecessary financial strain.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">How Probate Document Preparation Services Help</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the biggest advantages of professional probate document preparation is eliminating the uncertainty that often accompanies complex paperwork.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Instead of spending countless hours trying to interpret forms, instructions, and filing requirements, clients can receive guidance throughout the document preparation process. This dramatically reduces the risk of errors and helps ensure paperwork is organized correctly before submission.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Some of the key benefits include:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Reduced stress during an emotional period</span></li>
<li><span style="font-size: 14pt;">Accurate preparation of probate-related documents</span></li>
<li><span style="font-size: 14pt;">Significant time savings</span></li>
<li><span style="font-size: 14pt;">Affordable alternatives to more expensive options</span></li>
<li><span style="font-size: 14pt;">Greater confidence throughout the probate process</span></li>
<li><span style="font-size: 14pt;">Improved organization and efficiency</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For many families, these advantages can make an enormous difference when dealing with estate administration responsibilities.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Families Choose We The People</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In today's fast-paced world, people want solutions that are both effective and affordable. We The People has built a strong reputation by providing dependable document preparation services designed to meet the needs of everyday individuals.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Their commitment to affordability and customer support has helped countless clients successfully complete necessary probate paperwork while avoiding common mistakes.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When people search for<span> </span><a href="https://wethepeopleusa.com/probate/"><strong>affordable probate help near me</strong></a>, they are often looking for more than just a service provider. They want a team that understands the challenges they are facing and can help simplify a process that often feels overwhelming.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">We The People delivers exactly that.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Their experience with probate document preparation allows clients to feel more confident, informed, and prepared every step of the way.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Hidden Cost of Waiting</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the biggest mistakes families make is delaying action after a loved one's passing. Probate deadlines and filing requirements don't simply disappear. Waiting too long can create additional complications that may prolong the estate settlement process.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every day that passes without proper documentation can increase stress, create confusion, and potentially lead to avoidable delays. That's why acting quickly is so important.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The sooner probate paperwork is properly prepared, the sooner families can move toward resolution and closure.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This sense of urgency is one reason demand for probate document preparation services continues to grow. Families recognize the value of having knowledgeable assistance available when timing matters most.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Affordable Probate Help Near Me: What to Look For</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Not all probate assistance options are created equal. When evaluating providers, it's important to consider several key factors:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Transparency in pricing</span></li>
<li><span style="font-size: 14pt;">Experience with probate documentation</span></li>
<li><span style="font-size: 14pt;">Responsive customer service</span></li>
<li><span style="font-size: 14pt;">Efficient turnaround times</span></li>
<li><span style="font-size: 14pt;">Commitment to accuracy</span></li>
<li><span style="font-size: 14pt;">Strong reputation within the community</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">We The People stands out by focusing on these essential qualities while maintaining affordable service options that make professional assistance accessible to more families.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For individuals searching for affordable probate help near me, finding a trusted provider can mean the difference between a stressful experience and a streamlined process.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Take the First Step Toward Peace of Mind</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Probate doesn't have to become a nightmare of endless paperwork, confusion, and delays. With professional probate document preparation services from<span> </span><a href="https://wethepeopleusa.com/"><strong>We The People</strong></a>, families can approach the process with greater clarity, confidence, and peace of mind.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">The opportunity to save time, reduce stress, and avoid costly mistakes is too valuable to ignore. As more families discover the benefits of affordable probate help near me, they are turning to trusted document preparation professionals who can help make a difficult situation far more manageable.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:- <a href="https://wethepeopleusa.com/small-claims/"><strong>small claims court document preparation and filing</strong></a></span></p>]]> </content:encoded>
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<title>Best Sites to Buy Old Gmail Accounts (PVA &amp;amp; Aged) in 2026</title>
<link>https://news.bangboxonline.com/Buy-Old-Gmail-Accounts</link>
<guid>https://news.bangboxonline.com/Buy-Old-Gmail-Accounts</guid>
<description><![CDATA[ Buy old Gmail accounts today and get access to aged, ready-to-use email profiles for your personal or business needs. These accounts can help with smoother registrations, marketing activities, and online management tasks. Ideal for digital marketers and agencies, they offer convenience, stability, and quick setup. Start immediately and streamline your workflow with reliable, high-quality old Gmail accounts. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a39906e6503e.jpg" length="31928" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 00:43:58 +0500</pubDate>
<dc:creator>Homore Dion</dc:creator>
<media:keywords>Buy Old Gmail Accounts</media:keywords>
<content:encoded><![CDATA[<h2 class="wp-block-heading">Why Old Gmail Accounts Matter</h2>
<p>Old Gmail accounts offer a highly practical, reliable solution to these systemic friction points. Because they possess an established history, an organic creation timestamp, and years of dormant or active age, they are fundamentally viewed as more trustworthy by Google’s automated security protocols. This baseline trust profile makes them indispensable assets for diverse online operations, including high-yield marketing, institutional communication, secure platform verification, and complex project management.</p>
<p>In this exhaustive guide, we will unpack exactly what old Gmail accounts are, dive deep into the technical mechanics of why they hold immense value, analyze their operational benefits, and outline how to safely buy quality aged Gmail accounts from <strong>SocialAccountShop.com</strong> to scale your digital presence without friction.</p>
<figure class="wp-block-image"><img decoding="async" src="https://wikinewsportal.com/wp-content/uploads/2026/06/Buy-Old-Gmail-Accounts.png" alt="Buy Old Gmail Accounts
" class="wp-image-94402"></figure>
<h2 class="wp-block-heading">What Are Old Gmail Accounts?</h2>
<p>Old Gmail accounts, universally referred to in the enterprise space as <strong><a href="https://socialaccountshop.com/product/buy-old-gmail-accounts/">aged Gmail accounts</a></strong>, are email profiles created months or years in the past that have quietly maintained a clean history over time. Unlike fresh, on-demand accounts generated via automated scripts or temporary numbers, aged accounts possess a legacy presence within Google’s indexing system.</p>
<h3 class="wp-block-heading"><strong>Old vs. New Gmail Accounts: A Deep-Dive Comparison</strong></h3>
<p>To fully grasp why aged assets are heavily prioritized by enterprise buyers, it is useful to examine how they stack up directly against newly minted accounts across critical operational metrics:</p>
<figure class="wp-block-table">
<table class="has-fixed-layout">
<tbody>
<tr>
<td><strong>Operational Metric</strong></td>
<td><strong>New Gmail Accounts</strong></td>
<td><strong>Old (Aged) Gmail Accounts</strong></td>
</tr>
<tr>
<td><strong>Account Longevity</strong></td>
<td>Recently created (days or weeks old)</td>
<td>Established age (months to over a decade old)</td>
</tr>
<tr>
<td><strong>Algorithmic Trust</strong></td>
<td>Low or unestablished; treated as volatile</td>
<td>Exceptionally high; recognized as stable legacy data</td>
</tr>
<tr>
<td><strong>Security Triggers</strong></td>
<td>High probability of immediate verification loops</td>
<td>Low probability of triggering sudden security checks</td>
</tr>
<tr>
<td><strong>Warm-Up Requirements</strong></td>
<td>Extensive, meticulous daily warming required</td>
<td>Minimal warm-up needed before production scaling</td>
</tr>
<tr>
<td><strong>API &amp; Tool Integration</strong></td>
<td>Frequently blocked or flagged by third-party tools</td>
<td>Seamlessly accepted by CRM and automation suites</td>
</tr>
<tr>
<td><strong>Ip Tolerance</strong></td>
<td>Highly sensitive to shifting IP addresses/proxies</td>
<td>Markedly higher tolerance for varying login environments</td>
</tr>
</tbody>
</table>
</figure>
<h3 class="wp-block-heading">Why Account Age Matters</h3>
<p>In digital infrastructure, age equals data integrity. Google’s anti-abuse machine learning models use account age as a foundational baseline for risk assessment. A newly registered account lacks a historical behavioral footprint. Because spammers routinely burn through fresh accounts, any sudden operational spike from a new profile—such as sending twenty emails in an hour, connecting to an automation API, or logging in from a different geographic location—instantly triggers a security lock.</p>
<p>Conversely, older accounts have survived multiple architectural updates within Google’s ecosystem. Their historic compliance record tells the algorithm that this profile is legitimate. For businesses, agencies, and hyper-scale marketers, leveraging these aged trust signals eliminates the costly setup delays, unexpected lockouts, and persistent security puzzles that derail brand-new email architectures.</p>
<h2 class="wp-block-heading">Why People Buy Old Gmail Accounts</h2>
<p>Website:<span> </span><a href="https://socialaccountshop.com/product/buy-old-gmail-accounts/">https://socialaccountshop.com/product/buy-old-gmail-accounts/</a><br>Whatsapp:+44 7828 706052<br>Telegram:@socialaccountshop2026<br>Email:admin@socialaccountshop.com</p>
<p>The demand for aged email accounts spans various sectors of the global digital economy. Far from being a niche requirement, old Gmail accounts serve as the backbone for several core industries.</p>
<h3 class="wp-block-heading">Digital Marketing and Cold Outreach</h3>
<p>Digital marketers rely on scaled outbound communication to generate pipelines, book discovery calls, and cultivate partnerships. When conducting targeted cold outreach, using a singular domain or a handful of brand-new accounts is an operational bottleneck.</p>
<ul class="wp-block-list">
<li><strong>Campaign Diversification:</strong> Marketers use clusters of aged accounts to distribute email volume, ensuring no single profile carries a high load.</li>
<li><strong>Lead Generation Pipelines:</strong> Aged accounts allow marketing teams to run parallel lead nurturing tracks across distinct target verticals simultaneously.</li>
<li><strong>Streamlined Deliverability:</strong> The inherent trust parameters of older accounts mean emails are far more likely to land directly in the primary inbox rather than the promotions or spam folders.</li>
</ul>
<h3 class="wp-block-heading"><strong>Complex Business Operations</strong></h3>
<p>Modern corporations and rapidly growing SMBs handle vast ecosystems of digital tools, platform accounts, and project management applications.</p>
<ul class="wp-block-list">
<li><strong>Departmental Isolation:</strong> Companies use distinct, aged accounts to cleanly segregate communications for separate divisions (e.g., HR, accounting, inbound logistics).</li>
<li><strong>Vendor Ecosystems:</strong> Dedicated, high-stability emails are allocated to interface exclusively with foreign supply lines, ensuring critical transactional data remains insulated.</li>
<li><strong>Data Redundancy:</strong> Establishing corporate workflows using aged nodes safeguards communication lines against localized platform outages or compliance updates.</li>
</ul>
<h3 class="wp-block-heading"><strong>Comprehensive Social Media Management</strong></h3>
<p>Social media marketing agencies (SMMAs) and independent brand managers often oversee hundreds of accounts across platforms like Facebook, Instagram, LinkedIn, TikTok, and Pinterest.</p>
<ul class="wp-block-list">
<li><strong>Bulk Verification:</strong> Major social networks mandate phone and email verification during registration. Fresh emails often trigger immediate multi-factor locks on the target platform; aged Gmails pass through smoothly.</li>
<li><strong>Multi-Brand Management:</strong> Agencies require independent, high-trust emails to set up isolated business managers and ad accounts for their clients, preventing cross-contamination if one ad account faces policy issues.</li>
<li><strong>Asset Recovery:</strong> An aged Gmail serves as an incredibly stable anchor point for account recovery protocols, protecting high-value brand pages from arbitrary lockouts.</li>
</ul>
<h3 class="wp-block-heading"><strong>Freelance and Agency Workflows</strong></h3>
<p>Freelancers and scaling digital agencies balance client communication while managing external operational SaaS tools. Utilizing separate, aged email accounts allows professionals to silo operations, giving each client dedicated infrastructure while preventing algorithmic overlap or security interruptions.</p>
<h2 class="wp-block-heading">Top Benefits of Buying Old Gmail Accounts</h2>
<p>Investing in premium aged Gmail accounts provides definitive, compounding operational advantages. Below is an exhaustive breakdown of the seven core benefits:</p>
<h3 class="wp-block-heading"><strong>Superior Algorithmic Trust Score</strong></h3>
<p>Google assigns an internal trust score to every profile in its system. Aged accounts possess an established tenure that signals long-term compliance. This high-tier baseline trust insulates the account from being immediately flagged during normal business activities, giving your workflows an immediate advantage over competitors operating on fresh accounts.</p>
<h3 class="wp-block-heading"><strong>Drastically Reduced Verification Obstacles</strong></h3>
<p>Anyone who has attempted to set up ten new Gmail accounts simultaneously knows the frustration of immediate phone verification blocks, followed by security questions and account suspensions within 48 hours. Older accounts have already passed through these introductory filters, delivering a much smoother login and configuration process.</p>
<h3 class="wp-block-heading"><strong>Maximum Email Deliverability and Inbox Placement</strong></h3>
<p>An email that lands in the spam folder is lost revenue. Because aged accounts have an established reputation, external spam filters are less likely to flag their outbound messages. This ensures your updates, service notices, and outreach campaigns hit the primary inbox where they belong.</p>
<h3 class="wp-block-heading"><strong>Immediate Velocity for Project Deployments</strong></h3>
<p>Warming up an email account manually is a tedious, multi-month process that requires slowly sending single emails to trusted contacts to build up a sender reputation. Buying aged accounts skips this idle period entirely, allowing you to deploy your systems and activate new pipelines on day one.</p>
<h3 class="wp-block-heading"><strong>Advanced Infrastructure Stability</strong></h3>
<p>Aged accounts are highly resilient. They handle changes in operating environments, connections to foreign APIs, and software integrations far better than new accounts. This stability provides a predictable foundation for complex, automated workflows.</p>
<h3 class="wp-block-heading"><strong>Substantial Long-Term Time Savings</strong></h3>
<p>Time is a finite resource in business. Instead of spending months waiting for a network of internal accounts to age naturally while carefully managing their daily activity, you can acquire pre-aged profiles instantly. This shifts your focus away from infrastructure maintenance and entirely toward growth and revenue.</p>
<h3 class="wp-block-heading"><strong>Frictionless Operational Scalability</strong></h3>
<p>When a business experiences sudden growth, its supporting infrastructure must scale alongside it. Purchasing high-quality aged Gmail accounts allows organizations to instantly expand their communication capabilities, onboard new team members, and roll out new systems without being slowed down by account creation limits.</p>
<h2 class="wp-block-heading">Who Should Buy Old Gmail Accounts?</h2>
<p>This infrastructure asset is versatile, providing clear value to a wide range of professionals in the digital space:</p>
<ul class="wp-block-list">
<li><strong>Digital Marketers:</strong> To support automated outbound sequences, coordinate PR distribution networks, and scale multi-channel client generation.</li>
<li><strong>SEO Agencies:</strong> To confidently register for webmaster tools, set up citation networks, manage guest post outreach, and secure premium editorial backlinks.</li>
<li><strong>Affiliate Marketers:</strong> To manage diverse advertising accounts, keep tracking notifications organized, and segregate offers across independent networks.</li>
<li><strong>Social Media Managers:</strong> To easily create, verify, and sustain extensive networks of social profiles, ad managers, and content distribution channels.</li>
<li><strong>E-commerce Businesses:</strong> To manage multi-store platforms, isolate vendor communications, and ensure reliable customer support delivery.</li>
<li><strong>Freelancers:</strong> To keep client projects organized, run independent communication hubs, and manage distinct service tool accounts seamlessly.</li>
<li><strong>Entrepreneurs:</strong> To quickly build out backend technical infrastructures for new business ideas without waiting for slow setup periods.</li>
</ul>
<h2 class="wp-block-heading">How to Choose High-Quality Old Gmail Accounts</h2>
<p>The market for digital assets is large, and not all aged accounts are built to the same standard. To protect your investment, look for these critical quality markers before completing a purchase:</p>
<h3 class="wp-block-heading"><strong>Account Age Verifiability</strong></h3>
<p>The value of an aged account is tied directly to its creation date. A high-quality provider will clearly state the age bracket of the accounts (e.g., 2018 creation, 2020 creation, or 1-2 years aged) and provide clear verification records within the account history upon delivery.</p>
<h3 class="wp-block-heading"><strong>Phone Verification Status (PVA)</strong></h3>
<p>Ensure the profiles are Phone Verified Accounts (PVA). Accounts verified with high-quality, non-virtual numbers offer significantly better security and are far less likely to trigger sudden locks during login.</p>
<h3 class="wp-block-heading"><strong>Comprehensive Recovery Information</strong></h3>
<p>Every account must come with complete, editable recovery data, including a designated recovery email or recovery parameters. If an account does not include this information, you risk losing access permanently during your first login attempt.</p>
<h3 class="wp-block-heading"><strong>Clean Usage and Compliance History</strong></h3>
<p>The account must have a spotless history, meaning it has zero record of spamming, community guideline violations, or TOS bans. A premium aged account should essentially be a clean slate with a long, healthy tenure.</p>
<h3 class="wp-block-heading"><strong>Secure Delivery Methods</strong></h3>
<p>High-quality accounts should always be delivered in an encrypted, structured format (such as a secure CSV or XLSX download) containing the username, password, recovery email, and any associated verification keys. Avoid vendors who deliver credentials over insecure communication channels.</p>
<h3 class="wp-block-heading"><strong>Provider Reputation and Support</strong></h3>
<p>Only buy from established providers with a proven track record of positive customer reviews, clear terms of service, and an accessible support team to assist with onboarding questions.</p>
<h2 class="wp-block-heading">Why Choose SocialAccountShop.com?</h2>
<p>When it comes to sourcing high-quality aged digital infrastructure, <strong>SocialAccountShop.com</strong> stands out as a premier enterprise provider. Built to support modern agencies and digital businesses, the platform offers a seamless procurement experience designed for long-term reliability.</p>
<h3 class="wp-block-heading"><strong>Verified Enterprise Provider</strong></h3>
<p>SocialAccountShop.com has established itself as a reliable global vendor for managed digital assets. It operates with clear focus: delivering verified, functional, high-trust accounts to businesses and marketers worldwide.</p>
<h3 class="wp-block-heading"><strong>Extensive Inventory Selection</strong></h3>
<p>Every project has unique requirements. SocialAccountShop.com offers a broad selection of aged Gmail accounts across different age brackets, verification levels, and configurations, allowing buyers to find the exact asset profile they need.</p>
<h3 class="wp-block-heading"><strong>Secure, Automated Delivery</strong></h3>
<p>Security is a top priority throughout the purchase process. SocialAccountShop.com utilizes fully encrypted, streamlined delivery methods to ensure your account credentials go straight from their secure database to your team without third-party exposure.</p>
<h3 class="wp-block-heading"><strong>Highly Competitive Tiered Pricing</strong></h3>
<p>Acquiring premium infrastructure should fit your operational budget. The platform provides transparent, tiered pricing plans that remain cost-effective whether you are buying a small batch of accounts for testing or scaling up with a large bulk order.</p>
<h3 class="wp-block-heading"><strong>Responsive Customer Support</strong></h3>
<p>Managing a network of digital accounts can occasionally bring up technical questions. SocialAccountShop.com provides a dedicated customer support team to assist you with everything from initial account choices to post-delivery setup.</p>
<h3 class="wp-block-heading"><strong>Instant Inventory Access</strong></h3>
<p>In business, delays mean lost opportunities. Most of the account configurations on SocialAccountShop.com are available for instant delivery, meaning you can download your credentials and integrate them into your workflow right away.</p>
<h2 class="wp-block-heading">How to Buy Old Gmail Accounts from SocialAccountShop.com</h2>
<p>Purchasing assets from SocialAccountShop.com is built to be fast, clear, and highly secure. Here is a step-by-step walkthrough of the onboarding process:</p>
<h3 class="wp-block-heading"><strong>Step 1: Navigate to the Marketplace</strong></h3>
<p>Open your web browser, head to<a href="https://socialaccountshop.com/" target="_blank" rel="noreferrer noopener"> SocialAccountShop.com</a>, and click through to the dedicated Gmail accounts category page.</p>
<h3 class="wp-block-heading"><strong>Step 2: Choose Your Account Age and Quantity</strong></h3>
<p>Review the available inventory options. Filter the accounts by age bracket, verification type (PVA), and the exact quantity your project requires, then add them to your cart.</p>
<h3 class="wp-block-heading"><strong>Step 3: Complete Secure Checkout</strong></h3>
<p>Proceed to the checkout page. Enter your primary business email for order delivery and choose from the secure payment methods provided to complete your order safely.</p>
<h3 class="wp-block-heading"><strong>Step 4: Receive Your Account Credentials</strong></h3>
<p>Once your payment is confirmed, your account batch will be delivered according to the site’s secure distribution system. This typically comes as a cleanly formatted data file (CSV/XLSX) ready for your team to use.</p>
<h3 class="wp-block-heading"><strong>Step 5: Secure the Accounts Immediately</strong></h3>
<p>Open your delivery file and immediately log into each account one by one using a clean, dedicated connection. Update the login passwords and link your own secure business recovery emails right away.</p>
<h3 class="wp-block-heading"><strong>Step 6: Onboard into Your Workflow</strong></h3>
<p>With the security settings updated, your new aged accounts are ready to be integrated directly into your marketing tools, social media managers, or day-to-day operations.</p>
<h2 class="wp-block-heading">Best Practices After Purchasing Old Gmail Accounts</h2>
<p>Acquiring a high-quality aged account is only the first step; maintaining its stability requires following proper account management best practices. To protect your assets for the long haul, make sure to implement these core operational protocols:</p>
<h3 class="wp-block-heading"><strong>Immediate Password Optimization</strong></h3>
<p>The moment you receive your account credentials, update the passwords to unique, complex phrases (16+ characters combining uppercase letters, lowercase letters, numbers, and symbols). Never reuse the same password across multiple accounts.</p>
<h3 class="wp-block-heading"><strong>Update Recovery Details</strong></h3>
<p>Remove the default setup recovery parameters and link your own active, secure recovery emails. This ensures that if Google ever requests an unexpected verification check, your team can resolve it instantly.</p>
<h3 class="wp-block-heading"><strong>Use Dedicated, High-Quality Proxies or IPs</strong></h3>
<p>Avoid logging into twenty different aged accounts from the exact same residential IP address within a short window. Use premium residential or mobile proxies alongside anti-detect browsers (like AdsPower, Multilogin, or Dolphin{anty}) to give each account an isolated, natural browsing footprint.</p>
<h3 class="wp-block-heading"><strong>urn On Two-Factor Authentication (2FA)</strong></h3>
<p>For high-value corporate operations, enable App-Based Two-Factor Authentication (such as Google Authenticator or Aegis). This adds a powerful layer of security that protects the account from unauthorized access attempts.</p>
<h3 class="wp-block-heading"><strong>Maintain Natural Usage Patterns</strong></h3>
<p>Avoid immediate, erratic shifts in behavior. Do not log into an account that has been quiet for two years and immediately attempt to blast out hundreds of marketing emails. Treat the account naturally: read incoming emails, configure your personal settings, and let it settle into its new environment.</p>
<h3 class="wp-block-heading"><strong>Implement a Gradual Warm-Up Period</strong></h3>
<p>Even though aged accounts can handle higher activity limits than brand-new ones, it is still best practice to scale up operations gradually. Start by sending a few emails a day to trusted contacts, then steadily increase your volume over one to two weeks to build a rock-solid sender reputation.</p>
<h3 class="wp-block-heading"><strong>Monitor Account Security Logs</strong></h3>
<p>Set up a recurring schedule (e.g., once every two weeks) to review the security and device access logs within each account. This helps you quickly spot and address any unauthorized access or unusual activity.</p>
<h2 class="wp-block-heading">Common Mistakes to Avoid</h2>
<p>To maximize the life and performance of your aged accounts, make sure to avoid these frequent management missteps:</p>
<ul class="wp-block-list">
<li><strong>Sourcing from Unverified Vendors:</strong> Buying from unknown sellers often leads to low-quality accounts, recycled credentials, or profiles that get shut down just days after purchase.</li>
<li><strong>Rushing into Full-Scale Operations:</strong> Moving from zero activity to max sending limits the moment you get your accounts will alert automated security filters and likely trigger an account freeze.</li>
<li><strong>Neglecting Security Updates:</strong> Skipping the process of updating passwords and recovery details leaves your accounts vulnerable to security issues or recovery mix-ups down the line.</li>
<li><strong>Sharing Credentials Insecurely:</strong> Sending plain-text login details over public team chats or insecure sheets exposes your infrastructure to unnecessary risk. Limit access to authorized team members through a secure password manager.</li>
<li><strong>Skipping Regular Account Audits:</strong> Failing to keep an eye on your accounts’ health can cause you to miss early warning signs, such as required security updates or minor verification flags.</li>
<li><strong>Chasing the Lowest Price:</strong> Extremely cheap accounts are often built using low-quality virtual numbers or automated shortcuts that quickly trigger security bans. Investing in verified, premium assets pays off in long-term reliability.</li>
</ul>
<h2 class="wp-block-heading">Frequently Asked Questions (FAQ)</h2>
<h3 class="wp-block-heading"><strong>Are old Gmail accounts safe to use for business?</strong></h3>
<p>Yes. When you purchase aged accounts from a reputable provider like SocialAccountShop.com and secure them immediately with updated passwords and recovery information, they are completely safe and highly dependable tools for legitimate business, marketing, and operational workflows.</p>
<h3 class="wp-block-heading"><strong>Why exactly are aged Gmail accounts better than brand-new ones?</strong></h3>
<p>Older accounts have an established footprint and history with Google’s algorithms. This long tenure means they are viewed as highly trustworthy, encounter far fewer unexpected security verification prompts, hold higher sending limits, and offer significantly better overall stability than fresh accounts.</p>
<h3 class="wp-block-heading"><strong>Can agencies use old Gmail accounts to manage client projects?</strong></h3>
<p>Absolutely. Marketing, SEO, and social media agencies frequently use aged Gmail accounts to cleanly isolate different client setups, create high-trust social media profiles, and run automated outreach sequences without running into cross-contamination or security blocks.</p>
<h3 class="wp-block-heading"><strong>How quickly will I receive my accounts after ordering?</strong></h3>
<p>SocialAccountShop.com focuses on fast, efficient service. Most standard configurations are available for instant delivery, meaning your structured data file containing your login credentials will be ready to download shortly after payment confirmation.</p>
<h3 class="wp-block-heading"><strong>Why should I choose SocialAccountShop.com over other vendors?</strong></h3>
<p>SocialAccountShop.com stands out by delivering verified, premium aged Gmail accounts alongside a secure checkout process, clear tiered pricing, and a responsive customer support team. This comprehensive approach makes them a trusted choice for scaling modern digital enterprises.</p>
<h2 class="wp-block-heading">Conclusion: Scale Your Digital Infrastructure with Confidence</h2>
<p>Aged Gmail accounts have shifted from a niche marketing trick to a core operational asset for modern digital businesses, agencies, and entrepreneurs. By offering a built-in history and strong algorithmic trust, these accounts allow you to bypass the technical friction, unexpected verification loops, and deliverability drops that come with brand-new email setups.</p>
<p>Whether you are scaling up outbound marketing campaigns, organizing complex internal projects, or managing a network of client social profiles, using premium aged accounts helps keep your systems running smoothly and efficiently.</p>
<p>In the digital asset space, quality and reliability should always come first. <strong>SocialAccountShop.com</strong> provides businesses with verified, high-stability aged accounts, backed by secure delivery and professional customer support so you can hit the ground running.</p>
<p>Ready to upgrade your digital setup and launch your next big project without infrastructure delays? Head over to <strong>SocialAccountShop.com</strong> today to select the ideal aged accounts for your workflow and scale your operations with complete confidence.</p>]]> </content:encoded>
</item>

<item>
<title>Where to Buy Trustpilot Reviews in the UK?</title>
<link>https://news.bangboxonline.com/Buy-Trustpilot-Reviews</link>
<guid>https://news.bangboxonline.com/Buy-Trustpilot-Reviews</guid>
<description><![CDATA[ Increase your online reputation by buying Trustpilot reviews from trusted sources. Enhance your business credibility, build customer confidence, and attract more potential clients. High-quality reviews can strengthen your brand image and improve visibility. Choose reliable services that provide authentic feedback to help your business grow successfully. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a398ff006f3e.jpg" length="79877" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 00:41:55 +0500</pubDate>
<dc:creator>Homore Dion</dc:creator>
<media:keywords>Buy Trustpilot Reviews</media:keywords>
<content:encoded><![CDATA[<p ng-non-bindable="">Getting customers in the UK is tough when your business lacks strong online reviews. UK shoppers are cautious and heavily research before buying, often checking review platforms first. Without visible positive feedback, even great products or services struggle to gain attention in a crowded market.</p>
<p ng-non-bindable="">UK customers trust reviews more than ever. Studies show that the vast majority read online reviews before making a purchase decision. New businesses face a particularly hard challenge: zero or low ratings create doubt, while competitors with established profiles appear more reliable. This leads to missed opportunities, wasted ad spend, and slower growth.</p>
<p ng-non-bindable="">At<span> </span><a href="https://www.livejournal.com/away?to=https%3A%2F%2Fsocialaccountshop.com%2F" rel="nofollow" target="_self">SocialAccountShop</a>, we promise that high-quality Trustpilot reviews can transform your credibility, boost conversions, and build lasting brand trust. Positive reviews help your business stand out in competitive UK markets like eCommerce, services, and SaaS, turning hesitant browsers into loyal customers.</p>
<p ng-non-bindable="">In this article, we’ll cover:</p>
<ul>
<li>The importance of Trustpilot for UK businesses</li>
<li>Key benefits of acquiring authentic-looking reviews</li>
<li>Risks of poor ratings or no reviews</li>
<li>Why SocialAccountShop is the trusted choice for reliable, effective solutions</li>
</ul>
<p ng-non-bindable="">Whether you're a startup or an established brand looking to strengthen your reputation, the right reviews can accelerate your success.</p>
<h3>What Are Trustpilot Reviews?</h3>
<p ng-non-bindable="">Trustpilot is a leading global customer review platform where consumers share honest feedback about their experiences with businesses. Founded in 2007, it has become one of the most recognized review sites, particularly popular in the UK and Europe.</p>
<p ng-non-bindable="">Businesses collect ratings and detailed reviews from real customers. Users rate experiences on a 1–5 star scale (from “Bad” to “Excellent”), and Trustpilot calculates an overall<span> </span><strong>TrustScore</strong>. This score uses a weighted system that considers the number of reviews, their recency, and other factors to provide a balanced view—even helping newer businesses get a fair start.</p>
<h4>How Trustpilot Works</h4>
<p ng-non-bindable="">Customers create accounts and leave reviews about genuine experiences. Businesses can invite reviews, but organic feedback also flows in. The platform uses detection systems to maintain quality, though many businesses seek ways to accelerate genuine-looking growth.</p>
<h4>Why Customers Check Reviews</h4>
<p ng-non-bindable="">UK consumers rely on Trustpilot because it offers transparent, detailed insights. A high TrustScore builds immediate confidence, influencing everything from first clicks to final purchases. Reviews provide social proof that reassures buyers they’re making the right choice.</p>
<p ng-non-bindable="">For businesses, appearing on Trustpilot with strong ratings signals reliability in a market where trust is currency.</p>
<h3>Why Trustpilot Matters for UK Businesses</h3>
<p ng-non-bindable="">In the UK’s competitive digital landscape, Trustpilot reviews are more than feedback—they’re a powerful business asset. UK buyers actively compare brands online before committing. Positive reviews heavily influence purchasing decisions, often making the difference between a sale and a lost opportunity.</p>
<p ng-non-bindable="">Strong ratings improve conversion rates by reducing hesitation. Social proof from dozens or hundreds of positive reviews increases trust, encouraging visitors to buy. Research indicates positive online reviews can positively impact revenue growth and marketing effectiveness.</p>
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</div>
</div>
</figure>
<p ng-non-bindable=""><strong>Key Industries That Benefit</strong>:</p>
<ul>
<li><strong>eCommerce</strong>: Shoppers check reviews before adding to cart.</li>
<li><strong>SaaS</strong>: Decision-makers evaluate reliability through customer stories.</li>
<li><strong>Agencies</strong>: Clients seek proven track records.</li>
<li><strong>Local businesses</strong>: Reviews drive foot traffic and local searches.</li>
<li><strong>Financial services</strong>: Trust is paramount; high ratings reassure customers.</li>
</ul>
<p ng-non-bindable="">Displaying Trustpilot badges on websites and in search results boosts click-through rates and perceived authority. In a market where consumers read reviews extensively, a solid TrustScore helps businesses scale faster and compete effectively.</p>
<p ng-non-bindable="">Website:<a href="https://www.livejournal.com/away?to=https%3A%2F%2Fsocialaccountshop.com%2Fproduct%2Fbuy-trustpilot-reviews%2F" rel="nofollow" target="_self">https://socialaccountshop.com/product/buy-trustpilot-reviews/</a></p>
<p ng-non-bindable="">Whatsapp:+44 7828 706052</p>
<p ng-non-bindable="">Telegram:@socialaccountshop2026</p>
<p ng-non-bindable="">Email:admin@socialaccountshop.com</p>
<h4>Problems Businesses Face Without Reviews</h4>
<p ng-non-bindable="">Many UK businesses struggle without a strong review presence. Low trust leads to high bounce rates—potential customers see few or no reviews and move to competitors. This results in poor click-through rates from search and ads.</p>
<p ng-non-bindable="">Negative or sparse reviews can dominate early perceptions. Competitors with established positive profiles look more reliable, stealing market share. The emotional and business pain is real: losing sales daily, watching ad budgets go to waste, and experiencing frustratingly slow growth despite quality offerings.</p>
<p ng-non-bindable="">Without reviews, building credibility takes months or years of organic effort. In fast-moving UK markets, this delay can be costly. Startups and new eCommerce stores particularly suffer, as buyers hesitate without social proof. The result? Stagnant revenue, higher customer acquisition costs, and missed expansion opportunities.</p>
<h3>Why Businesses Buy Trustpilot Reviews in the UK</h3>
<p ng-non-bindable="">UK businesses<span> </span><a href="https://www.livejournal.com/away?to=https%3A%2F%2Fsocialaccountshop.com%2Fproduct%2Fbuy-trustpilot-reviews%2F" rel="nofollow" target="_self"><ins>buy Trustpilot reviews</ins></a><span> </span>to build instant trust and overcome the no-review barrier. Positive ratings improve brand image, help beat competitors, reduce buying hesitation, and increase sales. They also boost conversion rates by providing strong social proof. In a competitive market, buying high-quality reviews accelerates growth, strengthens reputation, and delivers faster results than waiting for organic reviews alone.</p>
<h3>Benefits of Buying Trustpilot Reviews</h3>
<p ng-non-bindable="">Buying Trustpilot reviews delivers powerful advantages for UK businesses looking to grow faster. First, it significantly increases credibility and authority — a profile filled with positive reviews instantly makes your business appear more trustworthy and established.</p>
<p ng-non-bindable="">Second, it improves search visibility. Higher ratings and review counts often lead to better click-through rates in Google results, driving more qualified traffic to your site.</p>
<p ng-non-bindable="">Third, it accelerates business growth by building a strong reputation quickly instead of waiting months or years for organic reviews. Customer confidence rises as people feel safer buying from highly rated companies, which directly reduces hesitation and boosts conversion rates.</p>
<p ng-non-bindable="">Additionally, reviews strengthen your overall online presence across websites, social media, ads, and email campaigns. Businesses consistently report higher sales and revenue as positive feedback creates a reliable, customer-approved image that helps you stand out from competitors in the crowded UK market.</p>
<h3>Why Choose SocialAccountShop to Buy Trustpilot Reviews UK</h3>
<p ng-non-bindable="">Choose SocialAccountShop for real-looking, natural reviews written in human language. We use high-quality active accounts, deliver reviews gradually for safety, and offer fast processing with affordable packages. Our 24/7 support ensures smooth service. Trusted by UK businesses, we help build authentic-looking Trustpilot profiles that drive real results.</p>
<h3>What Makes SocialAccountShop Different?</h3>
<p ng-non-bindable="">SocialAccountShop stands out with 100% customer satisfaction, secure payments, fast delivery, and a replacement guarantee. We provide custom review options and work with an experienced team. Unlike competitors, we focus on natural growth, quality profiles, and reliable support—making us the smarter, safer choice for sustainable Trustpilot review services in the UK.</p>
<h3>How to Buy Trustpilot Reviews from SocialAccountShop</h3>
<ol>
<li>Visit socialaccountshop.com</li>
<li>Select your Trustpilot package</li>
<li>Submit your business details</li>
<li>Complete secure payment</li>
<li>Reviews begin appearing gradually</li>
</ol>
<p ng-non-bindable="">The process is simple, fast, and designed for quick, safe results with full support throughout.</p>
<h3>Who Should Buy Trustpilot Reviews?</h3>
<p ng-non-bindable="">Startups, new eCommerce stores, agencies, SaaS companies, local businesses, and brands with negative reviews should buy Trustpilot reviews. They gain instant credibility, overcome trust barriers, attract more customers, and accelerate growth. Positive reviews help balance profiles and build confidence in competitive UK markets.</p>
<h3>Conclusion</h3>
<p ng-non-bindable="">Trust is the foundation of success in the competitive UK market. Trustpilot reviews strongly influence customer decisions, build credibility, and directly drive higher conversions and sales. Without strong ratings, even quality businesses struggle to stand out and grow.</p>
<p ng-non-bindable="">Positive reviews provide the social proof UK customers seek before buying. By investing in high-quality Trustpilot reviews, you can accelerate your reputation, beat competitors, and achieve faster business growth.</p>
<p ng-non-bindable="">Don’t let low or zero reviews hold you back any longer. Visit<span> </span><a href="https://www.livejournal.com/away?to=http%3A%2F%2Fsocialaccountshop.com%2F" rel="nofollow" target="_self"><ins><strong>socialaccountshop.com</strong></ins></a><span> </span>today, choose a suitable package, and start building your positive Trustpilot profile. Take this important step now toward stronger trust, better conversions, and sustainable success. Your next wave of customers is waiting.</p>]]> </content:encoded>
</item>

<item>
<title>Buy Real Facebook Reviews for Increased Customer Confidence</title>
<link>https://news.bangboxonline.com/Buy-Real-Facebook-Reviews</link>
<guid>https://news.bangboxonline.com/Buy-Real-Facebook-Reviews</guid>
<description><![CDATA[ Boost your brand’s online presence with high-quality Facebook review management. Encourage real customer feedback, improve your reputation, and build stronger trust with your audience. A positive review profile helps increase engagement, credibility, and long-term business growth. Trusted solutions designed to support your brand success. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a398efde2e34.jpg" length="25608" type="image/jpeg"/>
<pubDate>Tue, 23 Jun 2026 00:38:37 +0500</pubDate>
<dc:creator>Homore Dion</dc:creator>
<media:keywords>Buy Real Facebook Reviews</media:keywords>
<content:encoded><![CDATA[<h2 class="wp-block-heading">Introduction</h2>
<p>Managing an online brand reputation can often feel like an uphill battle. You work tirelessly to refine your products, optimize your customer experience, and perfect your digital ads—yet, getting consumers to take time out of their busy days to leave a review can feel nearly impossible.</p>
<p>The reality of online shopping is clear: reputation dictates revenue<strong>.</strong> A business profile with zero recommendations signals a lack of experience, driving potential clients directly into the arms of more established competitors.</p>
<p>This ultimate guide explores the mechanics of buying Facebook reviews as a strategic growth lever. We will look at the psychology behind consumer trust, map out a clear step-by-step buying blueprint, identify the hallmarks of reliable providers, and provide an actionable strategy to blend your purchased social proof with organic customer reviews for long-term marketplace success <a href="https://socialaccountshop.com/product/buy-facebook-reviews/" target="_blank" rel="noreferrer noopener">buy facebook reviews</a></p>
<h2 class="wp-block-heading">Understanding Facebook Reviews &amp; Recommendations</h2>
<p>For years, online platforms relied on a standard 1-to-5 star rating system. While functional, it often failed to capture the nuances of customer experiences. Recognizing this, Facebook updated its interface to use <strong>Recommendations</strong>.</p>
<p>Instead of simply clicking a star, users are asked a foundational question: <em>“Do you want to recommend this business?”</em></p>
<ul class="wp-block-list">
<li>If a customer clicks <strong>Yes</strong>, they are guided to share specific details about what made their experience notable. They can choose pre-set descriptive tags, upload media assets, and write out their personal story.</li>
<li>If they click <strong>No</strong>, they are encouraged to provide constructive feedback regarding areas that require operational improvement.</li>
</ul>
<p>Facebook’s algorithms process these binary choices alongside your page’s overall user interaction velocity, content updates, and messaging response times to compile a public rating. This comprehensive score is one of the first elements a visitor sees, making it a critical asset for your brand.</p>
<figure class="wp-block-image"><img decoding="async" src="https://wikinewsportal.com/wp-content/uploads/2026/06/Buy-Facebook-Reviews.png" alt="Buy Facebook Reviews" class="wp-image-94393"></figure>
<h2 class="wp-block-heading">The Psychology Behind Customer Trust</h2>
<p>To understand why buying Facebook reviews is so effective, we must look at the underlying psychological triggers that drive human decision-making online.</p>
<h3 class="wp-block-heading">Informational Social Proof</h3>
<p>When people are uncertain about a choice, they look at the behavior of others to guide their actions. If a consumer arrives on a web page and finds dozens of detailed recommendations, their brain categorizes that path as safe and correct. This collective validation lowers buying anxiety and streamlines decision-making.</p>
<h3 class="wp-block-heading">The Halo Effect</h3>
<p>The Halo Effect is a cognitive bias where a positive impression in one specific area influences our overall opinion of a brand. A high recommendation score functions as a powerful first impression. When a customer sees a stellar review rating, they automatically assume your other business operations—like product design, data security, and billing integrity—are equally high-quality.</p>
<h2 class="wp-block-heading">Benefits of Buying Facebook Reviews</h2>
<p>Investing in a premium review acquisition service provides immediate, measurable structural benefits for your digital storefront.</p>
<h3 class="wp-block-heading">Accelerating Social Validation</h3>
<p>Waiting for organic reviews to accumulate naturally can leave your business vulnerable during its critical early months. Purchasing reviews provides an immediate injection of social validation, ensuring your page looks professional and active from day one.</p>
<h3 class="wp-block-heading">Enhancing Ad Campaign Performance</h3>
<p>Running Facebook or Instagram ad campaigns without underlying page credibility often leads to poor returns. When users click your ad and visit your profile, a high recommendation score confirms your brand’s legitimacy. This trust bridge lowers your cost-per-acquisition and maximizes your ad spend efficiency.</p>
<h3 class="wp-block-heading">Safeguarding Against Negative Campaigns</h3>
<p>In competitive industries, malicious actors or disgruntled consumers may occasionally leave unfair, low-star reviews to damage your reputation. A single bad review can drop an unestablished page’s score significantly. Pre-emptively purchasing a solid buffer of positive reviews protects your overall rating against occasional negative entries.</p>
<p>Website:<a href="https://socialaccountshop.com/product/buy-facebook-reviews/" target="_blank" rel="noreferrer noopener">https://socialaccountshop.com/product/buy-facebook-reviews/</a></p>
<p>Whatsapp:+44 7828 706052</p>
<p>Telegram:@socialaccountshop2026</p>
<p>Email:admin@socialaccountshop.com</p>
<figure class="wp-block-image"><img decoding="async" src="https://wikinewsportal.com/wp-content/uploads/2026/06/The-Advantages-of-Buying-Facebook-Reviews.webp" alt="Buying Facebook Reviews" class="wp-image-94391"></figure>
<h2 class="wp-block-heading">Step-by-Step Review Buying Process</h2>
<p>To ensure a seamless, high-impact implementation, approach the purchasing process with a clear structural plan:</p>
<p><strong>1.Evaluate Your Current Baseline Metrics:</strong>Analyze Existing Profiles.</p>
<p>Review your page’s current recommendation count, age, and organic interaction levels. This baseline helps determine the right package size and delivery speed for your brand.</p>
<p><strong>2.Select a Specialized, High-Tier Vendor:</strong>Avoid Cheap Bot Services.</p>
<p>Partner with an established provider like <strong>SocialAccountShop.com</strong>. Avoid automated platforms that promise thousands of instant reviews, as these are quickly flagged by platform security filters.</p>
<p><strong>3.Formulate Your Target Content Framework:</strong>Design Authentic Messaging.</p>
<p>Draft specific talking points, natural phrasings, and industry keywords. Ensure the text reflects genuine customer experiences and highlights your core operational strengths.</p>
<p><strong>4.Configure Your Drip-Feed Delivery Speed:</strong>Stagger Delivery Naturally.</p>
<p>Set a natural, human-paced delivery schedule. Space out the incoming reviews across days or weeks to mirror organic community growth.</p>
<p><strong>5.Monitor Analytics and Scale Orders Progressively:</strong>Track Conversion Growth.</p>
<p>Track your page engagement, incoming traffic, and conversion lifts. Gradually order additional review bundles as your business operations expand.</p>
<h2 class="wp-block-heading"><strong>How to Identify Reliable Providers</strong></h2>
<p>The market for social media enhancement services is large, making it important to know how to distinguish premium vendors from low-tier operations.</p>
<figure class="wp-block-table">
<table class="has-fixed-layout">
<tbody>
<tr>
<td><strong>Feature</strong></td>
<td><strong>Premium Providers (SocialAccountShop.com)</strong></td>
<td><strong>Low-Tier Competitors</strong></td>
</tr>
<tr>
<td><strong>Account Sourcing</strong></td>
<td>Mature profiles with realistic activity</td>
<td>Automated bots with blank profiles</td>
</tr>
<tr>
<td><strong>Delivery Velocity</strong></td>
<td>Controlled, human-paced drip-feed</td>
<td>Instant, high-volume dumps</td>
</tr>
<tr>
<td><strong>Text Quality</strong></td>
<td>Diverse, keyword-optimized copywriting</td>
<td>Identical, generic comments</td>
</tr>
<tr>
<td><strong>Security Protocols</strong></td>
<td>No administrative passwords required</td>
<td>Requests sensitive admin permissions</td>
</tr>
<tr>
<td><strong>Retention Rates</strong></td>
<td>Stable, permanent recommendations</td>
<td>High drop rates and disappearing profiles</td>
</tr>
</tbody>
</table>
</figure>
<p>By prioritizing premium platforms like <strong>SocialAccountShop.com</strong>, you ensure your reviews look authentic, pass platform security filters, and provide lasting value to your business profile.</p>
<h2 class="wp-block-heading">Why Businesses Use Facebook Review Services</h2>
<p>Modern digital marketing moves incredibly fast. For many brands, buying Facebook reviews is a practical solution to common operational hurdles:</p>
<ul class="wp-block-list">
<li><strong>Overcoming the Chicken-and-Egg Dilemma:</strong> To get sales, you need reviews. But to get reviews, you need sales. Purchasing an initial baseline of social proof breaks this cycle, giving you the early credibility needed to attract paying customers.</li>
<li><strong>Leveling the Playing Field:</strong> Small businesses and startups often find it difficult to compete with corporate giants who have years of accumulated feedback. Buying reviews allows nimble brands to look just as established and professional as older industry leaders.</li>
<li><strong>Maximizing Launch Momentum:</strong> When rolling out a new product line, brick-and-mortar location, or digital service, timing is everything. Sourcing immediate reviews ensures your launch campaigns are backed by strong visible trust from the start.</li>
</ul>
<h2 class="wp-block-heading">Combining Purchased and Organic Reviews</h2>
<p>The most successful digital brands use purchased reviews as a foundation to accelerate long-term, organic customer feedback.</p>
<h3 class="wp-block-heading">Streamline the Organic Feedback Loop</h3>
<p>Make it as simple as possible for real customers to share their experiences. Send automated follow-up emails a few days after product delivery with direct links to your recommendation tab. Keep your messaging clear, concise, and easy to navigate.</p>
<h3 class="wp-block-heading">Incentivize Real Customer Feedback</h3>
<p>Encourage your audience to leave reviews by offering small tokens of appreciation. Provide access to exclusive content, entry into monthly giveaways, or discount codes for future purchases. This keeps your review section active and growing naturally.</p>
<h3 class="wp-block-heading">Feature Your Testimonials Across Other Channels</h3>
<p>Don’t let your positive feedback sit only on Facebook. Screenshot your best recommendations and share them in your Instagram stories, embed them on your website’s homepage, or feature them in your email marketing campaigns to maximize their impact.</p>
<h2 class="wp-block-heading">Facebook Review Growth Strategy</h2>
<p>To get the most out of your investment, implement a comprehensive, long-term page management plan:</p>
<h3 class="wp-block-heading">Maintain an Active Content Schedule</h3>
<p>A great review rating is most effective when paired with an engaged community. Post regular updates, share industry tips, highlight customer stories, and use interactive features like polls or live videos to keep your audience connected.</p>
<h3 class="wp-block-heading">Optimize Your Profile Layout</h3>
<p>Ensure your business page is easy to navigate. Use a clean profile image, a professional cover video, and updated contact information. Pin your most important post or a special offer to the top of your timeline to immediately capture visitor attention.</p>
<h2 class="wp-block-heading">Final Thoughts</h2>
<p>Building a strong digital presence doesn’t happen by accident. It requires a strategic combination of high-quality operations, smart marketing, and robust visible trust.</p>
<p>Buying Facebook reviews through a trusted partner like <strong>SocialAccountShop.com</strong> provides the immediate social proof your brand needs to stand out in a crowded market. It builds rapid consumer confidence, protects your reputation, and boosts your advertising returns.</p>
<p>Take the next step in your business growth. Visit <strong>SocialAccountShop.com</strong> today to explore their premium review packages, upgrade your brand’s digital profile, and turn casual web visitors into loyal customers.</p>
<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a398efe0be6c.jpg" alt=""></p>]]> </content:encoded>
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<title>Vinyl Tile Strip and Waxing: Transform Your Floors and Elevate Your Business Image with Beyond Cleaning</title>
<link>https://news.bangboxonline.com/vinyl-tile-strip-and-waxing-transform-your-floors-and-elevate-your-business-image-with-beyond-cleaning</link>
<guid>https://news.bangboxonline.com/vinyl-tile-strip-and-waxing-transform-your-floors-and-elevate-your-business-image-with-beyond-cleaning</guid>
<description><![CDATA[ Looking for affordable commercial cleaning? Our experts provide General Commercial Cleaning, Carpet Cleaning, and Vinyl Tile Strip and Waxing. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a39840dd2bf4.jpg" length="61146" type="image/jpeg"/>
<pubDate>Mon, 22 Jun 2026 23:51:16 +0500</pubDate>
<dc:creator>Beyondcleaningkc</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">First impressions happen in seconds, but the impact can last for years. Whether you manage an office, retail store, healthcare facility, school, or commercial building, the appearance of your property speaks volumes about your professionalism. Dull, scratched, and worn flooring can instantly undermine your image, while sparkling floors and spotless windows create an atmosphere of excellence and trust.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is exactly why<span> </span><a href="https://beyondcleaningkc.com/services/"><strong>Vinyl Tile Strip and Waxing</strong></a><span> </span>services from Beyond Cleaning have become an essential investment for businesses that refuse to settle for average. If your floors have lost their shine and your facility no longer reflects the high standards of your brand, now is the time to take action.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Combined with professional Window Cleaning, Beyond Cleaning delivers a complete transformation that helps your property look brighter, cleaner, and more impressive than ever before.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Vinyl Tile Strip and Waxing Is a Game-Changer</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Over time, vinyl tile flooring experiences constant wear and tear. Foot traffic, dirt, spills, scuff marks, and everyday use gradually break down the protective finish, leaving floors looking tired and neglected.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many businesses attempt to solve the problem with routine mopping and basic maintenance. Unfortunately, these methods only address surface-level dirt while failing to restore the floor's original beauty.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's where Vinyl Tile Strip and Waxing makes all the difference.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This professional process removes old layers of wax, embedded dirt, stains, and buildup before applying fresh protective coatings that restore shine and durability. The result is nothing short of remarkable.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Floors that once appeared worn and lifeless can be transformed into glossy, professional-looking surfaces that instantly elevate the appearance of an entire facility.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Beyond Cleaning, we specialize in delivering high-quality Vinyl Tile Strip and Waxing services that create dramatic visual improvements while extending the life of your flooring investment.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Hidden Cost of Neglected Floors</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many business owners underestimate the impact flooring has on customer perception and employee morale.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Worn floors can create an impression of poor maintenance, reduced professionalism, and lack of attention to detail. Over time, failing to invest in proper Vinyl Tile Strip and Waxing can lead to permanent damage that requires costly repairs or replacement.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The financial consequences can be significant.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">By investing in routine Vinyl Tile Strip and Waxing, businesses can preserve their flooring, improve appearance, and avoid expensive replacement costs down the road.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The sooner you act, the sooner you can protect one of your property's most valuable assets.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Businesses Trust Beyond Cleaning</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When it comes to commercial cleaning services, experience and quality matter.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Beyond Cleaning has built a reputation for delivering outstanding results that help businesses maintain beautiful, welcoming environments. Our team understands that every property is unique, which is why we tailor our services to meet specific needs and expectations.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Exceptional Attention to Detail</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every floor receives careful treatment throughout the Vinyl Tile Strip and Waxing process, ensuring a consistent and professional finish.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Enhanced Floor Protection</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Fresh wax coatings not only create an attractive shine but also help protect flooring from future wear and damage.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Long-Lasting Results</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Professional Vinyl Tile Strip and Waxing provides durable protection that helps maintain a polished appearance for an extended period.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Professional Service You Can Count On</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Beyond Cleaning, customer satisfaction remains at the center of everything we do. We are committed to helping businesses maintain clean, attractive facilities that leave lasting impressions.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Power of Professional Window Cleaning</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">While pristine floors capture attention, windows play an equally important role in the overall appearance of a building.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Dirty, streaked, or neglected windows can diminish the visual impact of even the most beautiful interior spaces. That's why professional<span> </span><a href="https://beyondcleaningkc.com/services/"><strong>Window Cleaning</strong></a><span> </span>is one of the most effective ways to enhance the appearance of your property.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Clean windows allow more natural light to enter, creating brighter and more inviting spaces for customers, visitors, and employees.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When paired with Vinyl Tile Strip and Waxing, Window Cleaning delivers a complete property refresh that transforms both interior and exterior presentation.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The difference can be astonishing.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Businesses often discover that clean windows dramatically improve curb appeal while creating a more professional and welcoming environment inside.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Combining Vinyl Tile Strip and Waxing with Window Cleaning Creates Maximum Impact</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Imagine a customer entering your facility for the first time.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The floors shine brilliantly. Natural light streams through crystal-clear windows. Every surface reflects professionalism, care, and attention to detail.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This combination creates an unforgettable first impression.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">By investing in both Vinyl Tile Strip and Waxing and Window Cleaning, businesses can achieve a comprehensive appearance upgrade that enhances customer confidence and strengthens brand image.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Beyond Cleaning helps organizations create these exceptional experiences through services designed to deliver visible, lasting results.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Don't Wait Until the Damage Becomes Expensive</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the biggest mistakes property managers and business owners make is postponing maintenance until flooring and windows become visibly problematic.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Unfortunately, delays often result in more extensive deterioration, increased cleaning challenges, and higher long-term costs.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The truth is simple: preventive maintenance is always more cost-effective than major restoration or replacement.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Scheduling professional Vinyl Tile Strip and Waxing today can help protect your flooring investment while preserving the attractive appearance of your facility.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Likewise, routine Window Cleaning helps maintain clear, professional-looking windows that support a positive image year-round.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every day you wait is another day of unnecessary wear, reduced visual appeal, and missed opportunities to impress customers.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Create a Facility That Stands Out</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In today's competitive business environment, appearance matters more than ever.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Customers, clients, and visitors often form opinions within moments of entering a building. Clean floors and spotless windows communicate professionalism, quality, and pride in your business.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;"><a href="https://beyondcleaningkc.com/"><strong>Beyond Cleaning</strong></a><span> </span>helps organizations achieve this advantage through industry-leading Vinyl Tile Strip and Waxing and professional Window Cleaning services.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you're looking to impress customers, enhance employee morale, protect valuable assets, or simply create a cleaner and more attractive environment, our team is ready to help.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Transform Your Property with Beyond Cleaning Today</span></h2>
<p style="text-align: justify;"><span style="font-size: 14pt;">The opportunity to revitalize your facility is right in front of you. With expert Vinyl Tile Strip and Waxing and professional Window Cleaning services, Beyond Cleaning delivers the kind of dramatic results that capture attention and elevate business image.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><strong><a href="https://beyondcleaningkc.com/services/">Post Construction Cleaning</a></strong></span></p>]]> </content:encoded>
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<title>YÖK Denkliği Olan Üniversiteler: Yurtdışında Eğitim Alırken Bilmeniz Gerekenler</title>
<link>https://news.bangboxonline.com/yok-denkligi-olan-universiteler-yurtdisinda-egitim-alirken-bilmeniz-gerekenler</link>
<guid>https://news.bangboxonline.com/yok-denkligi-olan-universiteler-yurtdisinda-egitim-alirken-bilmeniz-gerekenler</guid>
<description><![CDATA[ YÖK Denkliği Olan Üniversiteler: Yurtdışında Eğitim Alırken Bilmeniz Gerekenler ]]></description>
<enclosure url="" length="61146" type="image/jpeg"/>
<pubDate>Mon, 22 Jun 2026 23:43:37 +0500</pubDate>
<dc:creator>Henry</dc:creator>
<media:keywords>YÖK denkliği olan üniversiteler</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Günümüzde binlerce öğrenci daha kaliteli eğitim, uluslararası kariyer fırsatları ve farklı kültürel deneyimler elde etmek amacıyla yurtdışında üniversite eğitimi almayı hedefliyor. Ancak yurtdışında eğitim planlayan öğrencilerin en çok araştırdığı konuların başında “</span><a href="https://visionedu.tr/"><span>YÖK denkliği olan üniversiteler</span></a><span>” geliyor. Çünkü alınan diplomanın Türkiye’de geçerli olması, mezuniyet sonrası kariyer planlamasında büyük önem taşıyor.</span></p>
<p dir="ltr"><span>Peki YÖK denkliği tam olarak nedir? Hangi üniversiteler denklik alabilir? Öğrenciler seçim yaparken nelere dikkat etmelidir? Bu rehberde, YÖK denkliği olan üniversiteler hakkında merak edilen tüm detayları kapsamlı şekilde ele alacağız.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>YÖK Denkliği Nedir?</span></h2>
<p dir="ltr"><span>Türkiye’de yükseköğretim sistemini yöneten kurum olan Yükseköğretim Kurulu (YÖK), yurtdışında alınan diplomaların Türkiye’de geçerli olup olmadığını değerlendiren resmi otoritedir.</span></p>
<p dir="ltr"><span>Bir öğrencinin yurtdışında aldığı diplomanın Türkiye’de tanınması için “denklik” sürecinden geçmesi gerekir. Bu süreç sonucunda diploma, Türkiye’deki eşdeğer bir bölüm ve üniversite mezuniyetiyle aynı statüde kabul edilir.</span></p>
<p dir="ltr"><span>Özellikle şu alanlarda denklik son derece önemlidir:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Tıp</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Diş hekimliği</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Hukuk</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eczacılık</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Mimarlık</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Öğretmenlik</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Mühendislik</span></p>
</li>
</ul>
<p dir="ltr"><span>Bu bölümlerde çalışabilmek için çoğu zaman resmi denklik şartı aranır.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Neden YÖK Denkliği Olan Üniversiteler Tercih Edilmeli?</span></h2>
<p dir="ltr"><span>Yurtdışında eğitim almak heyecan verici olabilir ancak yanlış üniversite seçimi, mezuniyet sonrası ciddi sorunlara yol açabilir. Bu nedenle öğrencilerin yalnızca popüler ya da ucuz okullara değil, YÖK denkliği olan üniversiteler listesinde yer alan kurumlara yönelmesi gerekir.</span></p>
<p dir="ltr"><span>Bunun başlıca nedenleri şunlardır:</span></p>
<h3 dir="ltr"><span>Kariyer Güvencesi</span></h3>
<p dir="ltr"><span>Türkiye’ye dönüş yapmayı planlayan öğrenciler için diploma denkliği büyük avantaj sağlar. Denklik olmayan bir diploma, kamu kurumlarında veya bazı özel sektör alanlarında geçersiz sayılabilir.</span></p>
<h3 dir="ltr"><span>Akademik Devamlılık</span></h3>
<p dir="ltr"><span>Yüksek lisans veya doktora yapmak isteyen öğrenciler için de denklik önemlidir. Türkiye’de akademik kariyer planlayan bireyler, denkliği olmayan diplomalar nedeniyle sorun yaşayabilir.</span></p>
<h3 dir="ltr"><span>Mesleki Yetkinlik</span></h3>
<p dir="ltr"><span>Özellikle sağlık ve mühendislik gibi teknik alanlarda resmi çalışma izni için denklik zorunlu olabilir.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>YÖK Denkliği Olan Üniversiteler Nasıl Belirlenir?</span></h2>
<p dir="ltr"><span>Bir üniversitenin denkliğe sahip olması için belirli akademik standartları karşılaması gerekir. YÖK, üniversitenin bulunduğu ülkenin resmi makamları tarafından tanınıp tanınmadığını inceler.</span></p>
<p dir="ltr"><span>Ayrıca şu kriterler değerlendirilir:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Üniversitenin akademik itibarı</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eğitim süresi</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ders içerikleri</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Öğretim kalitesi</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Uluslararası akreditasyonlar</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Dünya sıralamalarındaki yeri</span></p>
</li>
</ul>
<p dir="ltr"><span>Özellikle dünya sıralamalarında üst sıralarda bulunan üniversitelerin denklik alma ihtimali daha yüksektir.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Hangi Ülkelerdeki Üniversiteler Daha Çok Tercih Ediliyor?</span></h2>
<p dir="ltr"><span>Türk öğrenciler arasında bazı ülkeler, denklik konusunda daha güvenilir ve popüler hale gelmiştir.</span></p>
<h3 dir="ltr"><span>Almanya</span></h3>
<p dir="ltr"><span>Almanya, kaliteli ve düşük maliyetli eğitim sistemi sayesinde dikkat çekiyor. Özellikle mühendislik ve teknik alanlarda oldukça güçlü üniversitelere sahiptir.</span></p>
<h3 dir="ltr"><span>İtalya</span></h3>
<p dir="ltr"><span>Son yıllarda İtalya’daki üniversiteler Türk öğrenciler arasında büyük ilgi görüyor. Mimarlık, tasarım ve tıp alanlarında öne çıkan birçok üniversite bulunuyor.</span></p>
<h3 dir="ltr"><span>Polonya</span></h3>
<p dir="ltr"><span>Ekonomik yaşam maliyetleri ve İngilizce program seçenekleri sayesinde Polonya popüler bir eğitim destinasyonu haline geldi.</span></p>
<h3 dir="ltr"><span>Macaristan</span></h3>
<p dir="ltr"><span>Özellikle tıp eğitimi almak isteyen öğrenciler için Macaristan önemli bir alternatif sunuyor.</span></p>
<h3 dir="ltr"><span>Kuzey Makedonya</span></h3>
<p dir="ltr"><span>Son dönemde Balkan ülkeleri arasında dikkat çeken Kuzey Makedonya, uygun ücretli üniversiteleri ve Türkiye’ye yakın kültürüyle öne çıkıyor.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Üniversite Seçerken Nelere Dikkat Edilmeli?</span></h2>
<p dir="ltr"><span>Yalnızca “denkliği var” ifadesine güvenmek büyük hata olabilir. Çünkü bazı durumlarda üniversite denk olsa bile bölüm bazlı sorunlar yaşanabilir.</span></p>
<p dir="ltr"><span>Bu nedenle öğrencilerin şu noktalara dikkat etmesi gerekir:</span></p>
<h3 dir="ltr"><span>Bölüm Denkliği</span></h3>
<p dir="ltr"><span>Üniversitenin denk olması tek başına yeterli değildir. Okuduğunuz bölümün de Türkiye’de eşdeğer kabul edilmesi gerekir.</span></p>
<h3 dir="ltr"><span>Eğitim Dili</span></h3>
<p dir="ltr"><span>İngilizce veya yerel dilde eğitim veren programların içerikleri farklı olabilir. Hazırlık eğitimi şartlarını incelemek önemlidir.</span></p>
<h3 dir="ltr"><span>Akreditasyonlar</span></h3>
<p dir="ltr"><span>Uluslararası akreditasyonlara sahip bölümler genellikle daha güvenilir kabul edilir.</span></p>
<h3 dir="ltr"><span>Mezun Başarıları</span></h3>
<p dir="ltr"><span>Üniversitenin mezunlarının iş bulma oranı ve uluslararası başarıları önemli bir göstergedir.</span></p>
<h3 dir="ltr"><span>Resmi Kaynak Kontrolü</span></h3>
<p dir="ltr"><span>En güvenilir yöntem, doğrudan YÖK’ün resmi sistemlerinden üniversite sorgulaması yapmaktır.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>YÖK Denkliği Süreci Nasıl İşler?</span></h2>
<p dir="ltr"><span>Yurtdışındaki eğitiminizi tamamladıktan sonra Türkiye’de denklik başvurusu yapmanız gerekir.</span></p>
<p dir="ltr"><span>Genellikle şu belgeler talep edilir:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Diploma</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Transkript</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pasaport giriş-çıkış kayıtları</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ders içerikleri</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Üniversite kabul belgeleri</span></p>
</li>
</ul>
<p dir="ltr"><span>Bazı bölümlerde ek sınav veya staj şartı da uygulanabilir. Özellikle tıp ve hukuk gibi alanlarda süreç daha detaylı ilerleyebilir.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Öğrencilerin En Sık Yaptığı Hatalar</span></h2>
<p dir="ltr"><span>Yurtdışı eğitim sürecinde öğrencilerin yaptığı bazı yanlışlar, ileride ciddi zaman ve para kaybına neden olabiliyor.</span></p>
<h3 dir="ltr"><span>Sadece Düşük Ücrete Odaklanmak</span></h3>
<p dir="ltr"><span>Ucuz eğitim sunan bazı kurumlar resmi tanınırlığa sahip olmayabilir.</span></p>
<h3 dir="ltr"><span>Aracı Kurumlara Körü Körüne Güvenmek</span></h3>
<p dir="ltr"><span>Bazı danışmanlık şirketleri eksik veya yanlış bilgi verebilir. Bu nedenle resmi kaynaklardan doğrulama yapmak gerekir.</span></p>
<h3 dir="ltr"><span>Üniversiteyi Araştırmamak</span></h3>
<p dir="ltr"><span>Öğrencilerin kampüs, eğitim kadrosu ve mezun başarılarını incelemeden kayıt yaptırması büyük risk oluşturur.</span></p>
<h3 dir="ltr"><span>Denklik Sürecini Mezuniyete Bırakmak</span></h3>
<p dir="ltr"><span>En doğru yaklaşım, üniversite seçimi aşamasında denklik durumunu araştırmaktır.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>YÖK Denkliği Olan Üniversiteler Geleceği Nasıl Etkiliyor?</span></h2>
<p dir="ltr"><span>Küreselleşen dünyada artık öğrenciler yalnızca kendi ülkelerinde değil, uluslararası ölçekte kariyer planlıyor. Bu nedenle yurtdışı diplomalarının geçerliliği her geçen yıl daha önemli hale geliyor.</span></p>
<p dir="ltr"><span>Özellikle Avrupa ülkelerinde eğitim alan öğrenciler:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Çok kültürlü deneyim kazanıyor</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Yabancı dil seviyelerini geliştiriyor</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Uluslararası iş ağlarına erişiyor</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Küresel kariyer fırsatlarına ulaşabiliyor</span></p>
</li>
</ul>
<p dir="ltr"><span>Ancak tüm bu avantajların sürdürülebilir olması için diploma denkliği kritik rol oynuyor.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h2 dir="ltr"><span>Sonuç: Doğru Üniversite Seçimi Geleceğinizi Şekillendirir</span></h2>
<p dir="ltr"><span>Yurtdışında eğitim almak yalnızca akademik bir karar değil, aynı zamanda hayatınızı şekillendirecek büyük bir yatırımdır. Bu nedenle YÖK denkliği olan üniversiteler hakkında detaylı araştırma yapmak, gelecekte yaşanabilecek sorunların önüne geçebilir.</span></p>
<p dir="ltr"><span>Bugün verilen bilinçli bir karar, yarının güçlü kariyer fırsatlarını oluşturabilir. Eğitim dünyası giderek uluslararası hale gelirken öğrencilerin artık sadece “hangi üniversite?” sorusunu değil, “bu diploma geleceğime nasıl katkı sağlayacak?” sorusunu da sorması gerekiyor.</span></p>
<p dir="ltr"><span>Çünkü geleceğin rekabetçi dünyasında yalnızca diploma sahibi olmak değil, doğru ve geçerli diplomaya sahip olmak fark yaratacaktır.</span></p>]]> </content:encoded>
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<item>
<title>Managed Database Services Saudi Arabia: Accelerate Business Growth with WafaiCloud’s Next&#45;Generation IT Solutions</title>
<link>https://news.bangboxonline.com/managed-database-services-saudi-arabia-accelerate-business-growth-with-wafaiclouds-next-generation-it-solutions</link>
<guid>https://news.bangboxonline.com/managed-database-services-saudi-arabia-accelerate-business-growth-with-wafaiclouds-next-generation-it-solutions</guid>
<description><![CDATA[ Offload database management with WAFAICloud’s fully managed database services in Saudi Arabia. Optimized for performance and uptime. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a397956ee636.jpg" length="141459" type="image/jpeg"/>
<pubDate>Mon, 22 Jun 2026 23:06:27 +0500</pubDate>
<dc:creator>WafaiCloud</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In today's hyper-connected digital economy, businesses are generating more data than ever before. Every transaction, customer interaction, application, and business process depends on reliable data management. Yet many organizations struggle with database downtime, performance issues, security risks, and rising operational costs. This is exactly why<span> </span><a href="https://wafaicloud.com/managed-databases"><strong>Managed Database Services Saudi Arabia</strong></a><span> </span>have become one of the most sought-after solutions for forward-thinking businesses.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The reality is simple: companies that fail to optimize their data infrastructure risk falling behind competitors who are leveraging modern technology to drive growth, efficiency, and innovation. If your business is ready to unlock exceptional performance, unparalleled reliability, and game-changing operational advantages, now is the time to discover the power of WafaiCloud.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">As a trusted technology partner, WafaiCloud helps organizations transform their IT environments through industry-leading Managed Database Services Saudi Arabia and advanced SD-WAN Solutions Saudi Arabia, empowering businesses to achieve new levels of success.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Managed Database Services Saudi Arabia Are Essential for Modern Businesses</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Data is no longer just an asset—it is the foundation of business success. From customer records and financial data to operational analytics and mission-critical applications, organizations rely heavily on database performance every single day.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Unfortunately, managing databases internally can be complex, expensive, and time-consuming. Businesses often face challenges such as:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Unexpected downtime</span></li>
<li><span style="font-size: 14pt;">Performance bottlenecks</span></li>
<li><span style="font-size: 14pt;">Security vulnerabilities</span></li>
<li><span style="font-size: 14pt;">Backup and recovery issues</span></li>
<li><span style="font-size: 14pt;">Resource-intensive maintenance</span></li>
<li><span style="font-size: 14pt;">Scalability limitations</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is where Managed Database Services Saudi Arabia deliver tremendous value.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">By partnering with WafaiCloud, businesses gain access to specialized expertise, proactive monitoring, ongoing optimization, and enterprise-grade database management without the burden of maintaining everything in-house.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The result is a more stable, secure, and high-performing environment that allows organizations to focus on growth instead of technical challenges.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Competitive Advantage of WafaiCloud</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In a rapidly evolving marketplace, businesses need more than basic IT support. They need strategic technology solutions that create measurable advantages.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">WafaiCloud provides Managed Database Services Saudi Arabia designed to help organizations maximize uptime, improve performance, and strengthen data security.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Proactive Monitoring and Maintenance</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Waiting for problems to occur is a costly strategy. WafaiCloud continuously monitors database environments to identify and address potential issues before they impact business operations.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Enhanced Performance Optimization</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Slow databases can frustrate employees, disrupt customer experiences, and reduce productivity. WafaiCloud ensures databases operate efficiently to support critical business processes.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Robust Security Protection</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Cyber threats continue to evolve at an alarming rate. Professional database management helps safeguard valuable business information through advanced security measures and best practices.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Reliable Backup and Recovery</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Data loss can be catastrophic. WafaiCloud provides dependable backup and recovery solutions that help organizations maintain business continuity and minimize disruption.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Businesses Are Turning to SD-WAN Solutions Saudi Arabia</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">While database performance is critical, network connectivity plays an equally important role in modern business success.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">As organizations expand across multiple locations and increasingly adopt cloud technologies, traditional networking approaches often struggle to keep pace. This is why SD-WAN Solutions Saudi Arabia are experiencing explosive demand.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Businesses require faster, smarter, and more flexible networks capable of supporting digital transformation initiatives. WafaiCloud delivers advanced<span> </span><a href="https://wafaicloud.com/sd-wan"><strong>SD-WAN Solutions Saudi Arabia</strong></a><span> </span>that optimize connectivity, improve application performance, and enhance overall network efficiency.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The impact can be extraordinary.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Organizations gain greater visibility, improved traffic management, stronger security controls, and enhanced user experiences across distributed environments.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Powerful Combination of Database and Network Excellence</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the greatest advantages of partnering with WafaiCloud is the ability to combine Managed Database Services Saudi Arabia with SD-WAN Solutions Saudi Arabia under a unified technology strategy.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Think about the possibilities:</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A high-performing database environment powered by intelligent network infrastructure.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Critical applications running faster and more reliably.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Improved employee productivity across multiple locations.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Enhanced customer experiences through better system responsiveness.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Reduced operational complexity and lower IT management burdens.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This integrated approach enables businesses to create a modern digital foundation capable of supporting both current operations and future growth.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Cost of Delaying Technology Modernization</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many organizations continue operating with outdated database systems and legacy network architectures because they believe upgrading can wait.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Unfortunately, the hidden costs of delay are often enormous.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Performance issues become more frequent. Security risks increase. Downtime becomes more expensive. Customer expectations continue to rise. Competitors gain technological advantages.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every day spent relying on inefficient systems can limit growth opportunities and create unnecessary operational risks.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is why demand for Managed Database Services Saudi Arabia and SD-WAN Solutions Saudi Arabia continues to surge among organizations determined to stay competitive.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The businesses that act today position themselves for success tomorrow.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Future-Proof Your Organization with WafaiCloud</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Technology is evolving faster than ever before. Businesses need solutions that can scale alongside growth and adapt to changing market demands.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">WafaiCloud helps organizations prepare for the future through innovative Managed Database Services Saudi Arabia designed to support scalability, flexibility, and long-term performance.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At the same time, advanced SD-WAN Solutions Saudi Arabia provide the intelligent connectivity required to support cloud adoption, remote workforces, branch expansion, and digital transformation initiatives.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This future-focused approach allows businesses to remain agile while maintaining the reliability and security required for sustained success.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Businesses Trust WafaiCloud</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Organizations across industries choose WafaiCloud because they understand the importance of working with a trusted technology partner.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">WafaiCloud delivers:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Expert technical knowledge</span></li>
<li><span style="font-size: 14pt;">Proactive service management</span></li>
<li><span style="font-size: 14pt;">Reliable infrastructure support</span></li>
<li><span style="font-size: 14pt;">Enhanced security capabilities</span></li>
<li><span style="font-size: 14pt;">Performance-focused solutions</span></li>
<li><span style="font-size: 14pt;">Scalable technology strategies</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">These advantages help businesses achieve greater efficiency while reducing the complexity often associated with managing modern IT environments.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Take Action Before Your Competitors Do</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The digital transformation race is accelerating. Organizations that embrace innovation today will be better positioned to dominate their markets tomorrow.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Managed Database Services Saudi Arabia are no longer optional for businesses seeking maximum performance, reliability, and security. Likewise, SD-WAN Solutions Saudi Arabia have become essential for organizations that require intelligent, scalable, and high-performing network connectivity. </span><span style="font-size: 14pt;"><a href="https://wafaicloud.com/"><strong>WafaiCloud</strong></a><span> </span>brings these powerful capabilities together, helping businesses unlock extraordinary operational advantages and achieve new levels of growth.</span></p>
<p style="text-align: justify;"></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><a href="https://wafaicloud.com/vdc-objectstorage"><strong>S3 Object Storage hosting locally</strong></a></span></p>]]> </content:encoded>
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<item>
<title>Retinal Vasculitis Treatment Market: Innovation in Corticosteroids, Immunosuppressants &amp;amp; Biologic Therapies</title>
<link>https://news.bangboxonline.com/retinal-vasculitis-treatment-market-innovation-in-corticosteroids-immunosuppressants-biologic-therapies</link>
<guid>https://news.bangboxonline.com/retinal-vasculitis-treatment-market-innovation-in-corticosteroids-immunosuppressants-biologic-therapies</guid>
<description><![CDATA[ Retinal Vasculitis Treatment Market size was valued at US$ 12.50 Billion in 2024 and the Retinal Vasculitis Treatment revenue is expected to grow at 8% through 2025 to 2032, reaching nearly US$ 23.14 Billion ]]></description>
<enclosure url="" length="141459" type="image/jpeg"/>
<pubDate>Mon, 22 Jun 2026 22:40:33 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
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<h1><strong><a href="https://www.stellarmr.com/report/Retinal-Vasculitis-Treatment-Market/363">Retinal Vasculitis Treatment Market</a>: Advancing Therapies for Vision Preservation and Ocular Health</strong></h1>
<p>The global<span> </span><strong>Retinal Vasculitis Treatment Market</strong><span> </span>is witnessing significant growth due to the rising prevalence of autoimmune disorders, increasing awareness of retinal diseases, and continuous advancements in ophthalmic therapeutics. Retinal vasculitis is a serious inflammatory condition that affects the blood vessels of the retina, potentially leading to vision impairment or permanent blindness if left untreated. Early diagnosis and timely treatment are essential to control inflammation, prevent retinal damage, and preserve visual function.</p>
<p>According to industry estimates, the global<span> </span><strong>Retinal Vasculitis Treatment Market</strong><span> </span>is expected to experience steady growth throughout the forecast period. Increasing healthcare expenditure, expanding access to specialized ophthalmic care, advancements in biologic therapies, and growing research into targeted immunological treatments are expected to drive market expansion.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Retinal-Vasculitis-Treatment-Market/363">https://www.stellarmr.com/report/req_sample/Retinal-Vasculitis-Treatment-Market/363</a> <br></strong></h2>
<h2><strong>Understanding Retinal Vasculitis</strong></h2>
<p>Retinal vasculitis is characterized by inflammation of the retinal blood vessels, which can occur independently or as a complication of systemic autoimmune diseases and infections. The condition may affect arteries, veins, or both, resulting in reduced blood flow, retinal ischemia, hemorrhage, and vision loss.</p>
<p>Common symptoms include blurred vision, floaters, eye pain, reduced visual acuity, photophobia, and sudden vision changes. Retinal vasculitis is often associated with conditions such as Behçet's disease, systemic lupus erythematosus, sarcoidosis, multiple sclerosis, tuberculosis, and various infectious diseases.</p>
<p>Diagnosis typically involves comprehensive eye examinations, fundus photography, fluorescein angiography, optical coherence tomography (OCT), and laboratory investigations to identify underlying systemic causes.</p>
<p>Treatment strategies focus on controlling inflammation, preventing disease progression, managing underlying conditions, and minimizing long-term visual complications.</p>
<h2><strong>Key Factors Driving Market Growth</strong></h2>
<p>One of the primary drivers of the retinal vasculitis treatment market is the increasing prevalence of autoimmune and inflammatory diseases worldwide. As the number of patients diagnosed with systemic inflammatory disorders continues to rise, the incidence of retinal complications requiring specialized treatment is also increasing.</p>
<p>Growing awareness regarding early diagnosis of retinal disorders is another important market driver. Improved screening programs, advanced retinal imaging technologies, and greater access to ophthalmology services enable earlier detection and timely therapeutic intervention.</p>
<p>The aging global population further supports market growth, as older adults are more susceptible to inflammatory eye disorders and chronic systemic diseases that may contribute to retinal vasculitis.</p>
<p>Increasing investments in ophthalmic research, biologic drug development, and precision medicine are also expanding available treatment options while improving long-term patient outcomes.</p>
<h2><strong>Technological Innovations Transforming the Industry</strong></h2>
<p>Continuous innovation in ophthalmology is improving both the diagnosis and treatment of retinal vasculitis. High-resolution retinal imaging technologies, including optical coherence tomography (OCT) and OCT angiography, enable clinicians to visualize retinal blood vessels in remarkable detail, allowing earlier detection and more accurate monitoring of disease progression.</p>
<p>Biologic therapies targeting specific inflammatory pathways have emerged as an important advancement in managing severe or treatment-resistant retinal vasculitis. These targeted therapies offer improved control of inflammation while potentially reducing long-term dependence on systemic corticosteroids.</p>
<p>Sustained-release intravitreal drug delivery systems are also enhancing treatment convenience by providing prolonged therapeutic effects while reducing the frequency of injections.</p>
<p>Artificial intelligence-assisted retinal image analysis is becoming increasingly valuable in identifying subtle retinal abnormalities, improving diagnostic accuracy, and supporting clinical decision-making.</p>
<p>Teleophthalmology platforms are further expanding access to specialized retinal care, particularly in underserved and remote regions.</p>
<h2><strong>Market Segmentation Analysis</strong></h2>
<p>The retinal vasculitis treatment market can be segmented based on treatment type, disease cause, route of administration, end user, and distribution channel.</p>
<p>By treatment type,<span> </span><strong>corticosteroids</strong><span> </span>continue to represent the largest market segment because they remain the first-line therapy for controlling retinal inflammation. Immunosuppressive agents, biologic therapies, and anti-inflammatory medications are increasingly utilized for chronic or severe cases requiring long-term disease management.</p>
<p>Based on disease cause, autoimmune retinal vasculitis accounts for a significant market share, while infectious retinal vasculitis represents another important segment requiring specialized antimicrobial therapy alongside inflammation control.</p>
<p>Hospitals and specialty ophthalmology clinics remain the primary end users due to the need for advanced diagnostic imaging and multidisciplinary patient management. Academic medical centers also contribute significantly through ongoing clinical research and specialized treatment programs.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Retinal-Vasculitis-Treatment-Market/363">https://www.stellarmr.com/report/req_sample/Retinal-Vasculitis-Treatment-Market/363</a> <br></strong></h2>
<h2><strong>Regional Market Outlook</strong></h2>
<p><strong>North America</strong><span> </span>dominates the global retinal vasculitis treatment market due to advanced healthcare infrastructure, widespread access to ophthalmology specialists, increasing prevalence of autoimmune disorders, and strong investments in pharmaceutical research. The United States continues to lead the regional market through ongoing clinical innovation and high adoption of advanced biologic therapies.</p>
<p><strong>Europe</strong><span> </span>represents another major market, supported by comprehensive healthcare systems, growing awareness of retinal diseases, and expanding access to specialized ophthalmic treatments. Countries such as Germany, France, the United Kingdom, Italy, and Spain continue investing in advanced retinal care services.</p>
<p>The<span> </span><strong>Asia-Pacific</strong><span> </span>region is expected to witness the fastest market growth during the forecast period. Rising healthcare expenditure, expanding ophthalmology infrastructure, increasing awareness of vision disorders, and improving access to advanced diagnostic technologies are driving market expansion across China, India, Japan, South Korea, and Southeast Asia.</p>
<p>Latin America, the Middle East, and Africa are gradually strengthening their ophthalmology services, creating additional opportunities for retinal vasculitis treatment providers as healthcare accessibility continues to improve.</p>
<h2><strong>Competitive Landscape</strong></h2>
<p>The retinal vasculitis treatment market is highly competitive, with pharmaceutical companies, biotechnology firms, and ophthalmic research organizations focusing on developing safer and more effective anti-inflammatory therapies. Manufacturers continue investing in biologics, targeted immunotherapies, sustained-release drug delivery systems, and novel treatment approaches.</p>
<p>Strategic collaborations between pharmaceutical companies, academic institutions, and healthcare providers are accelerating clinical research while supporting the development of innovative therapies for complex inflammatory eye diseases. Regulatory approvals, product pipeline expansion, and geographic market expansion remain key competitive strategies.</p>
<h2><strong>Challenges Facing the Market</strong></h2>
<p>Despite strong growth potential, the market faces several challenges. Retinal vasculitis is a relatively rare condition, which can delay diagnosis and limit patient access to specialized care. The complexity of identifying underlying systemic diseases often requires multidisciplinary evaluation involving ophthalmologists, rheumatologists, infectious disease specialists, and immunologists.</p>
<p>The high cost of biologic therapies and advanced ophthalmic treatments may restrict accessibility in certain healthcare systems. Long-term disease monitoring, potential treatment-related side effects, and variations in reimbursement policies also present ongoing challenges for healthcare providers and patients.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the<span> </span><strong>Retinal Vasculitis Treatment Market</strong><span> </span>appears highly promising as advances in ophthalmic imaging, biologic therapies, personalized medicine, and digital healthcare continue improving patient care. Increasing awareness of retinal diseases, expanding access to specialized eye care, and growing investments in inflammatory disease research will continue driving market growth.</p>
<p>As healthcare systems increasingly prioritize early diagnosis and precision treatment, innovative therapies capable of preserving vision while minimizing long-term complications are expected to shape the future of retinal vasculitis management. Continued technological innovation and collaborative clinical research will support sustained market expansion and improved quality of life for patients worldwide.</p>
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<div class="z-0 flex min-h-[46px] justify-start"><strong>About Stellar Market Research:</strong></div>
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<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
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<title>Solid State Battery Market Forecast: EV Adoption &amp;amp; Advanced Battery Technologies</title>
<link>https://news.bangboxonline.com/solid-state-battery-market-forecast-ev-adoption-advanced-battery-technologies</link>
<guid>https://news.bangboxonline.com/solid-state-battery-market-forecast-ev-adoption-advanced-battery-technologies</guid>
<description><![CDATA[ Solid-State Battery Market size was valued at US$ 442.81 Million in 2024 and the total Solid-State Battery revenue is expected to grow at 35.6% through 2025 to 2032, reaching nearly US$ 5061.74 Million. ]]></description>
<enclosure url="" length="141459" type="image/jpeg"/>
<pubDate>Mon, 22 Jun 2026 22:15:09 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
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<h1><strong><a href="https://www.stellarmr.com/report/Solid-State-Battery-Market/351">Solid-State Battery Market</a>: Powering the Next Generation of Energy Storage</strong></h1>
<p>The global<span> </span><strong>Solid-State Battery Market</strong><span> </span>is emerging as one of the most promising segments within the energy storage industry. Solid-state batteries replace the liquid or gel electrolytes used in conventional lithium-ion batteries with solid electrolytes, offering significant improvements in safety, energy density, charging speed, and battery lifespan. As demand for electric vehicles (EVs), renewable energy storage, and advanced consumer electronics continues to rise, solid-state battery technology is attracting substantial investments from automotive manufacturers, battery producers, and technology companies.</p>
<p>According to industry estimates, the global<span> </span><strong>Solid-State Battery Market</strong><span> </span>is expected to witness remarkable growth during the forecast period, driven by rapid technological advancements, increasing research and development activities, and the global transition toward clean energy solutions. Governments worldwide are also supporting battery innovation through funding initiatives and policies aimed at reducing carbon emissions and accelerating electric mobility.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Solid-State-Battery-Market/351">https://www.stellarmr.com/report/req_sample/Solid-State-Battery-Market/351</a> <br></strong></h2>
<h2><strong>Understanding Solid-State Batteries</strong></h2>
<p>A solid-state battery is an advanced rechargeable battery that utilizes a solid electrolyte instead of the liquid electrolyte found in traditional lithium-ion batteries. The solid electrolyte improves battery stability while reducing the risk of leakage, overheating, and thermal runaway.</p>
<p>These batteries can deliver higher energy density, allowing devices and electric vehicles to travel longer distances or operate for extended periods on a single charge. They also support faster charging times and exhibit longer cycle life, making them attractive for demanding applications.</p>
<p>Solid-state batteries are being developed for use in electric vehicles, portable electronics, aerospace systems, medical devices, industrial equipment, and grid-scale energy storage. Their enhanced safety characteristics make them particularly suitable for next-generation mobility and renewable energy applications.</p>
<h2><strong>Key Factors Driving Market Growth</strong></h2>
<p>One of the primary drivers of the solid-state battery market is the rapid expansion of the electric vehicle industry. Automakers are seeking battery technologies that provide greater driving range, faster charging capabilities, and improved safety. Solid-state batteries have the potential to address many limitations associated with conventional lithium-ion batteries, making them a key technology for future EV platforms.</p>
<p>The growing adoption of renewable energy is another major growth factor. As solar and wind power generation continue to expand, efficient and reliable energy storage systems become increasingly important. Solid-state batteries offer the durability and performance required for large-scale energy storage applications.</p>
<p>Consumer electronics manufacturers are also contributing to market growth by investing in batteries that enable slimmer devices, longer battery life, and enhanced operational safety. Smartphones, laptops, wearable devices, and portable medical equipment are expected to benefit from continued advances in solid-state battery technology.</p>
<p>Government support for clean energy initiatives and carbon reduction targets is further accelerating research, commercialization, and manufacturing investments across the battery industry.</p>
<h2><strong>Technological Innovations Transforming the Industry</strong></h2>
<p>Continuous innovation is driving rapid progress in solid-state battery development. Researchers are exploring advanced solid electrolyte materials, including ceramic, sulfide, oxide, and polymer-based electrolytes, to improve ionic conductivity and manufacturing efficiency.</p>
<p>Lithium metal anodes are gaining considerable attention because they significantly increase energy density compared to traditional graphite anodes. This combination of solid electrolytes and lithium metal technology has the potential to dramatically improve battery performance.</p>
<p>Artificial intelligence and advanced simulation tools are helping manufacturers optimize battery materials, accelerate product development, and improve manufacturing consistency. Automation technologies are also being integrated into battery production to enhance quality control and reduce manufacturing costs.</p>
<p>In addition, advancements in scalable production methods are helping overcome one of the industry's biggest challenges—commercial-scale manufacturing of high-performance solid-state batteries.</p>
<h2><strong>Market Segmentation Analysis</strong></h2>
<p>The solid-state battery market can be segmented based on battery type, electrolyte type, application, and end-user industry.</p>
<p>By battery type,<span> </span><strong>thin-film solid-state batteries</strong><span> </span>currently account for a significant market share due to their widespread use in wearable electronics, medical devices, RFID tags, and Internet of Things (IoT) applications. Bulk solid-state batteries are expected to experience the fastest growth as they become increasingly suitable for electric vehicles and large-scale energy storage systems.</p>
<p>Based on electrolyte type, ceramic electrolytes remain a leading segment because of their excellent thermal stability and ionic conductivity. Polymer and sulfide electrolytes are also gaining attention as manufacturers seek to balance performance, flexibility, and production costs.</p>
<p>By application, electric vehicles represent the fastest-growing segment, followed by consumer electronics, medical devices, aerospace and defense, industrial equipment, and renewable energy storage systems.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Solid-State-Battery-Market/351">https://www.stellarmr.com/report/req_sample/Solid-State-Battery-Market/351</a> <br></strong></h2>
<h2><strong>Regional Market Outlook</strong></h2>
<p><strong>Asia-Pacific</strong><span> </span>dominates the global solid-state battery market due to strong investments in battery manufacturing, semiconductor industries, and electric vehicle production. Countries such as Japan, China, and South Korea continue to lead research, commercialization, and manufacturing activities, supported by major battery manufacturers and automotive companies.</p>
<p><strong>North America</strong><span> </span>represents another important market, driven by increasing investments in advanced battery research, government funding for clean energy technologies, and expanding electric vehicle production. The United States continues to strengthen its domestic battery supply chain through significant public and private sector investments.</p>
<p><strong>Europe</strong><span> </span>is also experiencing substantial growth as governments promote electric mobility, renewable energy adoption, and sustainable manufacturing. Germany, France, and several Nordic countries are investing heavily in battery gigafactories and next-generation energy storage technologies.</p>
<p>Emerging markets across other regions are expected to gradually adopt solid-state battery technology as production costs decline and commercialization accelerates.</p>
<h2><strong>Competitive Landscape</strong></h2>
<p>The solid-state battery market is highly competitive, with battery manufacturers, automotive companies, technology firms, and research organizations investing extensively in innovation. Companies are focusing on improving energy density, reducing charging time, enhancing battery safety, and achieving cost-effective large-scale production.</p>
<p>Strategic partnerships between automakers and battery developers have become increasingly common as companies seek to accelerate commercialization. Joint ventures, intellectual property development, pilot production facilities, and long-term research collaborations continue to shape the competitive landscape.</p>
<h2><strong>Challenges Facing the Market</strong></h2>
<p>Despite significant potential, the solid-state battery market faces several technical and commercial challenges. High manufacturing costs remain one of the largest barriers to widespread adoption. Producing solid electrolytes with consistent quality at commercial scale continues to require advanced manufacturing capabilities.</p>
<p>Material compatibility, interface stability between battery components, and long-term durability under repeated charging cycles also remain active areas of research. Additionally, scaling laboratory breakthroughs into mass production requires substantial investment and technological refinement.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the<span> </span><strong>Solid-State Battery Market</strong><span> </span>appears exceptionally promising as industries continue transitioning toward electrification and sustainable energy solutions. Ongoing advancements in materials science, manufacturing technologies, and battery design are expected to accelerate commercialization while reducing production costs.</p>
<p>Growing demand for electric vehicles, renewable energy storage, aerospace systems, and high-performance consumer electronics will continue creating strong opportunities for market expansion. As technological barriers are overcome and manufacturing capacity increases, solid-state batteries are expected to play a transformative role in the future of global energy storage, delivering safer, more efficient, and longer-lasting power solutions across numerous industries.</p>
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<div class="z-0 flex min-h-[46px] justify-start"><strong>About Stellar Market Research:</strong></div>
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<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
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<title>Coconut Oil Market: Rising Demand for Organic &amp;amp; Virgin Coconut Oil</title>
<link>https://news.bangboxonline.com/coconut-oil-market-rising-demand-for-organic-virgin-coconut-oil</link>
<guid>https://news.bangboxonline.com/coconut-oil-market-rising-demand-for-organic-virgin-coconut-oil</guid>
<description><![CDATA[ Coconut Oil Market size was valued at USD 4.14 Bn. in 2025. The Global Coconut Oil Market is estimated to grow at a CAGR of 7.3% over the forecast period ]]></description>
<enclosure url="" length="141459" type="image/jpeg"/>
<pubDate>Mon, 22 Jun 2026 22:12:19 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
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<h1><strong><a href="https://www.stellarmr.com/report/Coconut-Oil-Market/349">Coconut Oil Market</a>: Expanding Applications Fueling Growth Across Food, Cosmetics, and Healthcare</strong></h1>
<p>The global<span> </span><strong>Coconut Oil Market</strong><span> </span>is experiencing sustained growth as consumers increasingly recognize the nutritional, cosmetic, and industrial benefits of coconut-based products. Derived from the kernel or meat of mature coconuts, coconut oil has become an essential ingredient in food processing, personal care, pharmaceuticals, and household products. Its versatility, natural composition, and growing popularity among health-conscious consumers have positioned it as one of the fastest-growing vegetable oils in the global market.</p>
<p>Rising demand for natural and organic products, increasing awareness of plant-based nutrition, and expanding applications in cosmetics and wellness industries are driving market growth. Additionally, the growing popularity of virgin and cold-pressed coconut oil has further strengthened consumer demand, particularly in premium product segments.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Coconut-Oil-Market/349">https://www.stellarmr.com/report/req_sample/Coconut-Oil-Market/349</a> <br></strong></h2>
<h2><strong>Understanding Coconut Oil</strong></h2>
<p>Coconut oil is extracted from fresh coconut meat or dried coconut kernels, commonly known as copra. Depending on the extraction process, coconut oil is available in several forms, including virgin coconut oil, refined coconut oil, organic coconut oil, cold-pressed coconut oil, and fractionated coconut oil.</p>
<p>Virgin coconut oil is minimally processed and retains its natural aroma, flavor, and nutritional profile, making it highly popular among health-conscious consumers. Refined coconut oil undergoes additional processing to produce a neutral flavor and longer shelf life, making it suitable for commercial food manufacturing and industrial applications.</p>
<p>Beyond cooking, coconut oil is widely used in skincare products, hair care formulations, soaps, cosmetics, pharmaceuticals, nutritional supplements, and even certain industrial applications due to its moisturizing, antimicrobial, and emollient properties.</p>
<h2><strong>Key Factors Driving Market Growth</strong></h2>
<p>One of the primary drivers of the coconut oil market is the increasing consumer preference for natural and plant-based products. Consumers are actively replacing synthetic ingredients with naturally derived alternatives in food, cosmetics, and personal care products, creating strong demand for coconut oil.</p>
<p>The expanding health and wellness industry has also contributed significantly to market growth. Coconut oil contains medium-chain triglycerides (MCTs), which have gained popularity among consumers following ketogenic, paleo, and low-carbohydrate diets. Although health recommendations vary depending on overall dietary patterns, coconut oil continues to be widely used in functional food and wellness products.</p>
<p>The cosmetics and personal care sector represents another major growth driver. Coconut oil is extensively used in shampoos, conditioners, moisturizers, lotions, lip balms, massage oils, soaps, and skincare formulations because of its moisturizing and conditioning properties.</p>
<p>Growing demand for organic beauty products and clean-label cosmetics is encouraging manufacturers to introduce premium coconut oil-based formulations.</p>
<h2><strong>Technological Innovations Transforming the Industry</strong></h2>
<p>Technological advancements in extraction and processing methods continue to improve product quality and manufacturing efficiency. Cold-press extraction technologies help preserve natural antioxidants, vitamins, and bioactive compounds while minimizing nutrient loss during processing.</p>
<p>Manufacturers are increasingly investing in organic certification, sustainable sourcing, and environmentally responsible production methods to meet evolving consumer expectations.</p>
<p>Packaging innovations are also enhancing product shelf life and convenience. Glass bottles, recyclable plastic containers, and sustainable packaging materials are becoming increasingly common, particularly within premium product categories.</p>
<p>Digital supply chain technologies are improving traceability from coconut farms to finished consumer products, helping brands demonstrate product authenticity and sustainable sourcing practices.</p>
<h2><strong>Market Segmentation Analysis</strong></h2>
<p>The coconut oil market can be segmented based on product type, application, distribution channel, and end user.</p>
<p>By product type,<span> </span><strong>virgin coconut oil</strong><span> </span>represents one of the fastest-growing segments due to increasing consumer preference for minimally processed and natural products. Refined coconut oil continues to account for a substantial market share because of its extensive use in food manufacturing and industrial applications.</p>
<p>Based on application, the<span> </span><strong>food and beverage industry</strong><span> </span>remains the largest market segment, followed by cosmetics and personal care, pharmaceuticals, household products, and industrial uses. Coconut oil is widely used in cooking oils, bakery products, confectionery, nutritional supplements, skincare formulations, and hair care products.</p>
<p>Distribution channels include supermarkets, specialty health stores, pharmacies, convenience stores, and online retail platforms. E-commerce continues to gain importance as consumers increasingly purchase premium organic and specialty coconut oil products through digital marketplaces.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Coconut-Oil-Market/349">https://www.stellarmr.com/report/req_sample/Coconut-Oil-Market/349</a> <br></strong></h2>
<h2><strong>Regional Market Outlook</strong></h2>
<p><strong>Asia-Pacific</strong><span> </span>dominates the global coconut oil market due to abundant coconut cultivation and strong domestic consumption. Countries such as the Philippines, Indonesia, India, Sri Lanka, and Vietnam are among the world's largest producers and exporters of coconut oil. Growing food processing industries and expanding cosmetic manufacturing further support regional market leadership.</p>
<p><strong>North America</strong><span> </span>represents a significant market driven by rising demand for natural foods, dietary supplements, and organic personal care products. Consumer interest in wellness trends and plant-based nutrition continues to support market expansion.</p>
<p><strong>Europe</strong><span> </span>is also experiencing strong growth, fueled by increasing adoption of organic cosmetics, sustainable beauty products, and clean-label food ingredients. Countries such as Germany, France, the United Kingdom, and the Netherlands continue to increase imports of premium coconut oil products.</p>
<p>Latin America, the Middle East, and Africa are emerging as promising markets due to growing awareness of natural health products and expanding retail distribution networks.</p>
<h2><strong>Competitive Landscape</strong></h2>
<p>The coconut oil market is highly competitive, with manufacturers focusing on product quality, organic certification, sustainable sourcing, and premium product positioning. Companies continue investing in research and development to introduce value-added coconut oil products tailored to food, cosmetic, and healthcare applications.</p>
<p>Strategic partnerships with coconut growers, expansion of production facilities, and investments in environmentally sustainable supply chains are helping companies strengthen their competitive positions in global markets.</p>
<h2><strong>Challenges Facing the Market</strong></h2>
<p>Despite favorable growth prospects, the market faces several challenges. Fluctuations in coconut production caused by climate change, extreme weather conditions, and crop diseases can affect raw material availability and pricing.</p>
<p>Price volatility, supply chain disruptions, and transportation costs may also influence market profitability. Additionally, manufacturers must comply with evolving food safety regulations, quality standards, and sustainability requirements across different international markets.</p>
<p>Competition from alternative vegetable oils such as olive oil, avocado oil, sunflower oil, and canola oil also presents ongoing market challenges.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the Coconut Oil Market remains highly promising as consumer demand for natural, multifunctional, and sustainably sourced products continues to increase. Expanding applications across food, cosmetics, healthcare, and wellness industries will create new growth opportunities for manufacturers worldwide.</p>
<p>Technological advancements in extraction methods, sustainable farming practices, premium product development, and eco-friendly packaging are expected to further strengthen market growth. As consumers increasingly prioritize clean-label ingredients and environmentally responsible products, coconut oil will continue to play a vital role in the global food, beauty, and personal care industries throughout the coming decade.</p>
</div>
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</div>
<div class="z-0 flex min-h-[46px] justify-start"><strong>About Stellar Market Research:</strong></div>
</div>
</div>
</section>
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</div>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
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<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
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<title>Portable Scaffold Tower: Transform Your Worksite Efficiency with Aluminium Scaffold Towers</title>
<link>https://news.bangboxonline.com/portable-scaffold-tower-transform-your-worksite-efficiency-with-aluminium-scaffold-towers</link>
<guid>https://news.bangboxonline.com/portable-scaffold-tower-transform-your-worksite-efficiency-with-aluminium-scaffold-towers</guid>
<description><![CDATA[ Buy Safe &amp; Strong Aluminium Scaffold Towers for Sale in the UK. Nationwide Delivery. Fast &amp; Easy Assembly. Visit Aluminium Scaffold Towers UK for the best deals. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a396c0ae98d8.jpg" length="102460" type="image/jpeg"/>
<pubDate>Mon, 22 Jun 2026 22:09:06 +0500</pubDate>
<dc:creator>Aluminiumscaffoldtowers</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">What if one simple investment could dramatically improve productivity, enhance safety, and help your team complete projects faster than ever before? In today's fast-paced construction, maintenance, and industrial environments, efficiency is everything. That's why businesses across multiple industries are turning to the<span> </span><a href="https://aluminium-scaffoldtowers.co.uk/"><strong>portable scaffold tower</strong></a><span> </span>solutions offered by Aluminium Scaffold Towers.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The demand for flexible, reliable, and high-performance access equipment has never been greater. Companies that fail to modernize their equipment risk falling behind competitors, losing valuable time, and increasing operational challenges. If you're looking for a game-changing solution that delivers exceptional performance and versatility, now is the time to discover the incredible advantages of Portable Scaffolding.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why a Portable Scaffold Tower Is Revolutionizing Modern Worksites</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Traditional access solutions often come with limitations that slow down projects and increase labor demands. Heavy equipment, complicated assembly processes, and restricted mobility can turn simple tasks into costly challenges.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A portable scaffold tower changes everything.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Designed for mobility, convenience, and performance, these innovative structures provide a stable working platform while allowing teams to move quickly between tasks. Whether you're working on construction projects, building maintenance, painting, electrical installations, or facility upgrades, a portable scaffold tower delivers the flexibility required to maximize productivity.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Aluminium Scaffold Towers, we understand that every minute matters. That's why our solutions are designed to help professionals work smarter, faster, and more efficiently.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Growing Demand for Portable Scaffolding</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Businesses are constantly searching for ways to improve operations while maintaining high safety standards. As a result,<span> </span><a href="https://aluminium-scaffoldtowers.co.uk/"><strong>Portable Scaffolding</strong></a><span> </span>has become one of the most sought-after solutions in the industry.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Unlike fixed access systems that require significant setup time and effort, Portable Scaffolding provides unmatched convenience. Teams can reposition equipment quickly, reduce downtime, and complete projects with greater efficiency.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This flexibility is especially valuable for projects that involve multiple work locations, changing elevations, or frequent movement throughout a site. Instead of wasting time dismantling and rebuilding access structures, workers can focus on completing critical tasks.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The result is a smoother workflow, faster project completion, and a significant boost in overall productivity.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Choose Aluminium Scaffold Towers?</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The market offers many access solutions, but Aluminium Scaffold Towers stands apart by delivering products engineered for performance, durability, and ease of use.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Lightweight Yet Exceptionally Strong</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the greatest advantages of a portable scaffold tower is its lightweight aluminum construction. This makes transportation and assembly significantly easier without sacrificing structural integrity.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The combination of strength and portability allows teams to move equipment effortlessly while maintaining confidence in its stability and reliability.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Faster Setup Means Faster Results</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Time is money. Every delay impacts project timelines and profitability.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Aluminium Scaffold Towers are designed for efficient assembly and dismantling, helping teams get to work faster. A portable scaffold tower minimizes setup challenges and enables workers to focus on what matters most—completing the job.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Outstanding Mobility</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The ability to move quickly across a worksite can dramatically improve efficiency. Portable Scaffolding provides exceptional mobility, allowing workers to reposition platforms as needed without major interruptions.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This advantage can save hours of labor on large projects and significantly improve overall workflow.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Enhanced Workplace Safety</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Safety remains a top priority across all industries. Portable Scaffolding provides secure elevated access while helping organizations maintain safer working conditions.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Stable platforms, reliable construction, and professional-grade engineering contribute to a safer and more productive work environment.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Cost of Waiting</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many organizations continue relying on outdated access equipment simply because it's familiar. Unfortunately, this decision can come with hidden costs.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Slow setup times, reduced mobility, increased labor requirements, and operational inefficiencies can quickly impact profitability. Every day spent using outdated systems is a day of missed opportunities.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A portable scaffold tower represents a powerful investment in productivity and operational excellence. Companies that upgrade today position themselves for greater efficiency, stronger project performance, and improved competitiveness.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The longer you wait, the more potential productivity gains remain untapped.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Portable Scaffolding Delivers Incredible Versatility</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the most exciting aspects of Portable Scaffolding is its adaptability across countless industries and applications.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Construction professionals use it for building projects and renovations. Maintenance teams rely on it for repairs and inspections. Industrial facilities benefit from improved access to elevated work areas. Painting contractors appreciate the mobility and convenience it provides.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This remarkable versatility makes a portable scaffold tower one of the most valuable pieces of equipment available for businesses that regularly work at height.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Instead of investing in multiple access solutions, organizations can leverage one highly flexible system capable of supporting a wide range of tasks.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Gain a Competitive Edge</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In today's competitive marketplace, efficiency can make the difference between success and stagnation.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Companies that embrace modern equipment gain advantages that directly impact project timelines, labor costs, and customer satisfaction. Portable Scaffolding helps businesses complete projects faster, respond more effectively to client needs, and maximize workforce productivity.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;"><a href="https://aluminium-scaffoldtowers.co.uk/"><strong>Aluminium Scaffold Towers</strong></a><span> </span>empowers organizations to achieve these goals through innovative access solutions designed for real-world performance.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The benefits extend far beyond convenience. Improved efficiency often leads to stronger profitability, better resource utilization, and enhanced operational performance.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Elevate Your Success with Aluminium Scaffold Towers</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The future of elevated access is here, and it starts with a portable scaffold tower designed to meet the demands of modern worksites.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">Aluminium Scaffold Towers is committed to helping businesses unlock greater productivity, enhanced flexibility, and superior performance through industry-leading Portable Scaffolding solutions.</span></p>
<p style="text-align: justify;"></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><a href="https://aluminium-scaffoldtowers.co.uk/"><strong>scaffold tower for sale near me</strong></a></span></p>]]> </content:encoded>
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<title>Global Commercial Greenhouse Market Analysis by Structure, Crop Type &amp;amp; Region</title>
<link>https://news.bangboxonline.com/global-commercial-greenhouse-market-analysis-by-structure-crop-type-region</link>
<guid>https://news.bangboxonline.com/global-commercial-greenhouse-market-analysis-by-structure-crop-type-region</guid>
<description><![CDATA[ Commercial Greenhouse Market size was valued at USD 50.52 Bn. in 2025 and the total revenue is expected to grow at a CAGR of 11% through 2025 to 2032, reaching nearly USD104.07 Bn. ]]></description>
<enclosure url="" length="102460" type="image/jpeg"/>
<pubDate>Mon, 22 Jun 2026 22:03:45 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<div class="qMYqUG_convSearchResultHighlightRoot">
<div class="" data-turn-id-container="request-6a2acd01-771c-83e8-98b8-d278b5fa25d0-15" data-is-intersecting="true">
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<h1><strong><a href="https://www.stellarmr.com/report/Commercial-Greenhouse-Market/347">Commercial Greenhouse Market</a>: Revolutionizing Sustainable Agriculture Through Controlled Environment Farming</strong></h1>
<p>The global<span> </span><strong>Commercial Greenhouse Market</strong><span> </span>is experiencing robust growth as the agricultural sector increasingly adopts controlled environment farming to improve crop yields, optimize resource utilization, and ensure year-round food production. Commercial greenhouses provide growers with a controlled climate where temperature, humidity, light, irrigation, and ventilation can be carefully managed to maximize productivity and crop quality. As concerns over climate change, food security, and shrinking arable land continue to rise, greenhouse cultivation has become an essential solution for modern agriculture.</p>
<p>Growing demand for fresh fruits, vegetables, flowers, herbs, and ornamental plants, combined with advancements in greenhouse technologies, is driving market expansion. Governments and private investors are also supporting greenhouse farming through funding programs and sustainable agriculture initiatives, further accelerating market growth.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Commercial-Greenhouse-Market/347">https://www.stellarmr.com/report/req_sample/Commercial-Greenhouse-Market/347</a> <br></strong></h2>
<h2><strong>Understanding Commercial Greenhouses</strong></h2>
<p>Commercial greenhouses are specially designed structures that create an optimal growing environment for crops by regulating environmental conditions. These facilities protect plants from adverse weather, pests, and diseases while allowing growers to cultivate crops throughout the year regardless of seasonal variations.</p>
<p>Modern commercial greenhouses utilize advanced technologies such as automated irrigation systems, climate control equipment, LED grow lighting, hydroponics, fertigation systems, and environmental monitoring sensors. These technologies help increase crop productivity while reducing water consumption, fertilizer use, and labor requirements.</p>
<p>Commercial greenhouses are widely used for cultivating vegetables, fruits, flowers, nursery crops, medicinal plants, and high-value specialty crops, making them an important component of sustainable food production systems.</p>
<h2><strong>Key Factors Driving Market Growth</strong></h2>
<p>One of the primary drivers of the commercial greenhouse market is the increasing global demand for fresh and high-quality agricultural products. Growing populations, urbanization, and changing dietary preferences have significantly increased the need for reliable food production systems capable of delivering consistent crop supplies throughout the year.</p>
<p>Climate change is another major factor supporting greenhouse adoption. Unpredictable weather conditions, droughts, floods, and extreme temperatures are making conventional farming increasingly challenging. Greenhouses provide growers with greater control over environmental conditions, reducing production risks and improving crop reliability.</p>
<p>Water conservation is also driving market growth. Modern greenhouse systems use advanced irrigation methods such as drip irrigation and hydroponics, significantly reducing water consumption compared to traditional open-field farming.</p>
<p>Additionally, rising consumer demand for pesticide-free, locally grown, and premium-quality produce encourages growers to invest in controlled environment agriculture technologies.</p>
<h2><strong>Technological Innovations Transforming the Industry</strong></h2>
<p>Technological advancements continue to reshape the commercial greenhouse industry. Automation systems now control temperature, humidity, ventilation, irrigation, fertilization, and lighting with minimal human intervention, improving operational efficiency and reducing production costs.</p>
<p>The Internet of Things (IoT) enables real-time monitoring of greenhouse conditions through connected sensors that continuously collect environmental data. Growers can remotely manage greenhouse operations using smartphones or cloud-based management platforms.</p>
<p>Artificial intelligence and machine learning technologies are helping optimize crop production by analyzing environmental data, predicting plant growth patterns, and recommending adjustments to maximize yields.</p>
<p>LED grow lighting systems have become increasingly popular due to their energy efficiency and ability to provide customized light spectra that promote faster plant growth and improved crop quality.</p>
<p>Hydroponic, aeroponic, and aquaponic cultivation methods are also gaining widespread adoption, allowing growers to produce crops with minimal soil use while maximizing resource efficiency.</p>
<h2><strong>Market Segmentation Analysis</strong></h2>
<p>The commercial greenhouse market can be segmented based on greenhouse type, crop type, equipment, and technology.</p>
<p>By greenhouse type,<span> </span><strong>glass greenhouses</strong><span> </span>account for a significant share due to their durability, excellent light transmission, and long operational lifespan. Polycarbonate and polyethylene greenhouses are also widely adopted because they offer lower installation costs and greater flexibility for different farming applications.</p>
<p>Based on crop type, fruits and vegetables represent the largest market segment. Tomatoes, cucumbers, peppers, lettuce, strawberries, and leafy greens are among the most commonly cultivated greenhouse crops. Flowers and ornamental plants also contribute significantly to market demand.</p>
<p>By technology, climate control systems, irrigation systems, heating equipment, cooling systems, LED lighting, and environmental monitoring solutions represent major market segments. Automated greenhouse technologies continue to gain popularity due to their ability to improve productivity while reducing labor costs.</p>
<h2><strong>Regional Market Outlook</strong></h2>
<p>Europe remains one of the leading markets for commercial greenhouse farming due to advanced agricultural practices and strong government support for sustainable food production. Countries such as the Netherlands, Spain, France, and Germany have established highly efficient greenhouse industries that supply domestic and international markets.</p>
<p>North America also represents a major market, supported by increasing investments in controlled environment agriculture, rising demand for locally produced fresh food, and the adoption of advanced greenhouse technologies across the United States and Canada.</p>
<p>The Asia-Pacific region is expected to witness the fastest market growth during the forecast period. Rapid population growth, limited agricultural land, increasing food demand, and government initiatives supporting protected cultivation are driving greenhouse adoption across China, India, Japan, South Korea, and Australia.</p>
<p>Latin America and the Middle East &amp; Africa are also emerging as promising markets as countries invest in water-efficient farming technologies and food security initiatives.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Commercial-Greenhouse-Market/347">https://www.stellarmr.com/report/req_sample/Commercial-Greenhouse-Market/347</a> <br></strong></h2>
<h2><strong>Competitive Landscape</strong></h2>
<p>The commercial greenhouse market is highly competitive, with manufacturers focusing on greenhouse structures, automation systems, climate control technologies, and integrated cultivation solutions. Companies continue investing in research and development to improve energy efficiency, crop productivity, and operational sustainability.</p>
<p>Strategic partnerships between greenhouse equipment manufacturers, agricultural technology providers, and commercial growers are accelerating innovation and expanding market opportunities. Customized greenhouse solutions designed for specific crops and climatic conditions are becoming increasingly common.</p>
<h2><strong>Challenges Facing the Market</strong></h2>
<p>Despite strong growth prospects, the market faces several challenges. High initial investment costs for greenhouse construction and automation systems may discourage small-scale farmers from adopting advanced technologies.</p>
<p>Energy consumption for heating, cooling, and artificial lighting can also increase operational expenses, particularly in regions with extreme climates. Skilled labor shortages and technical expertise requirements may further affect efficient greenhouse management.</p>
<p>Additionally, maintaining optimal environmental conditions requires continuous monitoring and regular equipment maintenance, increasing operational complexity.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the Commercial Greenhouse Market appears highly promising as global agriculture continues transitioning toward sustainable and technology-driven production systems. Growing concerns about food security, climate resilience, and efficient resource utilization will continue driving investments in greenhouse farming.</p>
<p>Advancements in automation, artificial intelligence, precision agriculture, renewable energy integration, and smart irrigation technologies will further improve greenhouse efficiency and profitability. As governments and agricultural businesses prioritize sustainable food production, commercial greenhouses will play an increasingly important role in ensuring year-round crop availability while minimizing environmental impact.</p>
<p>With continuous innovation and expanding adoption across developed and emerging economies, the commercial greenhouse market is well-positioned for sustained long-term growth, supporting the future of resilient and sustainable agriculture.</p>
</div>
</div>
</div>
</div>
<div class="z-0 flex min-h-[46px] justify-start"><strong>About Stellar Market Research:</strong></div>
</div>
</div>
</section>
</div>
</div>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
<p>3rd Floor, Navale IT Park, Phase 2</p>
<p>Pune Banglore Highway, Narhe,</p>
<p>Pune, Maharashtra 411041, India</p>
<p><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong></p>
<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
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<title>Dry Shampoo Market Report: Industry Growth, Demand &amp;amp; Competitive Landscape</title>
<link>https://news.bangboxonline.com/dry-shampoo-market-report-industry-growth-demand-competitive-landscape</link>
<guid>https://news.bangboxonline.com/dry-shampoo-market-report-industry-growth-demand-competitive-landscape</guid>
<description><![CDATA[ Dry Shampoo Market to hit USD 5.71Bn by 2032, supported by waterless haircare adoption, sustainable clean-beauty formulations, premium product growth, and strong e-commerce acceleration in key global regions. ]]></description>
<enclosure url="" length="102460" type="image/jpeg"/>
<pubDate>Mon, 22 Jun 2026 21:53:47 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<h1><strong><a href="https://www.mmrstatistics.com/reports/008184/dry-shampoo-market">Dry Shampoo Market</a>: Redefining Modern Hair Care with Waterless Beauty Solutions</strong></h1>
<p>The global<span> </span><strong>Dry Shampoo Market</strong><span> </span>is witnessing significant growth as consumers increasingly seek convenient, time-saving, and water-efficient personal care products. Dry shampoo has evolved from being a quick beauty fix to an everyday grooming essential for individuals with busy lifestyles. By absorbing excess oil, refreshing hair, and adding volume without the need for water, dry shampoo offers an effective alternative to traditional hair washing.</p>
<p>The market is being driven by changing consumer lifestyles, increasing awareness of water conservation, the rapid expansion of the beauty and personal care industry, and growing demand for clean-label hair care products. According to industry estimates, the global dry shampoo market was valued at<span> </span><strong>USD 3.45 billion in 2024</strong><span> </span>and is expected to reach approximately<span> </span><strong>USD 5.71 billion by 2032</strong>, expanding at a<span> </span><strong>CAGR of 6.5%</strong><span> </span>during the forecast period.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.mmrstatistics.com/reports/008184/dry-shampoo-market/contact?type=sample">https://www.mmrstatistics.com/reports/008184/dry-shampoo-market/contact?type=sample</a> <br></strong></h2>
<h2><strong>Understanding Dry Shampoo</strong></h2>
<p>Dry shampoo is a waterless hair care product designed to absorb oil, sweat, and impurities from the scalp and hair, leaving it looking cleaner and fresher between washes. Unlike conventional shampoos, dry shampoo requires no rinsing and is typically available in aerosol sprays, powder formulations, foams, and mousse formats.</p>
<p>Modern dry shampoos are formulated with ingredients such as rice starch, corn starch, clay minerals, silica, and botanical extracts that effectively absorb excess sebum while maintaining hair texture and volume. Many products also include fragrances, conditioning agents, and scalp-nourishing ingredients to improve the overall user experience.</p>
<p>The product has gained popularity among working professionals, travelers, fitness enthusiasts, and consumers looking for quick and convenient grooming solutions.</p>
<h2><strong>Key Factors Driving Market Growth</strong></h2>
<p>One of the primary drivers of the dry shampoo market is the increasing demand for convenient personal care products. Modern consumers often have fast-paced lifestyles that leave little time for traditional hair washing. Dry shampoo offers a quick solution for refreshing hair within minutes, making it highly attractive for busy individuals.</p>
<p>The growing clean beauty movement is another major growth factor. Consumers increasingly prefer products that are free from sulfates, parabens, silicones, and harsh chemicals. Manufacturers are responding by introducing natural, vegan, plant-based, and dermatologist-tested formulations that align with evolving consumer preferences.</p>
<p>Water conservation awareness is also contributing to market expansion. As sustainability becomes a key purchasing factor, waterless beauty products such as dry shampoo are gaining popularity among environmentally conscious consumers.</p>
<p>The continued growth of social media platforms, beauty influencers, and digital marketing campaigns has further increased product awareness, encouraging trial and repeat purchases across diverse consumer groups.</p>
<h2><strong>Technological Innovations Transforming the Industry</strong></h2>
<p>Innovation remains a major competitive advantage in the dry shampoo market. Manufacturers are developing lightweight formulations that eliminate white residue while providing improved oil absorption and longer-lasting freshness.</p>
<p>Non-aerosol dry shampoos are becoming increasingly popular due to environmental concerns regarding aerosol propellants. Refillable packaging, biodegradable ingredients, and recyclable containers are also being introduced to reduce environmental impact.</p>
<p>Advancements in ingredient technology have enabled brands to create specialized formulations for different hair colors, textures, and scalp conditions. Products designed specifically for curly hair, color-treated hair, sensitive scalps, and oily hair are expanding consumer choices.</p>
<p>Artificial intelligence is also influencing product development, allowing beauty brands to personalize product recommendations based on individual hair characteristics and consumer preferences.</p>
<h2><strong>Market Segmentation Analysis</strong></h2>
<p>The dry shampoo market can be segmented based on product form, distribution channel, end user, and application.</p>
<p>By product form,<span> </span><strong>spray dry shampoos</strong><span> </span>hold the largest market share due to their ease of application and widespread consumer acceptance. Powder-based products are experiencing increasing demand among consumers seeking natural and aerosol-free alternatives.</p>
<p>Based on distribution channel, supermarkets, pharmacies, beauty specialty stores, and salons continue to play important roles. However, online retail has emerged as one of the fastest-growing channels, supported by e-commerce platforms, influencer marketing, subscription services, and direct-to-consumer brands.</p>
<p>By end user, women account for the largest market share due to higher product awareness and frequent use. However, demand among men is steadily increasing as male grooming trends continue to evolve worldwide.</p>
<h2><strong>Regional Market Outlook</strong></h2>
<p><strong>North America</strong><span> </span>dominates the global dry shampoo market, driven by high consumer awareness, premium product adoption, and strong retail distribution through supermarkets, beauty retailers, and online platforms. The United States remains the largest contributor to regional demand.</p>
<p><strong>Europe</strong><span> </span>represents another significant market, supported by growing demand for sustainable beauty products and strict environmental regulations encouraging cleaner formulations. Consumers increasingly favor vegan, organic, and eco-friendly hair care products.</p>
<p>The<span> </span><strong>Asia-Pacific</strong><span> </span>region is expected to witness the fastest growth during the forecast period. Rising disposable incomes, expanding urban populations, growing beauty consciousness, and increasing digital retail adoption are driving market expansion in countries such as India, China, Japan, South Korea, and Indonesia.</p>
<p>Latin America and the Middle East &amp; Africa are also emerging as attractive markets as awareness of premium hair care products continues to grow.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.mmrstatistics.com/reports/008184/dry-shampoo-market/contact?type=sample">https://www.mmrstatistics.com/reports/008184/dry-shampoo-market/contact?type=sample</a> <br></strong></h2>
<h2><strong>Competitive Landscape</strong></h2>
<p>The dry shampoo market is highly competitive, with both multinational beauty companies and emerging niche brands investing in product innovation. Leading manufacturers are focusing on natural ingredients, sustainable packaging, fragrance innovation, and premium formulations to strengthen their market positions.</p>
<p>Strategic collaborations with beauty influencers, celebrity endorsements, digital advertising, and direct-to-consumer sales channels continue to play an important role in expanding brand visibility and customer engagement.</p>
<h2><strong>Challenges Facing the Market</strong></h2>
<p>Despite strong growth prospects, the market faces several challenges. Consumer concerns regarding ingredient safety, aerosol formulations, and scalp sensitivity require manufacturers to continuously improve product quality and transparency.</p>
<p>Intense competition, fluctuating raw material prices, and increasingly stringent cosmetic regulations may also affect profitability. Additionally, educating consumers about proper product usage remains important to avoid excessive product buildup and scalp-related concerns.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the Dry Shampoo Market appears highly promising as consumers continue embracing convenient, sustainable, and innovative beauty solutions. Growing demand for waterless grooming products, clean-label formulations, personalized hair care, and eco-friendly packaging will continue to shape industry development.</p>
<p>Advancements in ingredient technology, digital retail, and premium product offerings are expected to create significant growth opportunities for manufacturers. As modern lifestyles increasingly prioritize convenience without compromising hair health or sustainability, dry shampoo is expected to remain one of the fastest-evolving categories within the global hair care industry, supporting long-term market expansion across both developed and emerging economies.</p>
<p><br><strong>About Stellar Market Research:</strong></p>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
<p>3rd Floor, Navale IT Park, Phase 2</p>
<p>Pune Banglore Highway, Narhe,</p>
<p>Pune, Maharashtra 411041, India</p>
<p><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong></p>
<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
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<title>Best Insurance plans in USA: Unlock Unmatched Protection with Policy via</title>
<link>https://news.bangboxonline.com/best-insurance-plans-in-usa-unlock-unmatched-protection-with-policy-via</link>
<guid>https://news.bangboxonline.com/best-insurance-plans-in-usa-unlock-unmatched-protection-with-policy-via</guid>
<description><![CDATA[ Explore the best insurance plans in the USA with PolicyVia. Compare coverage options, benefits, and costs across auto, health, life, and home insurance to find the right protection for your needs and budget. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a395cc40a611.jpg" length="58687" type="image/jpeg"/>
<pubDate>Mon, 22 Jun 2026 21:04:09 +0500</pubDate>
<dc:creator>policyvia</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">What if finding the right insurance coverage could be faster, easier, and more rewarding than ever before? In a world filled with countless options, complicated policies, and overwhelming fine print, consumers are searching for a smarter way to secure their future. That's exactly where Policy via steps in, helping individuals and families discover the<span> </span><a href="https://policyvia.com/"><strong>Best Insurance plans in USA</strong></a><span> </span>with confidence and convenience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The insurance landscape is evolving rapidly, and waiting too long to secure the right coverage could mean missing out on valuable opportunities. Whether you're looking for health, life, auto, home, or other forms of protection, now is the perfect time to explore your options and take control of your financial security.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Choosing the Best Insurance plans in USA Matters</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Insurance is more than just a policy—it's peace of mind. The right coverage can protect your family, finances, and future from unexpected challenges. However, not all plans are created equal. Selecting the Best Insurance plans in USA can mean the difference between adequate protection and exceptional coverage tailored to your needs.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many consumers make the mistake of settling for generic policies without comparing alternatives. This often leads to higher premiums, coverage gaps, or missed benefits. Policy via helps eliminate these risks by connecting you with insurance solutions designed to maximize value and protection.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Imagine having access to multiple insurance options, competitive pricing, and expert guidance—all in one place. That's the advantage of working with Policy via.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Growing Demand for Best Insurance Quotes in USA</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Today's savvy consumers know that comparison shopping is essential. The demand for the Best Insurance Quotes in USA continues to rise as people realize the importance of finding the ideal balance between affordability and coverage.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Policy via simplifies this process by helping customers compare plans and evaluate options without the confusion that often accompanies insurance shopping. Instead of spending countless hours researching providers and deciphering policy details, users can access valuable information that supports smarter decision-making.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The result? More confidence, more savings potential, and greater peace of mind.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">What Makes Policy via Different?</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The insurance marketplace can feel crowded and overwhelming. That's why Policy via focuses on delivering a streamlined experience that helps customers navigate their options efficiently.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Here are some of the key advantages:</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Comprehensive Insurance Options</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you're protecting your health, vehicle, home, or loved ones, Policy via helps you explore a wide range of coverage possibilities. This flexibility makes it easier to find the Best Insurance plans in USA that align with your specific needs and goals.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Simplified Comparison Process</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Comparing policies shouldn't feel like solving a complex puzzle. Policy via presents information in a way that's easier to understand, helping consumers make informed decisions quickly.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Access to Competitive Pricing</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Everyone wants quality coverage at a reasonable cost. By exploring multiple options, users can identify opportunities to secure some of the<span> </span><a href="https://policyvia.com/"><strong>Best Insurance Quotes in USA</strong></a><span> </span>while maintaining strong protection.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Time-Saving Convenience</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Modern consumers value efficiency. Policy via reduces the hassle traditionally associated with insurance shopping, allowing users to focus on what matters most.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Now Is the Time to Act</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The biggest mistake many consumers make is delaying their insurance decisions. Life can change in an instant, and waiting until after an unexpected event occurs is simply too late.</span></p>
<p class="isSelectedEnd" style="text-align: center;"><span style="font-size: 14pt;"><img src="http://justpaste.me/upload/20260622/1db7-1c01a27cea80ef4cad23b7135092/imageye___-_imgi_14_photo-1470974966402-8923dcf9b2a9.jpeg" alt=""></span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Coverage options, rates, and market conditions can shift over time. Acting now allows you to evaluate available opportunities and potentially lock in favorable terms before circumstances change.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The urgency is real. Every day without proper coverage is a day of unnecessary risk. Policy via empowers consumers to move forward with confidence and secure protection that supports long-term stability.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">How Best Insurance Quotes in USA Can Help You Save</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the most exciting aspects of comparing insurance options is the potential for savings. Many individuals are surprised to discover significant differences in pricing and benefits between providers.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">By seeking the Best Insurance Quotes in USA, consumers gain greater visibility into available options. This transparency can uncover hidden value, enhanced benefits, and more cost-effective solutions.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Policy via helps simplify this journey by bringing together information that allows customers to evaluate their choices more effectively. The ability to compare and assess options can lead to smarter financial decisions and stronger overall protection.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Confidence That Comes with Better Coverage</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">There is something incredibly powerful about knowing you're protected. Whether you're safeguarding your family's future, securing your home, or protecting your vehicle, quality insurance provides reassurance when it matters most.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The Best Insurance plans in USA are designed to help individuals navigate life's uncertainties with greater confidence. Policy via supports this objective by helping consumers explore plans that fit their lifestyles and priorities.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Instead of feeling overwhelmed by endless choices, customers can focus on finding coverage that truly meets their needs.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Discover a Smarter Insurance Experience</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The search for the Best Insurance plans in USA doesn't have to be stressful.<span> </span><a href="https://policyvia.com/"><strong>Policy via</strong></a><span> </span>is committed to helping consumers explore options, compare benefits, and make informed decisions with greater ease.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">With growing demand for the Best Insurance Quotes in USA, there has never been a better time to take action. Every moment spent waiting could mean missing opportunities to secure valuable coverage and competitive pricing.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:- <a href="https://policyvia.com/"><strong>affordable Insurance plans in USA</strong></a></span></p>]]> </content:encoded>
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<title>The Complete Guide to Stress&#45;Free Relocation and Warehouse Storage in Ireland</title>
<link>https://news.bangboxonline.com/the-complete-guide-to-stress-free-relocation-and-warehouse-storage-in-ireland</link>
<guid>https://news.bangboxonline.com/the-complete-guide-to-stress-free-relocation-and-warehouse-storage-in-ireland</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="58687" type="image/jpeg"/>
<pubDate>Sun, 21 Jun 2026 15:46:50 +0500</pubDate>
<dc:creator>justmove</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>Moving to a new home or office can be an exciting milestone, but it often comes with challenges that require careful planning and organization. Whether you need secure storage solutions or professional moving assistance, choosing the right service providers can make all the difference. From reliable <strong>Warehouse storage in Ireland</strong> to hiring a trusted <strong>Moving company in Dublin Ireland</strong>, having expert support ensures a smooth and efficient relocation experience.</p>
<h2>Why Professional Moving Services Matter</h2>
<p>Relocating involves much more than transporting items from one location to another. Packing, loading, transportation, unloading, and organizing belongings can be time-consuming and physically demanding. A professional moving service helps reduce stress while ensuring that valuable possessions are handled with care.</p>
<p>A reputable <a href="https://www.justmove.ie/"><strong>Professional packers and movers Company in Ireland</strong></a> offers trained staff, quality packing materials, and specialized equipment to manage moves of all sizes. Their expertise helps minimize the risk of damage and ensures that every item reaches its destination safely.</p>
<h2>Benefits of Warehouse Storage in Ireland</h2>
<p>Many individuals and businesses require temporary or long-term storage during a move. <strong>Warehouse storage in Ireland</strong> provides a practical solution for storing furniture, documents, inventory, and personal belongings in a secure environment.</p>
<p>Some key benefits include:</p>
<ul>
<li>
<p>Secure facilities with modern security systems</p>
</li>
<li>
<p>Flexible storage options for short-term and long-term needs</p>
</li>
<li>
<p>Climate-controlled units for sensitive items</p>
</li>
<li>
<p>Easy access to stored belongings when needed</p>
</li>
<li>
<p>Cost-effective storage solutions for homes and businesses</p>
</li>
</ul>
<p>Whether you are downsizing, renovating, or relocating internationally, warehouse storage offers valuable peace of mind.</p>
<h2>Choosing the Right Moving Company in Dublin Ireland</h2>
<p>Selecting the right <strong>Moving company in Dublin Ireland</strong> is essential for a successful move. Not all moving providers offer the same level of service, so it is important to evaluate your options carefully.</p>
<p>When choosing a moving company, consider:</p>
<h3>Experience and Reputation</h3>
<p>Look for companies with a proven track record and positive customer reviews. Experienced movers understand how to handle different types of relocations efficiently.</p>
<h3>Comprehensive Services</h3>
<p>The best providers offer complete moving solutions, including packing, transportation, storage, and unpacking services.</p>
<h3>Insurance Coverage</h3>
<p>Ensure the company provides adequate insurance protection for your belongings throughout the moving process.</p>
<h3>Transparent Pricing</h3>
<p>Choose a company that offers clear and detailed quotations without hidden fees.</p>
<h2>Advantages of Hiring Professional Packers and Movers</h2>
<p>A trusted <strong>Professional packers and movers Company in Ireland</strong> can save you significant time and effort during relocation. Their teams are trained to pack fragile items securely, optimize loading space, and transport goods safely.</p>
<p>Additional advantages include:</p>
<ul>
<li>
<p>Reduced physical strain and moving-related stress</p>
</li>
<li>
<p>Faster and more organized relocation process</p>
</li>
<li>
<p>Professional handling of fragile and valuable items</p>
</li>
<li>
<p>Access to high-quality packing materials</p>
</li>
<li>
<p>Customized moving solutions based on your requirements</p>
</li>
</ul>
<p>These benefits make professional moving services a worthwhile investment for both residential and commercial moves.</p>
<h2>Planning a Successful Move</h2>
<p>Proper planning can significantly improve your moving experience. Start by creating a checklist, sorting belongings, and booking moving services well in advance. If you need temporary storage, arrange <a href="https://www.justmove.ie/storage"><strong>Warehouse storage in Ireland</strong></a> before moving day to avoid last-minute complications.</p>
<p>Working with an experienced <strong>Moving company in Dublin Ireland</strong> and a reliable <strong>Professional packers and movers Company in Ireland</strong> allows you to focus on settling into your new location while professionals handle the logistics.</p>
<h2>Frequently Asked Questions (FAQs)</h2>
<h3>1. What items can be stored in warehouse storage facilities?</h3>
<p>Most warehouse storage facilities can accommodate furniture, household goods, business inventory, office equipment, documents, and seasonal items. Certain hazardous materials may be restricted.</p>
<h3>2. How secure is warehouse storage in Ireland?</h3>
<p>Modern storage facilities typically feature surveillance systems, secure access controls, alarm systems, and on-site monitoring to protect stored items.</p>
<h3>3. Why should I hire a professional moving company?</h3>
<p>Professional movers have the expertise, equipment, and resources to handle relocation efficiently, reducing stress and minimizing the risk of damage.</p>
<h3>4. How far in advance should I book moving services?</h3>
<p>It is recommended to book a moving company at least 4–8 weeks before your planned moving date, especially during peak moving seasons.</p>
<h3>5. Do professional packers provide packing materials?</h3>
<p>Yes, most professional moving companies supply high-quality packing materials, including boxes, bubble wrap, packing paper, and protective coverings.</p>
<h3>6. Can I combine moving and storage services?</h3>
<p>Yes, many providers offer integrated moving and storage solutions, allowing customers to store belongings safely before, during, or after relocation.</p>
<h2>Conclusion</h2>
<p>Relocation does not have to be overwhelming. By utilizing secure <strong>Warehouse storage in Ireland</strong>, partnering with a reputable <strong>Moving company in Dublin Ireland</strong>, and hiring a trusted <strong>Professional packers and movers Company in Ireland</strong>, you can enjoy a seamless and stress-free moving experience. Professional services provide convenience, security, and efficiency, helping you transition smoothly to your new home or business location.</p>]]> </content:encoded>
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<title>Parke &amp;amp; Travis Scott Merch Blending Music Culture with Street Style</title>
<link>https://news.bangboxonline.com/parke-travis-scott-merch-blending-music-culture-with-street-style</link>
<guid>https://news.bangboxonline.com/parke-travis-scott-merch-blending-music-culture-with-street-style</guid>
<description><![CDATA[ The overall look of Parke and Travis Scott merch inspired fashion is simple but strong. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a37bbb49bb51.jpg" length="21840" type="image/jpeg"/>
<pubDate>Sun, 21 Jun 2026 15:24:39 +0500</pubDate>
<dc:creator>youngman</dc:creator>
<media:keywords>Travis Scott Merch</media:keywords>
<content:encoded><![CDATA[<div class="qMYqUG_convSearchResultHighlightRoot">
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<p data-start="98" data-end="644">The rise of modern streetwear has changed how people look at fashion. It is no longer just about clothing, but also about identity, comfort, and culture. The combination of Parke with Travis Scott merch shows how music influence and street style can come together in a simple yet strong way. This style focuses on quality materials, clean design, and wearable fits that match everyday life. Each piece reflects attention to detail, from fabric choice to final finishing. The result is clothing that feels modern, practical, and visually balanced.</p>
<h3 data-section-id="14g6t1e" data-start="646" data-end="676">Fabric Quality and Texture</h3>
<p data-start="678" data-end="1184">The fabric used in this style of streetwear is one of its strongest points. <span data-sheets-root="1"><a class="in-cell-link" href="https://parkeofficialls.com/" target="_blank" rel="noopener">parke sweatshirt</a></span> Soft cotton blends are often used to create a smooth feel on the skin. The texture is not too heavy or too light, making it suitable for daily wear. It holds shape well after washing and does not easily lose its original feel. The inside lining in hoodies or sweatshirts is often brushed, which adds comfort without making the piece bulky. This balance of softness and structure helps the clothing stay comfortable for long hours.</p>
<h3 data-section-id="15wwrcn" data-start="1186" data-end="1226">Stitching Precision and Construction</h3>
<p data-start="1228" data-end="1720">Good stitching is what separates basic clothing from premium streetwear. In Parke and Travis Scott merch inspired designs, stitching is done with care to ensure strength and neatness. The seams are straight and tightly secured, which helps the garment last longer. Double stitching is often used in stress areas like shoulders and cuffs. This prevents tearing and keeps the clothing in shape even after repeated use. The construction feels solid, which adds confidence in the overall quality.</p>
<h3 data-section-id="20adad" data-start="1722" data-end="1756">Color Consistency and Richness</h3>
<p data-start="1758" data-end="2212">Color plays a major role in streetwear appeal. The shades used are usually deep, balanced, and consistent across the fabric. Whether it is black <span data-sheets-root="1"><a class="in-cell-link" href="https://travisscottshoes.com/" target="_blank" rel="noopener">https://travisscottshoes.com/</a></span> earth tones, or washed-out neutrals, the colors stay even without patchy areas. Good dyeing techniques ensure that the fabric does not fade quickly. Even after multiple washes, the richness of the color remains visible. This makes each piece look fresh for a longer time and keeps the design visually strong.</p>
<h3 data-section-id="nuc9m7" data-start="2214" data-end="2253">Logo Placement and Design Execution</h3>
<p data-start="2255" data-end="2694">Logos in streetwear are not just branding, they are part of the design language. In this style, logo placement is kept clean and intentional. It is often placed on the chest, sleeve, or back in a way that feels natural, not forced. The printing or embroidery is sharp and well-defined, without rough edges. This careful placement adds identity without making the clothing look overloaded. It keeps the design simple but still recognizable.</p>
<h3 data-section-id="1zmpcd" data-start="2696" data-end="2723">Fit and Shape Retention</h3>
<p data-start="2725" data-end="3146">Fit is one of the most important parts of modern streetwear. The clothing is designed to have a relaxed yet structured fit. It is not too tight or too loose, making it easy to wear in different settings. Over time, good-quality fabric helps the garment keep its shape. Sleeves do not stretch out easily, and the body section stays balanced. This long-term shape retention makes the clothing more reliable for regular use.</p>
<h3 data-section-id="1kv06xd" data-start="3148" data-end="3197">Zippers, Buttons, and Small Finishing Details</h3>
<p data-start="3199" data-end="3625">Small details often define the true quality of a piece. Zippers are smooth and strong, allowing easy movement without sticking. Buttons are securely attached and match the overall design. Even small elements like drawstrings, hems, and seams are carefully finished. These details may seem minor, but they improve both function and appearance. When everything is properly finished, the clothing feels more complete and refined.</p>
<h3 data-section-id="sjw8nv" data-start="3627" data-end="3666">Durability and Long-Term Appearance</h3>
<p data-start="3668" data-end="4110">Durability is essential for streetwear that is meant for daily wear. The materials used are selected to handle regular movement, washing, and outdoor use. Over time, the clothing keeps its structure without looking worn out too quickly. Even after months of use, the fabric remains stable and the colors stay close to their original tone. This long-term performance is important for people who want clothing that lasts beyond a single season.</p>
<h3 data-section-id="1pi0kfc" data-start="4112" data-end="4162">Overall Visual Aesthetics of Modern Streetwear</h3>
<p data-start="4164" data-end="4626">The overall look of Parke and Travis Scott merch inspired fashion is simple but strong. It focuses on clean lines, balanced proportions, and wearable designs. Nothing feels overly complicated, yet every piece has its own identity. The mix of music culture and streetwear brings a natural creative energy into the clothing. It works well in casual settings and also fits modern urban fashion trends. The final look is easy to style and always visually consistent.</p>
<h3 data-section-id="1079bb9" data-start="4628" data-end="4642">Conclusion</h3>
<p data-start="4644" data-end="5137" data-is-last-node="" data-is-only-node="">Parke and Travis Scott merch style streetwear shows how design, comfort, and quality can work together in a simple way. From fabric choice to stitching, from color depth to final finishing, every part plays a role in the final product. The focus is not only on appearance but also on long-term wearability. This makes the clothing practical for everyday use while still keeping a strong visual identity. It reflects a modern approach to fashion where detail and comfort carry equal importance.</p>
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<title>Jugendmode und moderne Fashion Statements mit Stussy Clothing</title>
<link>https://news.bangboxonline.com/Stussy</link>
<guid>https://news.bangboxonline.com/Stussy</guid>
<description><![CDATA[ Entdecke moderne Jugendmode mit Stussy Hoodies, Shirts, Jacken und Shorts für trendige Streetwear Looks in Deutschland. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a37a20ac760d.jpg" length="52414" type="image/jpeg"/>
<pubDate>Sun, 21 Jun 2026 13:38:18 +0500</pubDate>
<dc:creator>Mixed Emotion Official</dc:creator>
<media:keywords>Stussy</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Streetwear ist heute ein wichtiger Bestandteil moderner Jugendmode und beeinflusst die Art, wie junge Menschen ihren persönlichen Stil ausdrücken. Besonders in Deutschland wird urbane Fashion immer beliebter, weil sie Komfort, Kreativität und modernes Design miteinander verbindet. Stussy gehört dabei zu den bekanntesten Marken innerhalb der internationalen Streetwear-Szene und inspiriert viele junge Menschen mit entspannten und gleichzeitig stilvollen Kollektionen. Die Kleidung steht für Individualität und unterstützt moderne Fashion-Statements, die perfekt zum heutigen Lifestyle passen. Die heutige Jugendmode entwickelt sich ständig weiter und wird stark von Musik, sozialen Medien und urbaner Kultur beeinflusst. Viele junge Menschen möchten Kleidung tragen, die modern aussieht und gleichzeitig bequem bleibt. Genau deshalb sind lockere Schnitte, Oversize-Designs und hochwertige Materialien besonders gefragt. </span><a href="https://stussyhoodieu.de/"><span>Stussy</span></a><span> kombiniert all diese Elemente und schafft dadurch Outfits, die perfekt zur modernen Streetwear-Kultur passen. Besonders in deutschen Großstädten wie Berlin, Hamburg oder Köln sieht man immer häufiger junge Menschen mit lässigen Urban-Looks. Ein weiterer wichtiger Faktor ist die Vielseitigkeit moderner Streetwear. Die Kleidung kann sportlich, casual oder kreativ kombiniert werden und unterstützt dadurch unterschiedliche Stilrichtungen. Viele junge Menschen nutzen Mode heute als Ausdruck ihrer Persönlichkeit und ihres Lebensstils. Genau deshalb bleibt Stussy eine wichtige Inspirationsquelle innerhalb der modernen Jugendmode in Deutschland.</span></p>
<h2 dir="ltr"><span>Warum Stussy bei jungen Menschen in Deutschland beliebt ist?</span></h2>
<p dir="ltr"><span>Die Beliebtheit von Stussy wächst besonders bei jungen Menschen, weil die Marke moderne Trends mit entspanntem Streetwear-Stil verbindet. Viele Jugendliche und junge Erwachsene bevorzugen Kleidung, die alltagstauglich ist und gleichzeitig modisch wirkt. Genau diese Kombination macht Stussy zu einem wichtigen Teil moderner Urban Fashion in Deutschland. Besonders soziale Medien spielen eine große Rolle bei der Entwicklung aktueller Modetrends. Plattformen wie Instagram oder TikTok zeigen täglich neue Streetwear-Outfits und inspirieren junge Menschen zu kreativen Kombinationen. Stussy wird dabei häufig mit modernen Casual-Looks verbunden, weil die Kleidung vielseitig getragen werden kann und immer aktuell wirkt. Viele junge Menschen orientieren sich an Influencern und internationalen Fashion-Trends und integrieren Streetwear in ihren Alltag.</span></p>
<h2 dir="ltr"><span>Der Einfluss vom Stüssy Hoodie auf moderne Jugendmode</span></h2>
<p dir="ltr"><span>Der </span><a href="http://stussyhoodieu.de/hoodie/"><span>Stussy Hoodie</span></a><span> gehört zu den wichtigsten Kleidungsstücken moderner Streetwear und ist ein Symbol für entspannten urbanen Stil geworden. Besonders junge Menschen in Deutschland tragen Hoodies regelmäßig im Alltag, weil sie bequem, modern und vielseitig kombinierbar sind. Die Verbindung aus Komfort und stilvollem Design macht den Hoodie zu einem festen Bestandteil heutiger Jugendmode. Oversize-Hoodies sind besonders beliebt, weil sie den modernen Streetwear-Stil perfekt darstellen. Viele junge Menschen kombinieren ihre Hoodies mit weiten Jeans, Cargo-Hosen oder Sneakers, um einen entspannten Urban-Look zu schaffen. Dieser Stil wirkt modern und gleichzeitig lässig, wodurch er perfekt zum heutigen Lifestyle passt. Besonders neutrale Farben wie Schwarz, Grau oder Beige bleiben gefragt, weil sie leicht kombinierbar sind und zeitlos wirken. Auch kreative Prints und auffällige Logos spielen eine wichtige Rolle in modernen Streetwear-Outfits. Manche Menschen bevorzugen minimalistische Designs, während andere größere Grafiken und auffällige Farben wählen. Beide Varianten gehören zu den aktuellen Modetrends und zeigen die Vielseitigkeit moderner Jugendmode. Dadurch bleibt der Stussy Hoodie ein wichtiges Symbol urbaner Fashion-Kultur.</span></p>
<h2 dir="ltr"><span>Urbaner Lifestyle mit dem Stüssy Sweatshirt</span></h2>
<p dir="ltr"><span>Das Stussy Sweatshirt gehört ebenfalls zu den wichtigsten Essentials moderner Streetwear und unterstützt zahlreiche aktuelle Fashion-Trends. Sweatshirts bieten eine perfekte Kombination aus Komfort und Stil und werden deshalb von vielen jungen Menschen in Deutschland bevorzugt. Besonders im Alltag sorgen sie für entspannte und gleichzeitig moderne Outfits. Die heutige Jugendmode setzt stark auf lockere Schnitte und bequeme Kleidung. Genau deshalb sind Oversize-Sweatshirts besonders beliebt. Viele junge Menschen kombinieren Sweatshirts mit Jacken oder weiten Hosen, um einen typischen Streetwear-Look zu schaffen. Dieser Stil wirkt urban und modern und passt perfekt zur heutigen Streetwear-Kultur. Auch die Designs der Sweatshirts spielen eine wichtige Rolle. Schlichte Modelle mit kleinen Logos wirken minimalistisch und zeitlos, während größere Prints oder kreative Grafiken den Outfits mehr Ausdruck verleihen. Besonders in Deutschland bevorzugen viele junge Menschen moderne Casual-Looks, die einfach tragbar bleiben und trotzdem modisch wirken. Das Stussy Sweatshirt bleibt deshalb ein wichtiger Bestandteil urbaner Jugendmode.</span></p>
<h2 dir="ltr"><span>Sommerliche Streetwear Trends mit dem Stussy T-Shirt</span></h2>
<p dir="ltr"><span>Das Stussy T-Shirt gehört zu den beliebtesten Kleidungsstücken moderner Sommermode und spielt eine große Rolle innerhalb aktueller Streetwear-Trends. Besonders junge Menschen tragen T-Shirts täglich, weil sie leicht, bequem und vielseitig kombinierbar sind. Die modernen Designs und hochwertigen Stoffe machen die Shirts besonders attraktiv für urbane Fashion-Looks. Viele aktuelle Trends basieren auf lockeren Passformen und minimalistischen Outfits. Genau deshalb passen Stussy T-Shirts perfekt zu moderner Jugendmode. Einige Modelle besitzen schlichte Logos und neutrale Farben, während andere kreative Prints oder auffällige Grafiken zeigen. Beide Stilrichtungen gehören zu den wichtigsten Entwicklungen innerhalb heutiger Streetwear. Besonders beliebt ist die Kombination aus T-Shirts und lockeren Jeans oder modernen Shorts. Sneakers und Caps ergänzen den urbanen Stil und sorgen dafür, dass die Outfits noch moderner wirken. Viele junge Menschen in Deutschland orientieren sich an internationalen Fashion-Trends und integrieren Streetwear in ihren Alltag. Dadurch bleibt das Stussy T-Shirt ein wichtiger Teil moderner Sommermode.</span></p>
<h2 dir="ltr"><span>Moderne Winterlooks mit der Stüssy Jacke</span></h2>
<p dir="ltr"><span>Auch in den kalten Monaten bleibt Streetwear ein wichtiger Bestandteil moderner Jugendmode. Die Stussy Jacke verbindet Funktionalität mit urbanem Stil und gehört deshalb zu den beliebtesten Kleidungsstücken innerhalb moderner Streetwear-Kollektionen. Viele junge Menschen möchten warme Kleidung tragen, ohne dabei auf trendige Designs zu verzichten. Besonders Oversize-Jacken und moderne Puffer-Modelle gehören zu den wichtigsten Trends innerhalb urbaner Wintermode. Viele Menschen kombinieren ihre Jacken mit Hoodies oder Sweatshirts, um einen entspannten Layering-Look zu schaffen. Dieser Stil wirkt modern und gleichzeitig praktisch, weshalb er besonders in deutschen Großstädten sehr beliebt ist. Die hochwertigen Materialien sorgen zusätzlich dafür, dass die Jacken langlebig und angenehm zu tragen bleiben. Viele junge Käufer achten heute stärker auf Qualität und Komfort, weshalb funktionale Designs eine wichtige Rolle spielen. Stussy erfüllt diese Anforderungen durch moderne Stoffe und stilvolle Streetwear-Elemente. Dadurch bleibt die Stussy Jacke ein wichtiger Bestandteil moderner Jugendmode.</span></p>
<h2 dir="ltr"><span>Entspannte Sommer Outfits mit Stussy Shorts</span></h2>
<p dir="ltr"><span>Im Sommer bevorzugen viele junge Menschen leichte Kleidung, die bequem ist und gleichzeitig modern aussieht. Genau deshalb gehören Stussy Shorts zu den wichtigsten Trends der warmen Jahreszeit. Die lockeren Schnitte und urbanen Designs passen perfekt zur heutigen Streetwear-Kultur und schaffen entspannte Casual-Looks. Viele Menschen kombinieren Shorts mit einem T-Shirt oder Hoodie, um moderne Streetwear-Outfits zu kreieren. Besonders neutrale Farben wie Schwarz, Weiß oder Grau bleiben beliebt, weil sie leicht kombinierbar sind und zeitlos wirken. Gleichzeitig gewinnen auffällige Farben und kreative Muster immer mehr Aufmerksamkeit innerhalb moderner Jugendmode. Ein weiterer Vorteil von Stussy Shorts ist der hohe Komfort. Die leichten Materialien sorgen dafür, dass die Kleidung auch an warmen Tagen angenehm bleibt. Viele junge Menschen tragen Shorts nicht nur im Urlaub oder beim Sport, sondern auch im Alltag in der Stadt. Dadurch bleiben sie ein wichtiger Bestandteil moderner Sommermode in Deutschland.</span></p>
<h2 dir="ltr"><span>Die Zukunft moderner Jugendmode mit Stüssy</span></h2>
<p dir="ltr"><span>Die moderne Streetwear-Welt entwickelt sich ständig weiter, doch Stussy bleibt weiterhin eine der wichtigsten Marken innerhalb urbaner Fashion. Die Kombination aus hochwertigen Materialien, entspannten Designs und modernen Trends sorgt dafür, dass die Marke langfristig relevant bleibt. Besonders junge Menschen in Deutschland interessieren sich für Kleidung, die Komfort und Individualität miteinander verbindet. Streetwear ist heute mehr als nur ein Modetrend. Viele Menschen sehen urbane Fashion als Teil ihres Lebensstils und nutzen Kleidung, um ihre Persönlichkeit auszudrücken. Genau deshalb bleibt Stussy so erfolgreich. Die Marke bietet vielseitige Kollektionen, die unterschiedliche Stilrichtungen unterstützen und moderne Fashion-Statements ermöglichen. Auch in Zukunft werden Oversize-Schnitte, hochwertige Stoffe und kreative Designs eine wichtige Rolle innerhalb der Streetwear-Szene spielen. Stussy wird deshalb weiterhin einen großen Einfluss auf internationale Jugendmode haben und viele Menschen in Deutschland inspirieren. Die Marke zeigt, wie moderne Streetwear gleichzeitig entspannt, stilvoll und zeitlos bleiben kann.</span></p>]]> </content:encoded>
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<title>Rajabandot Membawa Pengalaman Digital yang Modern</title>
<link>https://news.bangboxonline.com/rajabandot-membawa-pengalaman-digital-yang-modern</link>
<guid>https://news.bangboxonline.com/rajabandot-membawa-pengalaman-digital-yang-modern</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="52414" type="image/jpeg"/>
<pubDate>Sun, 21 Jun 2026 10:43:50 +0500</pubDate>
<dc:creator>Ateeb Khatri</dc:creator>
<media:keywords></media:keywords>
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<p data-start="256" data-end="667">Perkembangan teknologi telah mengubah cara masyarakat menikmati hiburan secara online. Rajabandot hadir sebagai salah satu platform yang menawarkan pengalaman digital yang praktis, modern, dan mudah diakses oleh berbagai kalangan. Dengan tampilan yang sederhana dan sistem yang responsif, platform ini berhasil menarik perhatian banyak pengguna yang mencari hiburan berkualitas melalui perangkat digital mereka.</p>
<p data-start="669" data-end="989">Di tengah persaingan dunia digital yang semakin ketat, <a href="https://groups.google.com/g/rajabandots/c/Q-HizHeSbUI">rajabandot macau</a> terus berupaya memberikan layanan yang nyaman dan efisien. Pengguna dapat mengakses platform ini kapan saja tanpa harus menghadapi proses yang rumit. Kemudahan tersebut menjadi salah satu alasan mengapa popularitasnya terus meningkat dari waktu ke waktu.</p>
<h2 data-section-id="x6vqon" data-start="991" data-end="1047">Keunggulan Rajabandot yang Menarik Perhatian Pengguna</h2>
<p data-start="1049" data-end="1296">Salah satu daya tarik utama Rajabandot adalah kemampuannya menghadirkan pengalaman yang cepat dan stabil. Pengguna modern menginginkan platform yang mampu bekerja dengan baik di berbagai perangkat, baik melalui komputer, tablet, maupun smartphone.</p>
<p data-start="1298" data-end="1518">Selain itu, antarmuka yang dirancang secara sederhana membuat pengguna baru dapat beradaptasi dengan mudah. Navigasi yang jelas membantu setiap orang menemukan fitur yang mereka butuhkan tanpa memerlukan waktu yang lama.</p>
<p data-start="1520" data-end="1723">Rajabandot juga terus melakukan pembaruan agar tetap relevan dengan kebutuhan pengguna masa kini. Inovasi yang berkelanjutan menjadi salah satu faktor penting yang membuat platform ini semakin dipercaya.</p>
<h2 data-section-id="12767oi" data-start="1725" data-end="1764">Pengalaman Digital yang Lebih Nyaman</h2>
<p data-start="1766" data-end="1966">Kenyamanan menjadi aspek yang sangat diperhatikan dalam pengembangan Rajabandot. Platform ini berusaha menciptakan lingkungan digital yang aman, cepat, dan mendukung aktivitas pengguna secara optimal.</p>
<p data-start="1968" data-end="2153">Kecepatan akses menjadi nilai tambah yang memberikan pengalaman lebih baik. Dengan sistem yang telah dioptimalkan, pengguna dapat menikmati berbagai layanan tanpa gangguan yang berarti.</p>
<p data-start="2155" data-end="2383">Selain itu, kompatibilitas dengan berbagai perangkat membuat pengguna tidak perlu khawatir saat berpindah dari satu perangkat ke perangkat lainnya. Fleksibilitas ini memberikan kebebasan dalam menikmati layanan sesuai kebutuhan.</p>
<h2 data-section-id="1gfdx8n" data-start="2385" data-end="2439">Teknologi Modern yang Mendukung Performa Rajabandot</h2>
<p data-start="2441" data-end="2619">Pemanfaatan teknologi modern menjadi salah satu fondasi utama dalam perkembangan Rajabandot. Sistem yang terus diperbarui membantu menjaga kualitas layanan agar tetap kompetitif.</p>
<p data-start="2621" data-end="2803">Penggunaan teknologi yang tepat juga berkontribusi terhadap stabilitas platform. Hal ini penting karena pengguna menginginkan akses yang cepat dan pengalaman yang lancar setiap saat.</p>
<p data-start="2805" data-end="3009">Dengan dukungan infrastruktur digital yang baik, Rajabandot mampu mempertahankan performa yang konsisten. Inilah yang membuat banyak pengguna merasa nyaman untuk terus menggunakannya dalam jangka panjang.</p>
<h2 data-section-id="orglpu" data-start="3011" data-end="3048">Alasan Rajabandot Semakin Diminati</h2>
<p data-start="3050" data-end="3210">Popularitas Rajabandot tidak terjadi secara instan. Ada berbagai faktor yang membuat platform ini terus berkembang dan mendapatkan perhatian masyarakat digital.</p>
<p data-start="3212" data-end="3396">Kemudahan penggunaan menjadi alasan utama yang sering disebut oleh para pengguna. Selain itu, desain yang modern dan sistem yang responsif juga memberikan nilai tambah yang signifikan.</p>
<p data-start="3398" data-end="3617">Di era yang serba cepat seperti sekarang, masyarakat lebih menyukai platform yang praktis dan efisien. Rajabandot berhasil menjawab kebutuhan tersebut dengan menghadirkan layanan yang mudah diakses kapan pun diperlukan.</p>
<h2 data-section-id="tvk2xb" data-start="3619" data-end="3660">Masa Depan Rajabandot di Dunia Digital</h2>
<p data-start="3662" data-end="3877">Perkembangan dunia digital diperkirakan akan terus meningkat dalam beberapa tahun ke depan. Rajabandot memiliki peluang besar untuk terus berkembang dengan menghadirkan inovasi yang sesuai dengan kebutuhan pengguna.</p>
<p data-start="3879" data-end="4156">Fokus pada kenyamanan, teknologi, dan pengalaman pengguna menjadi modal penting untuk mempertahankan pertumbuhan yang positif. Dengan terus beradaptasi terhadap perubahan tren digital, Rajabandot berpotensi menjadi salah satu platform yang semakin dikenal oleh masyarakat luas.</p>
<p data-start="4158" data-end="4409" data-is-last-node="" data-is-only-node="">Ke depannya, kualitas layanan dan pembaruan teknologi akan menjadi faktor utama yang menentukan keberhasilan sebuah platform digital. Rajabandot memiliki kesempatan untuk terus membangun reputasi yang baik melalui inovasi dan pelayanan yang konsisten.</p>
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<title>Clothing That Feels Right Psychologically Can Transform Confidence</title>
<link>https://news.bangboxonline.com/clothing-that-feels-right-psychologically-can-transform-confidence</link>
<guid>https://news.bangboxonline.com/clothing-that-feels-right-psychologically-can-transform-confidence</guid>
<description><![CDATA[ You&#039;ve felt it - some clothes feel like you, and some don&#039;t. Here&#039;s the science, psychology, and philosophy behind why certain clothes feel exactly right on your body, and how to build a wardrobe that keeps feeling that way. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a36dc1d076d0.jpg" length="18887" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 23:33:09 +0500</pubDate>
<dc:creator>Unalienable Right</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="ds-markdown-paragraph"><strong><span class="">When your outfit aligns with your inner truth, it changes everything—here’s why premium apparel is more than just fabric.</span></strong></p>
<p class="ds-markdown-paragraph"><span class="">We’ve all had that moment. You slip on a particular shirt, jacket, or pair of jeans, and suddenly, you stand taller. Your shoulders relax. Your voice finds its steady ground. It’s not magic—it’s the psychological weight of<span> </span></span><strong><span class="">clothing that feels right psychologically</span></strong><span class="">, a phenomenon backed by science and felt by anyone who’s ever worn an outfit that made them feel invincible.</span></p>
<p class="ds-markdown-paragraph"><span class="">In a world of fast fashion and fleeting trends, the clothes we choose are rarely just about covering up. They are armor, identity, and daily affirmation. This is why the modern movement toward premium, limited-edition apparel isn't just about exclusivity; it’s about reconnecting with what makes us feel authentically powerful.</span></p>
<h2><span class="">The Psychology Behind Your Wardrobe</span></h2>
<p class="ds-markdown-paragraph"><span class="">Enclothed cognition is the scientific term for how our clothes influence our mental processes. When you wear something that holds personal meaning, quality, or a message you deeply believe in, your brain shifts. Confidence isn’t just a feeling; it’s a response to the signals you send yourself.</span></p>
<p class="ds-markdown-paragraph"><span class="">This is where the concept of<span> </span></span><strong><span class="">clothing that feels right psychologically</span></strong><span class=""><span> </span>comes into play. It’s not about chasing logos or price tags. It’s about the emotional resonance of the garment. Does it fit your values? Does it reflect your resilience? Does it remind you of what you stand for?</span></p>
<p class="ds-markdown-paragraph"><span class="">Think about it:</span></p>
<ul>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Quality materials</span></strong><span class=""><span> </span>send a signal that you value yourself.</span></p>
</li>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Purpose-driven design</span></strong><span class=""><span> </span>reminds you that you belong to a community of like-minded individuals.</span></p>
</li>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">A limited-edition piece</span></strong><span class=""><span> </span>carries the weight of a choice—you didn’t settle for the masses; you chose what spoke to you.</span></p>
</li>
</ul>
<h2><span class="">More Than Fabric: The Message You Wear</span></h2>
<p class="ds-markdown-paragraph"><span class="">Today’s discerning consumer is looking for something deeper than a basic tee. They are looking for a declaration. The modern wardrobe is a canvas for identity, and for many, that identity is rooted in core principles.</span></p>
<p class="ds-markdown-paragraph"><span class="">Consider the weight of wearing a brand that understands the importance of individual sovereignty and self-determination. The choice to wear<span> </span></span><strong><span class="">clothing that feels right psychologically</span></strong><span class=""><span> </span>often mirrors the choice to live by your own terms. This is the ethos behind a rising tide of premium apparel that stands for something tangible—like the foundational belief in your own<span> </span></span><strong><span class="">Unalienable Rights</span></strong><span class="">.</span></p>
<p class="ds-markdown-paragraph"><em><span class="">These aren't just words on a shirt; they are a daily commitment to yourself.</span></em><span class=""><span> </span>When you dress in a way that aligns with your internal compass, you’re not just styling an outfit; you’re reinforcing a mindset. You are claiming your space in the world with every step you take.</span></p>
<h2><span class="">Why “Less is More” is a Mindset</span></h2>
<p class="ds-markdown-paragraph"><span class="">In the age of "more is more," choosing a curated, limited-edition wardrobe is a radical act of self-respect. When you know that only a select number of pieces exist, you’re not just buying a product; you’re acquiring a piece of a story.</span></p>
<ul>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Limited supply</span></strong><span class=""><span> </span>increases the emotional value of the item.</span></p>
</li>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Exclusivity</span></strong><span class=""><span> </span>fosters a sense of belonging to an elite community of thinkers.</span></p>
</li>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Intentionality</span></strong><span class=""><span> </span>forces you to choose items that genuinely represent you, rather than impulse buys that end up in the back of the closet.</span></p>
</li>
</ul>
<p class="ds-markdown-paragraph"><span class="">This conscious consumption is a direct path to<span> </span></span><strong><span class="">clothing that feels right psychologically</span></strong><span class="">. It removes the noise of overconsumption and leaves you with a wardrobe that acts as a carefully curated museum of your identity.</span></p>
<h2><span class="">How to Cultivate a Transformative Wardrobe</span></h2>
<p class="ds-markdown-paragraph"><span class="">If you’re ready to align your external appearance with your internal truth, consider these steps:</span></p>
<ol start="1">
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Audit Your Closet</span></strong><span class=""><span> </span>– Remove anything that doesn’t make you feel confident. If you feel “meh” about it, donate it.</span></p>
</li>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Identify Your Core Values</span></strong><span class=""><span> </span>– What do you stand for? What makes you proud? Your clothes should be a reflection of that.</span></p>
</li>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Prioritize Quality Over Quantity</span></strong><span class=""><span> </span>– Invest in pieces that are durable, well-fitted, and ethically made. The feel of the fabric against your skin is the first conversation you have with yourself in the morning.</span></p>
</li>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Seek Meaning</span></strong><span class=""><span> </span>– Look for brands that tell a story.<span> </span></span><em><span class="">Why</span></em><span class=""><span> </span>was this made?<span> </span></span><em><span class="">Who</span></em><span class=""><span> </span>is it for? Does it align with your worldview?</span></p>
</li>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Embrace the “First” Mindset</span></strong><span class=""><span> </span>– Join a community that prioritizes early access and loyalty. When you are "first," you are making a choice before the hype dictates it. This proactive mindset breeds confidence.</span></p>
</li>
</ol>
<h2><span class="">The Intersection of Style and Sovereignty</span></h2>
<p class="ds-markdown-paragraph"><span class="">The most powerful accessory you can wear is a clear sense of self. When you choose apparel that resonates with the concept of freedom and self-governance, you are making a powerful statement. This is about more than looking good—it’s about feeling legitimate in your own skin.</span></p>
<p class="ds-markdown-paragraph"><span class="">There is a specific power in wearing something that reminds you of your inherent worth. It’s a subtle, daily affirmation that you are in control of your narrative. This is why a brand that emphasizes the importance of your<span> </span></span><strong><span class="">Unalienable Rights</span></strong><span class=""><span> </span>is more than just a clothing label—it’s a lifestyle amplifier. It is a tool to help you project the confidence that comes from knowing who you are.</span></p>
<p class="ds-markdown-paragraph"><span class="">By choosing apparel that acts as a physical reminder of your values, you are practicing self-affirmation. You are taking action to build the reality you want to live in.</span></p>
<h2><span class="">Action Over Words: Wearing Your Truth</span></h2>
<p class="ds-markdown-paragraph"><span class="">It’s easy to talk about confidence. It’s harder to build it. But here is a small, actionable way to start: choose your outfit tomorrow with the same intention you would choose a professional tool. Ask yourself:</span></p>
<ul>
<li>
<p class="ds-markdown-paragraph"><span class="">Does this piece empower me to speak up?</span></p>
</li>
<li>
<p class="ds-markdown-paragraph"><span class="">Does this feel like a physical representation of my strength?</span></p>
</li>
<li>
<p class="ds-markdown-paragraph"><span class="">Would I feel ready to face any challenge in this?</span></p>
</li>
</ul>
<p class="ds-markdown-paragraph"><span class="">If you can answer yes, you have found<span> </span></span><a href="https://unalienablerights.com/blog/why-some-clothes-feel-right-and-others-dont"><strong><span class="">clothing that feels right psychologically</span></strong></a><span class="">. This is the secret to a life lived with presence. You aren’t just getting dressed; you are preparing for the world.</span></p>
<h2><span class="">Conclusion: The Fabric of Confidence</span></h2>
<p class="ds-markdown-paragraph"><span class="">Your wardrobe is a reflection of your mindset. By shifting your focus from quantity to quality, and from trends to timeless values, you reclaim the power of your appearance. The right clothing doesn't just make you look successful—it makes you feel successful.</span></p>
<p class="ds-markdown-paragraph"><span class="">Remember, you have the<span> </span></span><strong><span class="">Unalienable Rights</span></strong><span class=""><span> </span>to freedom, to self-expression, and to the pursuit of your own happiness. These rights aren't passive; they require you to step forward and claim them. Start each day by dressing not for the world, but for the person you are and the person you are becoming.</span></p>
<p class="ds-markdown-paragraph"><span class="">When you choose apparel that aligns with your soul, you unlock a level of confidence that is both undeniable and unshakeable. Because the best thing you can wear is the truth of who you are.</span></p>
<p class="ds-markdown-paragraph"></p>]]> </content:encoded>
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<title>3D Framed Wall Art EMU: Transform Your Space with Rusted By Design’s Stunning Metal Creations</title>
<link>https://news.bangboxonline.com/3d-framed-wall-art-emu-transform-your-space-with-rusted-by-designs-stunning-metal-creations</link>
<guid>https://news.bangboxonline.com/3d-framed-wall-art-emu-transform-your-space-with-rusted-by-designs-stunning-metal-creations</guid>
<description><![CDATA[ Make a statement with 3D framed EMU wall art crafted from corten steel. Featuring intricate detailing and depth, this unique Australian-inspired piece adds character and texture to any indoor or outdoor space. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a36c8ce1d2b1.jpg" length="149840" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 22:08:07 +0500</pubDate>
<dc:creator>Rustedbydesign</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">If your walls feel uninspiring, outdated, or simply lacking personality, now is the time to make a dramatic change. The demand for<span> </span><a href="https://rustedbydesign.com/products/detailed-emu-head-wall-art-corten-steel"><strong>3D framed wall art EMU</strong></a><span> </span>designs is skyrocketing, and homeowners, interior designers, and business owners across Australia are discovering the incredible impact that premium metal artwork can have on any environment. At<span> </span>Rusted By Design, every piece is crafted to captivate, impress, and become the centerpiece of any room.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Why settle for ordinary décor when you can own a breathtaking statement piece that instantly commands attention?</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Rising Popularity of 3D Framed Wall Art EMU</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">There is something undeniably powerful about Australian wildlife-inspired artwork. The emu, one of Australia’s most iconic native animals, symbolizes resilience, strength, and connection to the land. A<span> </span>3D framed wall art EMU<span> </span>piece captures these qualities while adding depth, texture, and visual interest that traditional flat artwork simply cannot achieve.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Unlike standard wall decorations, three-dimensional framed metal artwork creates a striking illusion of movement and realism. Every angle reveals new details, making the artwork feel alive and dynamic. Whether displayed in a living room, office, hallway, outdoor entertaining area, or commercial setting, a beautifully crafted emu design creates an unforgettable impression.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Rusted By Design, these unique creations are designed to stand out from the crowd, helping property owners achieve a premium and sophisticated aesthetic with minimal effort.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Metal Wall Art Is Taking Australia by Storm</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The growing demand for<span> </span>metal wall art australia<span> </span>reflects a shift toward durable, meaningful, and visually stunning home décor solutions. Australians are increasingly moving away from mass-produced decorations and investing in handcrafted pieces that tell a story.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Metal artwork offers several remarkable advantages:</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Exceptional Durability</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Unlike canvas prints, posters, or wooden decorations, metal art is built to last. Rusted By Design creates pieces that maintain their beauty for years, making them a worthwhile investment for both indoor and outdoor spaces.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Unique Visual Impact</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The dimensional qualities of<span> </span>3D framed wall art EMU<span> </span>designs create shadows, highlights, and depth that continuously change throughout the day. This interactive visual experience keeps the artwork fresh and engaging.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Distinctly Australian Character</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many homeowners are searching for décor that reflects Australia's unique culture and natural heritage. The popularity of<span> </span><a href="https://rustedbydesign.com/products/detailed-emu-head-wall-art-corten-steel"><strong>metal wall art australia</strong></a><span> </span>continues to grow because it celebrates iconic wildlife, landscapes, and themes that resonate deeply with Australians.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Low Maintenance Appeal</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Busy homeowners appreciate décor that looks extraordinary without requiring constant upkeep. Metal wall art offers long-lasting beauty with minimal maintenance.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Rusted By Design Difference</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Not all metal artwork is created equal. What separates Rusted By Design from ordinary décor suppliers is an unwavering commitment to quality, craftsmanship, and originality.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Each<span> </span>3D framed wall art EMU<span> </span>piece is carefully designed to achieve maximum visual impact. Precision cutting, artistic detailing, and expert finishing techniques combine to create a masterpiece that instantly elevates any space.</span></p>
<p class="isSelectedEnd" style="text-align: center;"><span style="font-size: 14pt;"><img src="http://justpaste.me/upload/20260620/20c4-67ea2a8a3289b866b76c7cd9ec99/rn-image_picker_lib_temp_a4813114-22be-4c75-a294-b4879be08d6a.jpg" alt="" width="452" height="580"></span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Customers consistently choose Rusted By Design because they want more than decoration—they want conversation starters, focal points, and memorable works of art.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The moment guests enter a room featuring one of these stunning metal creations, attention naturally shifts toward the artwork. It becomes an instant talking point and a reflection of the owner's distinctive taste.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Create an Unforgettable First Impression</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">First impressions matter more than ever. Whether you're welcoming visitors into your home, impressing clients in a commercial environment, or enhancing a hospitality venue, striking artwork can dramatically influence how a space is perceived.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A premium<span> </span>3D framed wall art EMU<span> </span>installation delivers immediate visual impact. The intricate design, dimensional structure, and artistic craftsmanship create a bold statement that cannot be ignored.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For businesses, this can enhance brand image and create a more memorable customer experience. For homeowners, it offers a simple yet powerful way to express personality and style.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Perfect Gift for Art Lovers and Australian Wildlife Enthusiasts</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Finding a meaningful gift can be challenging. Fortunately,<span> </span>3D framed wall art EMU<span> </span>pieces provide a unique solution that combines artistry, symbolism, and lasting value.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether celebrating a housewarming, anniversary, birthday, retirement, or special milestone, metal artwork from Rusted By Design offers something far more memorable than conventional gifts.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Recipients receive a handcrafted piece that can be proudly displayed and admired for years to come.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Now Is the Best Time to Invest</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The popularity of<span> </span>metal wall art australia<span> </span>continues to surge as more people seek premium décor solutions that combine beauty and durability. As demand grows, unique handcrafted designs become increasingly sought after.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Waiting too long can mean missing the opportunity to secure a truly distinctive piece that perfectly complements your space. The most eye-catching designs often attract significant attention from buyers who understand the value of exceptional craftsmanship.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Now is the ideal time to transform plain walls into extraordinary visual showcases.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Elevate Your Space with Rusted By Design</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Your walls represent some of the largest visual surfaces in your home or business. Leaving them empty or decorating them with generic artwork means missing an incredible opportunity to create impact, personality, and style.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">A premium<span> </span>3D framed wall art EMU<span> </span>piece from<span> </span><a href="https://rustedbydesign.com/"><strong>Rusted By Design</strong></a><span> </span>delivers stunning aesthetics, exceptional craftsmanship, and unmistakable Australian character. Combined with the enduring appeal of<span> </span>metal wall art australia, these remarkable creations offer a decorating solution that is both timeless and unforgettable.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:- <a href="https://rustedbydesign.com/products/emu-head-wall-art-corten-steel"><strong>Emu Head Wall Art</strong></a></span></p>]]> </content:encoded>
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<title>Nearshore Call Center Solutions: The Operational Capabilities That Drive Long&#45;Term CX Success</title>
<link>https://news.bangboxonline.com/nearshore-call-center-solutions-the-operational-capabilities-that-drive-long-term-cx-success</link>
<guid>https://news.bangboxonline.com/nearshore-call-center-solutions-the-operational-capabilities-that-drive-long-term-cx-success</guid>
<description><![CDATA[ Discover the essential operational capabilities of nearshore call center solutions that eliminate communication gaps, optimize data workflows, and drive customer retention. ]]></description>
<enclosure url="" length="149840" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 18:20:14 +0500</pubDate>
<dc:creator>imchrismartinez26</dc:creator>
<media:keywords>customer support service, nearshore call center, nearshore bpo service, customer engagement services</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>In a highly competitive digital marketplace, consumer loyalty is no longer sustained solely by product features or pricing architectures. As customer journeys become increasingly multi-channel and sophisticated, a brand's actual market value is heavily defined by the fluid efficiency of its frontline support channels. When corporate operations leaders evaluate customer service models, they frequently look to balance fiscal responsibility with uncompromised resolution quality. To achieve this balance, forward-thinking organizations are prioritizing specialized</span><a href="https://www.skycomcallcenter.com/services/nearshore-call-center/"><span> </span><span>nearshore call center solutions</span></a><span> to establish lean, agile, and deeply resilient customer experience (CX) environments.</span></p>
<p dir="ltr"><span>Relying on traditional offshore vendors located halfway across the globe introduces significant structural challenges, including extreme time-zone disparities, rigid script reliance, and noticeable cultural disconnects. When a support operation treats customer care like an undifferentiated, high-volume transaction, first-contact resolution (FCR) rates drop, effort scores skyrocket, and the user experience fractures. To protect brand reputation and maximize customer lifetime value (LTV), enterprise leaders must demand sophisticated operational capabilities built around deep data synchronization, native conversational agility, and real-time management visibility.</span></p>
<h4 dir="ltr"><span>Real-Time Temporal Alignment: Eliminating Collaboration Lags in Live Operations</span></h4>
<p dir="ltr"><span>The primary constraint of legacy offshore outsourcing frameworks is the geographic and temporal separation between the core corporate team and the external vendor. When customer care channels operate on a twelve-hour time difference, real-time communication, agile training updates, and critical system monitoring loops become highly disjointed. This lag delays emergency hotfixes, isolates frontline agents from product engineering rollouts, and slows down operational agility.</span></p>
<p dir="ltr"><span>Transitioning to an aligned nearshore model eliminates this friction by matching support workflows directly with North American business hours. This geographical proximity allows customer service managers to integrate external operations seamlessly into daily corporate workflows, real-time Slack channels, and live quality monitoring sessions. As emphasized in</span><a href="https://www.mckinsey.com/capabilities/growth-marketing-and-sales/our-insights"><span> </span><span>McKinsey &amp; Company’s insights on growth and sales dynamics</span></a><span>, building organizational resilience and maintaining immediate operational transparency are the absolute catalysts for sustaining enterprise value and adapting to sudden market shifts.</span></p>
<h4 dir="ltr"><span>Talent Stability: Overcoming Attrition Bottlenecks to Preserve System Knowledge</span></h4>
<p dir="ltr"><span>A persistent hurdle within domestic call center management is the accelerating cost and volatility of talent acquisition. High personnel turnover forces managers into a perpetual cycle of hiring and onboarding, which naturally leads to inconsistent resolution quality, longer hold times, and a sharp drop in customer satisfaction (CSAT) scores.</span></p>
<p dir="ltr"><span>Strategic nearshore infrastructures protect brands from this operational instability by tapping into highly competitive, urban talent pools where customer engagement is treated as a professional, long-term career path. Organizations can leverage this structural durability through an optimized</span><a href="https://www.google.com/search?q=https://www.skycomcallcenter.com/blog/saas-support-strategy-managing-high-attrition-through-nearshore-stability/"><span> </span><span>SaaS support strategy designed to manage high attrition</span></a><span>. This collaborative model ensures that specialized product knowledge is thoroughly documented, preserved, and scaled. Insulating customer care teams from the disruptive chaos of domestic labor volatility ensures that consumers interact with experienced professionals who understand your brand guidelines inside and out.</span></p>
<h4 dir="ltr"><span>Unified Architectures: Eliminating Friction via Cross-Platform Automation</span></h4>
<p dir="ltr"><span>A frequent structural gap in standard customer service delivery is the fragmentation of data across disconnected enterprise platforms. If an agent is forced to manually bridge legacy software systems—switching between isolated ticketing portals, external database mirrors, and core customer relationship management (CRM) software—processing times skyrocket and data input errors multiply. Consumers should never have to endure long hold times or repeat their account histories because an external agent lacks real-time system visibility.</span></p>
<p dir="ltr"><span>Overcoming these data barriers requires a partner that utilizes intelligent process automation to sync workflows seamlessly across front-office channels and back-office execution layers. Utilizing an intelligent</span><a href="https://www.skycomcallcenter.com/blog/ai-technology/hyperautomation-back-office-automation-bpo/"><span> </span><span>hyperautomation framework in back-office BPO</span></a><span> allows customer interaction history to move instantly and securely across all enterprise applications. This real-time visibility eliminates administrative friction, removes repetitive information retrieval, and empowers agents to deliver context-aware, personalized resolutions that respect the consumer's time.</span></p>
<h4 dir="ltr"><span>Advanced Quality Analytics: Driving Continuous Operational Intelligence</span></h4>
<p dir="ltr"><span>To capture the full value of external communication investments, companies must move away from legacy, random call sampling models. Relying on basic manual auditing means corporate leadership teams remain blind to broader consumer sentiments, compliance anomalies, and emerging operational bottlenecks. True operational excellence relies on a commitment to continuous, automated diagnostic data structures.</span></p>
<p dir="ltr"><span>By embedding advanced analytics platforms within your customer care workflows, management teams can capture deep, actionable insights continuously. When these automated diagnostics combine with</span><a href="https://www.skycomcallcenter.com/blog/uncategorized/ai-qms-call-center-solutions-get-strategic-business-intelligence/"><span> </span><span>advanced analytics and real-time quality monitoring</span></a><span>, they can spot specific trends—such as localized billing confusion or recurring product inquiries—and address them before they trigger widespread complaints. A comprehensive</span><a href="https://www.deloitte.com/us/en/pages/operations/articles/monetizing-the-contact-center.html"><span> </span><span>Deloitte analysis on contact center optimization</span></a><span> confirms that modern customer care operations must utilize these advanced data frameworks to successfully transform traditional cost centers into proactive customer retention engines.</span></p>
<h4 dir="ltr"><span>Conclusion: Elevating Brand Equity via Seamless Nearshore Integration</span></h4>
<p dir="ltr"><span>Ultimately, achieving long-term CX success requires shifting your focus from short-term transactional savings to comprehensive operational value creation. The path forward for modern corporate leaders lies in partnering with an integrated nearshore ecosystem that respects data sovereignty, actively resolves technical friction, and treats each customer touchpoint with genuine conversational empathy. By resolving back-office bottlenecks and embedding native bilingual specialists within identical time zones, organizations can confidently scale their customer engagement footprint. This solution-oriented transition successfully converts every service interaction into a seamless brand experience, securing long-term customer loyalty and unlocking sustainable growth.</span></p>
<p></p>]]> </content:encoded>
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<item>
<title>Planning a Commercial Garage Door Installation in Castle Rock, CO? Read This First</title>
<link>https://news.bangboxonline.com/planning-a-commercial-garage-door-installation-in-castle-rock-co-read-this-first</link>
<guid>https://news.bangboxonline.com/planning-a-commercial-garage-door-installation-in-castle-rock-co-read-this-first</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a368f06347cd.jpg" length="125240" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 18:01:50 +0500</pubDate>
<dc:creator>Pop&apos;s Garage</dc:creator>
<media:keywords>Commercial Garage Door Installation, Pops Garage Door Service</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>When it comes to running a successful business, every part of your facility matters—including your garage doors. Whether you operate a warehouse, distribution center, automotive shop, storage facility, or manufacturing plant, choosing the right commercial garage door is an investment that impacts security, efficiency, and daily operations.</span></p>
<p dir="ltr"><span>If you're considering a Commercial Garage Door Installation in Castle Rock, CO, there are several important factors to think about before making a decision. The right garage door can improve workflow, reduce maintenance costs, and enhance the appearance of your property. On the other hand, choosing the wrong system can lead to frequent repairs, safety concerns, and unexpected expenses.</span></p>
<p dir="ltr"><span>Before you move forward with your project, here’s everything you should know.</span></p>
<h2 dir="ltr"><span>Why Commercial Garage Door Installation Matters</span></h2>
<p dir="ltr"><span>Commercial garage doors are very different from residential garage doors. They are designed to handle heavier usage, larger openings, and increased security demands. In many businesses, garage doors are opened and closed dozens—or even hundreds—of times each week.</span></p>
<p dir="ltr"><span>A properly installed commercial garage door offers several advantages:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Enhanced security for equipment and inventory</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved operational efficiency</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better energy efficiency</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increased employee safety</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Professional appearance for customers and clients</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Long-term durability and reliability</span></p>
</li>
</ul>
<p dir="ltr"><span>Investing in a high-quality Commercial Garage Door Installation in Castle Rock, CO helps protect your business while minimizing downtime.</span></p>
<h2 dir="ltr"><span>Understanding Your Business Needs</span></h2>
<p dir="ltr"><span>Before selecting a commercial garage door, take time to evaluate how your business operates.</span></p>
<p dir="ltr"><span>Ask yourself:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>How frequently will the door be used?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>What size opening is required?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Do you need insulation?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Is security a primary concern?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Will the door be exposed to harsh weather?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Do you need windows for visibility and natural light?</span></p>
</li>
</ul>
<p dir="ltr"><span>The answers to these questions will help determine which type of commercial door is best suited for your facility.</span></p>
<p dir="ltr"><span>For example, a warehouse may prioritize durability and speed, while a retail service center might place greater emphasis on appearance and customer-facing aesthetics.</span></p>
<h2 dir="ltr"><span>Types of Commercial Garage Doors</span></h2>
<p dir="ltr"><span>Not all commercial garage doors are created equal. Understanding the available options can help you make an informed decision.</span></p>
<h3 dir="ltr"><span>Sectional Steel Doors</span></h3>
<p dir="ltr"><span>Sectional steel doors are among the most popular commercial options. They are durable, secure, and available in a wide range of sizes.</span></p>
<p dir="ltr"><span>Benefits include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Strong construction</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Excellent insulation options</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Low maintenance requirements</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Long lifespan</span></p>
</li>
</ul>
<p dir="ltr"><span>These doors work well for warehouses, industrial buildings, and service centers.</span></p>
<h3 dir="ltr"><span>Roll-Up Doors</span></h3>
<p dir="ltr"><span>Roll-up doors are commonly used in storage facilities, warehouses, and industrial environments.</span></p>
<p dir="ltr"><span>Advantages include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Space-saving design</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Durable construction</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Easy operation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Minimal maintenance</span></p>
</li>
</ul>
<p dir="ltr"><span>Because they roll into a compact coil above the opening, they are ideal for facilities with limited ceiling space.</span></p>
<h3 dir="ltr"><span>Aluminum Glass Doors</span></h3>
<p dir="ltr"><span>Businesses looking for a modern and professional appearance often choose aluminum glass doors.</span></p>
<p dir="ltr"><span>These doors provide:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Contemporary aesthetics</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Natural light</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Visibility</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Corrosion resistance</span></p>
</li>
</ul>
<p dir="ltr"><span>They are especially popular in automotive showrooms and commercial storefronts.</span></p>
<h3 dir="ltr"><span>High-Speed Doors</span></h3>
<p dir="ltr"><span>Facilities with high traffic volume often benefit from high-speed commercial doors.</span></p>
<p dir="ltr"><span>These doors help:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improve productivity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduce energy loss</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Enhance security</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Maintain temperature control</span></p>
</li>
</ul>
<p dir="ltr"><span>Businesses that frequently move products and equipment can experience significant operational benefits from high-speed systems.</span></p>
<h2 dir="ltr"><span>The Importance of Proper Insulation</span></h2>
<p dir="ltr"><span>Castle Rock experiences varying weather conditions throughout the year. Temperature fluctuations can affect both employee comfort and energy costs.</span></p>
<p dir="ltr"><span>Insulated commercial garage doors provide several advantages:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better temperature regulation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduced heating and cooling expenses</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved noise reduction</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Enhanced durability</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increased comfort for workers</span></p>
</li>
</ul>
<p dir="ltr"><span>If your building is climate-controlled or houses temperature-sensitive products, insulation should be a top priority during your Commercial Garage Door Installation in Castle Rock, CO project.</span></p>
<h2 dir="ltr"><span>Security Should Never Be Overlooked</span></h2>
<p dir="ltr"><span>Commercial properties often store valuable inventory, tools, equipment, and vehicles. Security is one of the most important factors when selecting a garage door.</span></p>
<p dir="ltr"><span>Modern commercial doors can include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reinforced construction</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Advanced locking systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Smart access controls</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Security monitoring integration</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Heavy-duty hardware</span></p>
</li>
</ul>
<p dir="ltr"><span>A secure garage door acts as the first line of defense against theft and unauthorized access.</span></p>
<p dir="ltr"><span>Working with experienced professionals such as Pops Garage Door Service ensures that security considerations are properly addressed during installation.</span></p>
<h2 dir="ltr"><span>Choosing the Right Materials</span></h2>
<p dir="ltr"><span>The material you choose will impact durability, maintenance requirements, and overall performance.</span></p>
<h3 dir="ltr"><span>Steel</span></h3>
<p dir="ltr"><span>Steel remains one of the most common commercial garage door materials because it offers:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Superior strength</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Long-lasting performance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Excellent security</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cost-effectiveness</span></p>
</li>
</ul>
<h3 dir="ltr"><span>Aluminum</span></h3>
<p dir="ltr"><span>Aluminum doors are lightweight and resistant to rust.</span></p>
<p dir="ltr"><span>Benefits include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Modern appearance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduced maintenance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Corrosion resistance</span></p>
</li>
</ul>
<h3 dir="ltr"><span>Glass</span></h3>
<p dir="ltr"><span>Glass doors create an attractive appearance while allowing natural light into the building.</span></p>
<p dir="ltr"><span>They're often used in:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Automotive facilities</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Retail environments</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Commercial showrooms</span></p>
</li>
</ul>
<p dir="ltr"><span>Selecting the right material depends on your specific operational needs and budget.</span></p>
<h2 dir="ltr"><span>Why Professional Installation Is Critical</span></h2>
<p dir="ltr"><span>Even the highest-quality garage door can perform poorly if it's installed incorrectly.</span></p>
<p dir="ltr"><span>Professional installation ensures:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Proper alignment</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Smooth operation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Safety compliance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Optimal performance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Manufacturer warranty protection</span></p>
</li>
</ul>
<p dir="ltr"><span>Improper installation can lead to issues such as:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Premature wear and tear</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Safety hazards</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increased repair costs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduced lifespan</span></p>
</li>
</ul>
<p dir="ltr"><span>That's why many businesses trust experienced companies like Pops Garage Door Service for their commercial installation projects.</span></p>
<h2 dir="ltr"><span>Planning for Future Growth</span></h2>
<p dir="ltr"><span>One mistake many business owners make is focusing only on current needs.</span></p>
<p dir="ltr"><span>Think about where your company may be in five or ten years.</span></p>
<p dir="ltr"><span>Questions to consider include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Will your facility expand?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Will traffic volume increase?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Will you need larger equipment access?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Could operational requirements change?</span></p>
</li>
</ul>
<p dir="ltr"><span>Choosing a garage door system that can accommodate future growth can save substantial costs later.</span></p>
<p dir="ltr"><span>A forward-thinking approach makes your Commercial Garage Door Installation in Castle Rock, CO a smarter long-term investment.</span></p>
<h2 dir="ltr"><span>Safety Features You Should Consider</span></h2>
<p dir="ltr"><span>Commercial garage doors operate under significant weight and tension. Safety should always be a priority.</span></p>
<p dir="ltr"><span>Modern systems may include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Photo-eye sensors</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Automatic reverse functions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Emergency release systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Motion detection technology</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Safety edge sensors</span></p>
</li>
</ul>
<p dir="ltr"><span>These features help protect employees, customers, vehicles, and equipment from potential accidents.</span></p>
<p dir="ltr"><span>Professional installers can help identify the best safety options for your specific business environment.</span></p>
<h2 dir="ltr"><span>Energy Efficiency Benefits</span></h2>
<p dir="ltr"><span>Energy costs continue to rise, making efficiency more important than ever.</span></p>
<p dir="ltr"><span>An energy-efficient commercial garage door can:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduce utility bills</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improve indoor comfort</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Support sustainability goals</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Minimize air leakage</span></p>
</li>
</ul>
<p dir="ltr"><span>Features such as insulated panels, weather seals, and thermal breaks can significantly improve performance.</span></p>
<p dir="ltr"><span>Businesses that frequently open and close garage doors can experience noticeable savings over time.</span></p>
<h2 dir="ltr"><span>Maintenance Considerations</span></h2>
<p dir="ltr"><span>A commercial garage door is a major operational asset. Regular maintenance helps maximize its lifespan and performance.</span></p>
<p dir="ltr"><span>Routine maintenance typically includes:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Lubricating moving parts</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Inspecting springs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Checking cables</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Testing safety systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Examining rollers and tracks</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Tightening hardware</span></p>
</li>
</ul>
<p dir="ltr"><span>When planning your installation, ask about maintenance recommendations and service plans.</span></p>
<p dir="ltr"><span>Companies like </span><a href="https://popsgaragedoorservice.com/"><span>Pops Garage Door Service</span></a><span> often provide ongoing support to help businesses keep their doors operating efficiently year-round.</span></p>
<h2 dir="ltr"><span>Common Mistakes to Avoid</span></h2>
<p dir="ltr"><span>Many businesses encounter problems because they overlook important details during the planning phase.</span></p>
<p dir="ltr"><span>Avoid these common mistakes:</span></p>
<h3 dir="ltr"><span>Choosing Based Only on Price</span></h3>
<p dir="ltr"><span>The cheapest option isn't always the most cost-effective.</span></p>
<p dir="ltr"><span>Low-quality doors often require more repairs and replacement sooner than premium systems.</span></p>
<h3 dir="ltr"><span>Ignoring Insulation</span></h3>
<p dir="ltr"><span>Businesses frequently underestimate the value of insulation until energy bills start increasing.</span></p>
<h3 dir="ltr"><span>Underestimating Usage Frequency</span></h3>
<p dir="ltr"><span>A door used dozens of times daily requires more robust components than one used occasionally.</span></p>
<h3 dir="ltr"><span>Skipping Professional Installation</span></h3>
<p dir="ltr"><span>Improper installation can result in expensive repairs and operational disruptions.</span></p>
<h3 dir="ltr"><span>Neglecting Future Needs</span></h3>
<p dir="ltr"><span>Planning only for today's requirements can create costly limitations tomorrow.</span></p>
<p dir="ltr"><span>Avoiding these mistakes helps ensure your Commercial Garage Door Installation in Castle Rock, CO delivers long-term value.</span></p>
<h2 dir="ltr"><span>Signs It's Time for a New Commercial Garage Door</span></h2>
<p dir="ltr"><span>If you're replacing an existing door, watch for these warning signs:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Frequent breakdowns</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Excessive noise</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Rising repair costs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Slow operation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Visible damage</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Poor insulation performance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Security concerns</span></p>
</li>
</ul>
<p dir="ltr"><span>When repair costs begin adding up, replacement often becomes the more economical solution.</span></p>
<h2 dir="ltr"><span>Why Work with Experienced Professionals</span></h2>
<p dir="ltr"><span>Commercial garage door projects involve complex components, safety requirements, and specialized installation techniques.</span></p>
<p dir="ltr"><span>An experienced provider offers:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Expert recommendations</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Proper product selection</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Professional installation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ongoing maintenance support</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reliable repair services</span></p>
</li>
</ul>
<p dir="ltr"><span>Choosing a trusted company like Pops Garage Door Service can help ensure your project is completed correctly from start to finish.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>A commercial garage door is much more than a simple entry point. It plays a crucial role in your property's security, efficiency, appearance, and daily operations.</span></p>
<p dir="ltr"><span>Before investing in a </span><a href="https://popsgaragedoorservice.com/garage-door-installation-castle-rock-co/"><span>Commercial Garage Door Installation</span></a><span> </span><span>in Castle Rock, CO, take the time to evaluate your business needs, consider future growth, explore material options, and prioritize safety and energy efficiency.</span></p>
<p dir="ltr"><span>Working with knowledgeable professionals such as Pops Garage Door Service can help you choose the right system and ensure a smooth installation process. With the right planning and expert guidance, your new commercial garage door can provide years of reliable performance while supporting the success of your business.</span></p>]]> </content:encoded>
</item>

<item>
<title>Utility Patent Drawings Services: Secure Your Innovation Fast with PatentManiac</title>
<link>https://news.bangboxonline.com/utility-patent-drawings-services-secure-your-innovation-fast-with-patentmaniac</link>
<guid>https://news.bangboxonline.com/utility-patent-drawings-services-secure-your-innovation-fast-with-patentmaniac</guid>
<description><![CDATA[ Get precise and compliant utility patent drawings services from experts. We help inventors and businesses create detailed, high-quality patent illustrations that meet USPTO standards and enhance your patent application success. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3686c931964.jpg" length="57836" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 17:26:37 +0500</pubDate>
<dc:creator>patentmaniac</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>In today’s hyper-competitive innovation race, one delay in documentation can mean losing exclusive rights to your own idea. Every day, inventors, startups, and engineering teams risk having their concepts misunderstood, rejected, or even copied simply because their patent visuals weren’t precise enough. That is exactly where<span> </span><strong><a href="https://www.patentmaniac.com/utility-patent-drawings.html">utility patent drawings services</a></strong><span> </span>from PatentManiac become not just useful—but absolutely critical.</p>
<p>If you are serious about protecting your invention, you cannot afford vague sketches or inconsistent illustrations. You need clarity, compliance, and speed. And you need it now.</p>
<p><strong>The Hidden Risk Most Inventors Ignore</strong></p>
<p>Many inventors focus heavily on writing claims and descriptions but underestimate the importance of visuals. The truth is simple: poorly prepared drawings are one of the most common reasons for delays and objections in patent filings.</p>
<p>Professional utility patent drawings services ensure that every line, label, and perspective meets strict regulatory expectations. Without them, even a brilliant invention can be misunderstood or rejected. That’s not just frustrating—it’s expensive.</p>
<p>PatentManiac steps into this high-pressure gap with precision-focused utility patent drawings services designed to eliminate ambiguity and strengthen your application from the ground up.</p>
<p><strong>Why Utility Patent Drawings Services Decide Patent Success</strong></p>
<p>Patent examiners do not interpret vague visuals. They rely on exact technical illustrations to understand functionality, structure, and innovation scope. This is where high-quality utility patent drawings services become a strategic advantage rather than a formality.</p>
<p>With PatentManiac, every illustration is crafted to:</p>
<ul>
<li>Translate complex ideas into clear technical visuals</li>
<li>Meet USPTO and international patent office standards</li>
<li>Reduce objections and revision cycles</li>
<li>Strengthen claim interpretation and protection scope</li>
</ul>
<p>In a world where timing is everything, strong utility patent drawings services can significantly accelerate approval timelines and reduce costly back-and-forth with examiners.</p>
<p><strong>Speed Matters: The Patent Window Is Narrowing</strong></p>
<p>Innovation moves faster than ever before. If you delay filing, you risk losing your edge. Competitors are constantly watching, adapting, and filing around similar ideas. This is why<span> </span><strong><a href="https://www.patentmaniac.com/utility-patent-drawings.html">PatentManiac</a></strong><span> </span>emphasizes rapid turnaround without sacrificing accuracy in its utility patent drawings services.</p>
<p>The goal is simple: help you file faster, smarter, and stronger.</p>
<p>Every hour lost in preparation is an opportunity for someone else to move first. High-quality utility patent drawings services are not just about compliance—they are about speed-to-protection.</p>
<p><strong>Where Patent Watch Becomes Your Secret Weapon</strong></p>
<p>Filing a patent is only half the battle. The real challenge begins after submission. Competitors may already be working on similar technologies, and without monitoring, you may never see them coming.</p>
<p>That is why PatentManiac integrates patent watch as a powerful strategic layer for inventors and businesses.</p>
<p>With continuous patent watch, you can:</p>
<ul>
<li>Track newly filed patents in your industry</li>
<li>Identify potential infringement risks early</li>
<li>Monitor competitor innovation pipelines</li>
<li>Adjust your strategy before conflicts escalate</li>
</ul>
<p>Combining utility patent drawings services with proactive patent watch gives inventors a dual advantage: strong filing plus ongoing awareness.</p>
<p><strong>The Competitive Edge You Didn’t Know You Needed</strong></p>
<p>Most inventors think a patent ends at submission. In reality, that’s where the real competition begins. PatentManiac’s ecosystem is built around two pillars: elite utility patent drawings services and intelligent patent watch systems.</p>
<p>Together, they create a protective shield around your intellectual property. One ensures your invention is clearly understood. The other ensures it remains protected in a shifting competitive landscape.</p>
<p>Without professional utility patent drawings services, your application may be weakened. Without patent watch, your innovation may be exposed. With both, you stay ahead.</p>
<p><strong>Why PatentManiac Is Different</strong></p>
<p>PatentManiac does not treat utility patent drawings services as a design task—it treats them as a legal precision instrument. Every drawing is created with a deep understanding of patent office expectations, engineering clarity, and enforcement strength.</p>
<p>At the same time, its<span> </span><strong><a href="https://www.patentmaniac.com/patent-watch-and-mining.html">patent watch</a></strong><span> </span>system is designed for proactive intelligence, not passive alerts. You are not just informed—you are prepared.</p>
<p>This combination is what makes PatentManiac a preferred choice for inventors who cannot afford uncertainty.</p>
<p><strong>The Cost of Waiting Is Too High</strong></p>
<p>Delaying professional utility patent drawings services can lead to rejection, rework, and lost protection windows. Ignoring patent watch can result in unnoticed competition and weakened market position.</p>
<p>In innovation, hesitation is expensive.</p>
<p>PatentManiac exists for those who refuse to gamble with their ideas. Its utility patent drawings services ensure your invention is presented with absolute clarity, while its patent watch keeps you informed and strategically ahead.<br><strong>Read More:</strong></p>
<p><strong><a href="https://www.patentmaniac.com/patentability-search.html">novelty search patent</a></strong></p>
<p><strong><a href="https://www.patentmaniac.com/freedom-to-operate-clearance-search.html">fto search report sample</a></strong></p>
<p><strong><a href="https://www.patentmaniac.com/design-patent-drawings.html">patent drawing services</a></strong></p>]]> </content:encoded>
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<title>Things Every Business Should Know About Commercial Fit Outs</title>
<link>https://news.bangboxonline.com/things-every-business-should-know-about-commercial-fit-outs</link>
<guid>https://news.bangboxonline.com/things-every-business-should-know-about-commercial-fit-outs</guid>
<description><![CDATA[ Learn the essential aspects of commercial fit-outs, including planning, budgeting, compliance, design, quality control, and maintenance, helping businesses create efficient, adaptable, and successful commercial spaces. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a367bb3572b2.jpg" length="108386" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 16:41:54 +0500</pubDate>
<dc:creator>Abdul Basith</dc:creator>
<media:keywords>interior fitout company dubai, fit out contractor in dubai</media:keywords>
<content:encoded><![CDATA[<p>A commercial fit-out is far more than a cosmetic upgrade. It is a strategic investment that influences how a business operates, how customers perceive the brand, and how employees perform within the space. Whether setting up a new office, retail outlet, or hospitality venue, understanding the fundamentals of commercial fit-outs can make the difference between long-term success and costly setbacks.</p>
<p>Many businesses rush into fit-out projects without fully understanding the process, responsibilities, or potential challenges involved. By gaining clarity on key aspects early, decision-makers can plan more effectively, manage expectations, and achieve spaces that are functional, compliant, and aligned with business goals. Below are essential points every business should know before starting a commercial fit-out project.</p>
<h2>Understanding the True Scope of a Commercial Fit Out</h2>
<p>A commercial fit-out is not limited to installing furniture or applying finishes. It encompasses spatial planning, mechanical and electrical works, flooring, ceilings, lighting, joinery, and compliance with local regulations. Each element must work together seamlessly to support the intended use of the space.</p>
<p>Businesses that understand the full scope from the outset are better equipped to plan budgets and timelines realistically. Underestimating the complexity often leads to unexpected costs, rushed decisions, and compromised quality. A clear understanding of what a fit-out entails helps ensure informed decision-making at every stage.</p>
<h2>The Importance of Strategic Planning</h2>
<p>Successful commercial fit-outs begin long before construction starts. Planning involves defining objectives, understanding space requirements, and anticipating future growth. Without this groundwork, even well-designed interiors can fall short of operational needs.</p>
<p>Strategic planning also helps businesses avoid expensive rework. Decisions about layout, infrastructure, and services should be guided by how the space will be used daily. This approach ensures that the finished environment supports productivity, customer experience, and long-term adaptability.</p>
<h2>Choosing the Right Fit Out Partner</h2>
<p>The choice of partner plays a critical role in the success of a fit-out project. Experience, industry knowledge, and proven delivery capabilities should outweigh cost alone when selecting a provider. A reliable partner brings both technical expertise and practical insight to the table.</p>
<p>Working with an <a href="https://mgminteriorsuae.com/" target="_blank" rel="noopener">interior fitout company Dubai</a> that understands commercial requirements ensures that design intent and execution remain aligned. Such professionals can guide businesses through approvals, material selection, and project coordination, reducing risk and improving outcomes.</p>
<h2>Budgeting Beyond the Obvious Costs</h2>
<p>Many businesses focus solely on construction costs when budgeting for a fit-out. However, there are several indirect expenses to consider, including design fees, authority approvals, contingency allowances, and potential downtime during the fit-out process.</p>
<p>A comprehensive budget accounts for both expected and unforeseen costs. Allowing flexibility within the financial plan helps prevent compromises on quality and functionality if adjustments become necessary during the project.</p>
<h2>Compliance with Regulations and Safety Standards</h2>
<p>Commercial spaces must meet strict building codes, safety regulations, and industry-specific requirements. These standards exist to protect occupants and ensure safe operation, but they can be complex to navigate without professional guidance.</p>
<p>Non-compliance can result in delays, fines, or even the inability to operate the space legally. Engaging a knowledgeable <a href="https://mgminteriorsuae.com/" target="_blank" rel="noopener">fit out contractor in Dubai</a> ensures that all works meet regulatory requirements while maintaining design and performance standards.</p>
<h2>Designing for Function, Not Just Appearance</h2>
<p>While visual appeal is important, functionality should always come first in a commercial fit-out. Layouts must support workflow efficiency, accessibility, and comfort for both employees and customers. A beautiful space that hinders daily operations ultimately becomes a liability.</p>
<p>Design decisions should be informed by how the space will be used in real-world conditions. Lighting, acoustics, storage, and circulation all contribute to usability and should be considered alongside aesthetics to create a balanced environment.</p>
<h2>Managing Timelines Realistically</h2>
<p>Time is a critical factor in commercial fit-out projects. Delays can impact business operations, lease agreements, and revenue generation. Unrealistic timelines often stem from inadequate planning or underestimating approval processes and construction complexity.</p>
<p>Businesses benefit from setting achievable schedules and working with partners who communicate transparently about progress and potential risks. A realistic timeline allows for quality workmanship without unnecessary pressure or shortcuts.</p>
<h2>Planning for Future Flexibility</h2>
<p>Commercial needs evolve over time, and fit-outs should account for this reality. Designing spaces with flexibility in mind allows businesses to adapt layouts, technology, and functions without major disruption or expense in the future.</p>
<p>Modular elements, adaptable infrastructure, and scalable systems provide long-term value. Businesses that plan beyond immediate needs are better positioned to grow and respond to changing market conditions.</p>
<h2>Communication Throughout the Fit Out Process</h2>
<p>Clear communication between stakeholders is essential from start to finish. Misunderstandings regarding scope, materials, or expectations can quickly escalate into delays and additional costs. Regular updates and documented decisions help maintain alignment.</p>
<p>Businesses should ensure there is a single point of contact responsible for coordination. This streamlines communication, reduces confusion, and ensures accountability throughout the fit-out journey.</p>
<h2>Quality Control and Final Handover</h2>
<p>The final stages of a commercial fit-out are just as important as the beginning. Thorough inspections, snag lists, and proper documentation ensure that the completed space meets agreed standards before handover.</p>
<p>Taking the time to address issues at this stage prevents operational disruptions later. A structured handover process provides clarity on warranties, maintenance requirements, and long-term care of the fitted space.</p>
<h2>Post-Fit Out Maintenance and Long-Term Care</h2>
<p>Completing a commercial fit out does not mark the end of responsibility for a business. Regular maintenance is necessary to ensure that finishes, fixtures, and installed systems continue to perform as intended. High-traffic commercial environments experience constant use, making ongoing care essential to preserving both functionality and appearance over time.</p>
<p>Long-term care also plays a role in cost management and operational stability. Addressing minor issues early can prevent more significant repairs and unexpected downtime later. By understanding maintenance requirements and warranty conditions, businesses can extend the lifespan of their interiors while maintaining a professional and consistent environment.</p>
<h2>A Broader Perspective on Commercial Fit Outs</h2>
<p>Commercial fit-outs are complex projects that demand careful planning, informed decisions, and experienced execution. Businesses that approach fit-outs strategically gain more than a finished interior—they gain spaces that support growth, efficiency, and brand identity.</p>
<p>By understanding the key aspects involved and working with the right professionals, businesses can navigate the process confidently and achieve results that deliver lasting value well beyond opening day.</p>]]> </content:encoded>
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<title>Directory listing platform UK local page visibility tool</title>
<link>https://news.bangboxonline.com/directory-listing-platform-uk-local-page-visibility-tool</link>
<guid>https://news.bangboxonline.com/directory-listing-platform-uk-local-page-visibility-tool</guid>
<description><![CDATA[ Boost your UK business visibility with our ultimate guide on directory listing platforms, local SEO strategies, and AEO optimization techniques. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a367c33daa61.jpg" length="119794" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 16:41:43 +0500</pubDate>
<dc:creator>Business visibility package UK</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-pm-slice="1 1 []" style="text-align: justify;">In the rapidly evolving UK digital landscape, visibility is the currency of growth. For small and medium-sized enterprises (SMEs), appearing at the top of search results isn't just about vanity—it is about survival. As search engines shift toward generative AI and answer-based results, the importance of a robust, authoritative<span> </span>online business directory<span> </span>presence has never been higher.</p>
<p style="text-align: justify;">If your company is struggling to stand out, the problem likely lies in your local ecosystem. By leveraging a high-performance<span> </span><a title="null" href="https://localpage.uk/">local business directory</a>, you can signal relevance and trust to search engines. In this article, we will explore how to master local page visibility, optimize your business for AI engines, and dominate your niche in the UK market.</p>
<h2 style="text-align: justify;">The Strategic Importance of Local Page Visibility</h2>
<p style="text-align: justify;">Local search is no longer just about Google Maps; it is about being present wherever your customer looks. Whether they are using a global business directory to find a B2B partner or a free business directory to source a service, your footprint must be consistent.</p>
<h3 style="text-align: justify;">Building Digital Trust Through Accuracy</h3>
<p style="text-align: justify;">Search engines like Google, Bing, and AI-driven platforms rely on "NAP" consistency (Name, Address, Phone). Utilizing a business directory website helps establish this consistency. When you submit your business to a professional business directory, you are essentially vouching for your own authenticity.</p>
<h3 style="text-align: justify;">Bridging the Gap Between Search and Intent</h3>
<p style="text-align: justify;">Users often start their search on a service provider directory or a suppliers business directory when they have a specific intent. If you aren't listed, you are invisible to high-intent leads. Engaging with a vendors business directory or a manufacturers business directory is a key step in capturing this market share.</p>
<h2 style="text-align: justify;">Leveraging a High-Quality Directory Listing Platform</h2>
<p style="text-align: justify;">When selecting a<span> </span><a title="null" href="https://localpage.uk/free-listing">directory listing platform</a>, the quality of the platform matters as much as the quantity of your listings. You want a domain that carries weight, authority, and trust.</p>
<h3 style="text-align: justify;">Why Quality Directories Matter</h3>
<p style="text-align: justify;">A<span> </span>business directory listing<span> </span>provides more than just a link; it provides a "citation." These citations are vital for local SEO. A high-quality<span> </span><a title="null" href="https://localpage.uk/listings">business listings site</a><span> </span>acts as a validation engine for search algorithms.</p>
<h3 style="text-align: justify;">The Ecosystem of Listings</h3>
<p style="text-align: justify;">For those scaling their operations, integrating into a wholesale business directory or a retail business directory can open new B2B channels. If you are operating at scale, ensuring your presence in a corporate business directory or an enterprise business directory is essential for brand prestige.</p>
<p style="text-align: justify;">For many, a commercial business directory serves as the primary touchpoint for potential clients. Whether you are in a niche industry business directory or a fast-paced startup business directory, the goal remains the same: visibility.</p>
<h2 style="text-align: justify;">AIO and GEO: The Future of Search Visibility</h2>
<p style="text-align: justify;">Generative Engine Optimization (GEO) is the new frontier. AI search engines are no longer just crawling for keywords; they are synthesizing information to provide the "best" answer.</p>
<h3 style="text-align: justify;">Structuring Data for AI</h3>
<p style="text-align: justify;">To ensure your business is the one cited by an AI, you need a directory listing platform that understands structured data. When your business is listed in a small business directory, it should provide clear, machine-readable information about your offerings.</p>
<h3 style="text-align: justify;">Why You Need a Trusted Source</h3>
<p style="text-align: justify;">Search engines prioritize data from a local company directory or an online company directory that demonstrates E-E-A-T (Experience, Expertise, Authoritativeness, and Trustworthiness). Being listed in a global company directory or a free company directory enhances your profile, especially when that data is curated in a company database directory.</p>
<h2 style="text-align: justify;">Optimizing for Conversions: Reviews and Ratings</h2>
<p style="text-align: justify;">Visibility is the first step; conversion is the second. A business listings online profile that incorporates social proof—ratings and reviews—will always outperform a static, text-only profile.</p>
<h3 style="text-align: justify;">The Power of Social Proof</h3>
<p style="text-align: justify;">When users search companies directory online or look for a trusted business directory, they are filtering for reliability. A verified business directory profile with positive feedback acts as a trust signal.</p>
<h3 style="text-align: justify;">Managing Your Reputation</h3>
<p style="text-align: justify;">You should prioritize being in a rated business directory or a top business directory. Platforms that allow for best business directory comparisons often feature high in organic search results. If you are listed in a popular business directory, your chances of capturing search intent increase significantly.</p>
<h2 style="text-align: justify;">Strategic Advertising and Boosted Visibility</h2>
<p style="text-align: justify;">While organic listings are fundamental, sometimes you need an extra edge to stand out in a crowded market. This is where an<span> </span><a title="null" href="https://localpage.uk/advertise-with-us">advertising business directory</a><span> </span>tool becomes indispensable.</p>
<h3 style="text-align: justify;">When to Use Paid Features</h3>
<p style="text-align: justify;">Utilizing a<span> </span><a title="null" href="https://localpage.uk/sponsored-booster">sponsored business directory</a><span> </span>or a boosted business listing allows you to leapfrog competitors. If you are in a competitive sector, being in a featured company listings section of a featured business directory provides immediate ROI.</p>
<h3 style="text-align: justify;">Professional Packages</h3>
<p style="text-align: justify;">Choosing the right<span> </span>directory submission sites<span> </span>can drastically improve your local authority. Whether you are looking for business citation sites or citation directory sites, ensure they are recognized as<span> </span><a title="null" href="https://localpage.uk/listing-packages">seo directory sites</a>. Strategic use of backlink directory sites and web directory sites is a core component of advanced local SEO.</p>
<h2 style="text-align: justify;">Future Outlook: Trends in Local Search</h2>
<p style="text-align: justify;">The local search industry is shifting toward "Answer-First" results. In the future, a<span> </span><a title="null" href="https://localpage.uk/free-listing">business listing service</a><span> </span>will not just be a repository of links, but an AI-integrated portal that helps users book services directly.</p>
<h3 style="text-align: justify;">Emerging Trends</h3>
<ul style="text-align: justify;">
<li>
<p><strong>Voice Search:</strong><span> </span>Your business information in a company listing platform must be conversational.</p>
</li>
<li>
<p><strong>AI Synthesis:</strong><span> </span>Platforms that act as a directory listing platform with structured, clean data will be the ones AI models use to answer user queries.</p>
</li>
<li>
<p><strong>Hyper-Local Focus:</strong><span> </span>The importance of a business listing service that emphasizes neighborhood-level granularity will continue to grow.</p>
</li>
</ul>
<h2 style="text-align: justify;">Key Takeaways</h2>
<ol style="text-align: justify;">
<li>
<p><strong>Consistency is King:</strong><span> </span>Ensure your business details are uniform across every company listing service and directory listing service you utilize.</p>
</li>
<li>
<p><strong>Focus on Authority:</strong><span> </span>Prioritize<span> </span><a title="null" href="https://localpage.uk/free-listing">free directory sites</a><span> </span>and platforms that are well-established.</p>
</li>
<li>
<p><strong>Embrace Reviews:</strong><span> </span>A business listing websites profile with active customer engagement generates higher CTRs.</p>
</li>
<li>
<p><strong>Use AI to Your Advantage:</strong><span> </span>Feed structured, clear information into every company listing websites and directory listing websites you use.</p>
</li>
<li>
<p><strong>Think Beyond the Link:</strong><span> </span>Use a business listing platform as part of a wider marketing strategy, not just a standalone task.</p>
</li>
</ol>
<h2 style="text-align: justify;">Frequently Asked Questions</h2>
<h3 style="text-align: justify;"><strong>What is a local page visibility tool?</strong></h3>
<p style="text-align: justify;">A local page visibility tool is a digital platform or service that helps businesses manage, monitor, and improve how they appear in local search results and directories, ensuring their information is accurate and discoverable.</p>
<h3 style="text-align: justify;"><strong>Why should I use an online business directory?</strong></h3>
<p style="text-align: justify;">An online business directory provides essential citations that help search engines verify your business location and details, directly impacting your local search rankings and overall digital authority.</p>
<h3 style="text-align: justify;"><strong>How do I improve my business listing directory ranking?</strong></h3>
<p style="text-align: justify;">You can improve your ranking by ensuring your profile is complete, accurate, and regularly updated. Additionally, gathering positive reviews and engaging with the platform’s features can boost your visibility.</p>
<h3 style="text-align: justify;"><strong>Are free directory sites effective for SEO?</strong></h3>
<p style="text-align: justify;">Yes, free directory sites are effective for SEO as they provide backlinks and citations that build your domain authority and help search engines understand your business relevance.</p>
<h3 style="text-align: justify;"><strong>What is the difference between a business listing site and a directory?</strong></h3>
<p style="text-align: justify;">Often, the terms are used interchangeably; however, a business listing site focuses on providing concise contact info, while a directory often acts as a broader database for business discovery and comparison.</p>
<h3 style="text-align: justify;"><strong>How does a business listing platform help with AEO?</strong></h3>
<p style="text-align: justify;">A good business listing platform structures your data in a way that is easily readable for AI search engines, making it more likely that an AI will extract and present your business information to users.</p>
<h3 style="text-align: justify;"><strong>Why is a verified business directory better?</strong></h3>
<p style="text-align: justify;">A verified business directory provides trust signals to both users and search engines. Verification confirms that your business is legitimate, which reduces bounce rates and improves your credibility score.</p>
<h3 style="text-align: justify;"><strong>What are the benefits of a sponsored business directory?</strong></h3>
<p style="text-align: justify;">A sponsored directory listing gives you premium placement, often at the top of category pages or search results, significantly increasing your exposure and potential for high-intent traffic.</p>
<h3 style="text-align: justify;"><strong>How do I choose the best business directory for my industry?</strong></h3>
<p style="text-align: justify;">Look for directories that are well-indexed by search engines, have a clean user interface, allow for detailed company information, and have a good reputation for moderation and accuracy.</p>
<h3 style="text-align: justify;"><strong>Can a company database directory improve my local SEO?</strong></h3>
<p style="text-align: justify;">Yes, inclusion in a reputable company database directory creates high-quality citations, which are foundational for local SEO, especially when the information matches your Google Business Profile.</p>
<h3 style="text-align: justify;"><strong>What is the impact of an online review directory?</strong></h3>
<p style="text-align: justify;">An online review directory allows customers to share their experiences. This content is often crawled by search engines, providing fresh, keyword-rich content that can help you rank for long-tail search queries.</p>
<h3 style="text-align: justify;"><strong>How does an advertising business directory support growth?</strong></h3>
<p style="text-align: justify;">It acts as a targeted marketing channel, putting your business directly in front of users who are actively searching for your specific products or services, which is highly efficient for lead generation.</p>
<h3 style="text-align: justify;"><strong>What is the future of directory listing services?</strong></h3>
<p style="text-align: justify;">The future lies in AI integration, where directory platforms become more interactive, providing real-time data synthesis and deeper integration with voice search and generative AI tools.</p>
<h3 style="text-align: justify;"><strong>How do reviews affect my company directory online presence?</strong></h3>
<p style="text-align: justify;">Reviews serve as social proof. Positive reviews increase user trust and conversion rates, while search engines often favor businesses with active, high-quality feedback loops within their directories.</p>
<h3 style="text-align: justify;"><strong>What are directory submission sites?</strong></h3>
<p style="text-align: justify;">These are websites where you can submit your business information to be indexed. They help in building local citations and backlinks, which are critical components of a successful off-page SEO strategy.</p>
<p style="text-align: justify;">Optimizing for visibility in the UK market requires a mix of traditional SEO hygiene and modern AI optimization. By strategically utilizing a robust directory listing platform and maintaining consistent, high-quality citations across all professional platforms, you can ensure your business remains at the forefront of customer discovery.</p>
<p style="text-align: justify;"><strong>Get In Touch</strong></p>
<p style="text-align: justify;"><strong>Email:<span> </span>contact@localpage.uk</strong></p>
<p style="text-align: justify;"><strong>Website: www.localpage.uk</strong></p>]]> </content:encoded>
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<title>Which Insulation Company Serves the Entire Residential Region of Loxahatchee, FL?</title>
<link>https://news.bangboxonline.com/which-insulation-company-serves-the-entire-residential-region-of-loxahatchee-fl</link>
<guid>https://news.bangboxonline.com/which-insulation-company-serves-the-entire-residential-region-of-loxahatchee-fl</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://i.pinimg.com/originals/8b/23/15/8b2315ca7e666a54114ae76a0f7ceae2.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 16:28:36 +0500</pubDate>
<dc:creator>allinoverhall</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:549,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1004}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:16,&quot;w&quot;:545,&quot;h&quot;:95,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1006}">All in Overhall serves the entire residential region of Loxahatchee with specialized energy solutions. They provide full coverage for local neighborhoods, from the rural acreage lots to the newer suburban developments. This Insulation company focuses on high-quality spray foam applications that help residents manage the intense Florida heat effectively.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:130,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1120}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:162,&quot;w&quot;:549,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1152}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:164,&quot;w&quot;:545,&quot;h&quot;:55,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1154}">Loxahatchee homeowners often deal with high humidity and rising power bills during the summer months. Selecting the right team ensures that a home stays cool without overworking the air conditioning system. This article provides a detailed look at how </span><strong><a href="https://allinoverhall.com/insulation-company-loxahatchee-fl/?utm_source=bloggingwebs&amp;utm_medium=backlink" bis_size="{&quot;x&quot;:8,&quot;y&quot;:224,&quot;w&quot;:193,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1214}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:224,&quot;w&quot;:193,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1214}">professional insulation services</span></a></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:224,&quot;w&quot;:529,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1214}"> help local property owners maintain comfort and save money.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:278,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1268}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:310,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1300}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:312,&quot;w&quot;:548,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1302}">Industry experts recognize that proper sealing is an effective way to improve home efficiency in tropical climates. These professionals bring years of hands-on experience to every project they handle in the South Florida area. Their knowledge of local building codes and weather patterns makes them a reliable choice for any residential project.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:407,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1397}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:405,&quot;w&quot;:526,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1395}">High Performance Solutions for Loxahatchee Homes</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:444,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1434}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:446,&quot;w&quot;:545,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1436}">Loxahatchee features a unique mix of home styles that require different approaches to temperature control. Many properties have large attic spaces that collect significant amounts of heat throughout the day. This Insulation contractor uses modern materials to create a barrier that stops heat from entering the living areas.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:540,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1530}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:572,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1562}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:574,&quot;w&quot;:541,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1564}">Effective thermal barriers do more than just block heat; they also help manage moisture levels inside the house. High humidity can lead to discomfort and damage to building materials over time if not addressed. By hiring Insulation experts, residents can ensure their homes are sealed against both heat and damp air.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:668,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1658}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:700,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1690}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:702,&quot;w&quot;:547,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1692}">Professional teams evaluate each home to determine the best material for the specific structure and budget. They look at existing barriers and identify areas where air leaks might be causing energy waste. Their goal is to create a more stable indoor environment that feels better for the people living there.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:798,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1788}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:796,&quot;w&quot;:480,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1786}">Different Materials for Modern Energy Efficiency</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:835,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1825}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:837,&quot;w&quot;:542,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1827}">Property owners can choose from several types of materials depending on their specific goals and home design. Spray foam is a popular choice for Loxahatchee because it expands to fill every small gap and crack. This Insulation company often recommends it for its ability to provide a superior air seal compared to older methods.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:931,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1921}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:963,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1953}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:965,&quot;w&quot;:538,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1955}">Fiberglass and cellulose are other options that some homeowners might consider for their projects. While these materials are common, they do not always provide the same level of moisture protection as foam. An experienced Insulation contractor can explain the pros and cons of each type based on the local climate.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:1059,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2049}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1091,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2081}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1093,&quot;w&quot;:547,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2083}">The choice of material affects the R-value, which measures how well a product resists heat flow. Higher R-values mean better performance, which is important in a state where the sun shines brightly most of the year. Experts help homeowners make these choices to find the most cost-effective path forward.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1189,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2179}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1187,&quot;w&quot;:500,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2177}">Understanding Closed Cell and Open Cell Options</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1226,&quot;w&quot;:549,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2216}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1228,&quot;w&quot;:543,&quot;h&quot;:55,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2218}">Closed-cell foam is very dense and provides a strong barrier against both air and water. It adds structural strength to the roof and is ideal for areas prone to heavy storms. Many Insulation experts suggest this for homes that need a high level of protection.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:1302,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2292}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1334,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2324}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1336,&quot;w&quot;:545,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2326}">Open-cell foam is lighter and more flexible, making it a great choice for sound dampening between rooms. It is often more affordable while still providing a much better seal than traditional batts. This material allows a house to breathe while still keeping the hot air from moving through the walls.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1430,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2420}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1431,&quot;w&quot;:329,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2421}"><img src="https://missherinsulation.com/wp-content/uploads/2023/05/spray-install-1-1920x960-1.png" alt="Picture background" width="630" height="315"></span></strong></h3>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1430,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2420}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1431,&quot;w&quot;:329,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2421}">Comparing Common Residential Materials</span></strong></h3>
<div dir="ltr" align="left" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1467,&quot;w&quot;:549,&quot;h&quot;:354,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2457}">
<table bis_size="{&quot;x&quot;:8,&quot;y&quot;:1467,&quot;w&quot;:549,&quot;h&quot;:354,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2457}" style="border-collapse: collapse; width: 101.032%; border: 0.5px solid #000000;" border="1"><colgroup bis_size="{&quot;x&quot;:8,&quot;y&quot;:1467,&quot;w&quot;:548,&quot;h&quot;:353,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2457}"><col bis_size="{&quot;x&quot;:8,&quot;y&quot;:1467,&quot;w&quot;:143,&quot;h&quot;:353,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2457}" style="width: 26.158%;"><col bis_size="{&quot;x&quot;:151,&quot;y&quot;:1467,&quot;w&quot;:106,&quot;h&quot;:353,&quot;abs_x&quot;:453,&quot;abs_y&quot;:2457}" style="width: 24.5281%;"><col bis_size="{&quot;x&quot;:257,&quot;y&quot;:1467,&quot;w&quot;:130,&quot;h&quot;:353,&quot;abs_x&quot;:559,&quot;abs_y&quot;:2457}" style="width: 18.5876%;"><col bis_size="{&quot;x&quot;:388,&quot;y&quot;:1467,&quot;w&quot;:168,&quot;h&quot;:353,&quot;abs_x&quot;:690,&quot;abs_y&quot;:2457}" style="width: 30.668%;"></colgroup>
<thead bis_size="{&quot;x&quot;:8,&quot;y&quot;:1467,&quot;w&quot;:548,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2457}">
<tr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1467,&quot;w&quot;:548,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2457}">
<th scope="col" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1467,&quot;w&quot;:143,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2457}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:9,&quot;y&quot;:1492,&quot;w&quot;:140,&quot;h&quot;:20,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2482}"><span bis_size="{&quot;x&quot;:35,&quot;y&quot;:1494,&quot;w&quot;:88,&quot;h&quot;:15,&quot;abs_x&quot;:337,&quot;abs_y&quot;:2484}">Material Type</span></p>
</th>
<th scope="col" bis_size="{&quot;x&quot;:151,&quot;y&quot;:1467,&quot;w&quot;:106,&quot;h&quot;:70,&quot;abs_x&quot;:453,&quot;abs_y&quot;:2457}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:153,&quot;y&quot;:1492,&quot;w&quot;:103,&quot;h&quot;:20,&quot;abs_x&quot;:455,&quot;abs_y&quot;:2482}"><span bis_size="{&quot;x&quot;:153,&quot;y&quot;:1494,&quot;w&quot;:102,&quot;h&quot;:15,&quot;abs_x&quot;:455,&quot;abs_y&quot;:2484}">Typical R-Value</span></p>
</th>
<th scope="col" bis_size="{&quot;x&quot;:257,&quot;y&quot;:1467,&quot;w&quot;:130,&quot;h&quot;:70,&quot;abs_x&quot;:559,&quot;abs_y&quot;:2457}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:259,&quot;y&quot;:1482,&quot;w&quot;:127,&quot;h&quot;:40,&quot;abs_x&quot;:561,&quot;abs_y&quot;:2472}"><span bis_size="{&quot;x&quot;:286,&quot;y&quot;:1484,&quot;w&quot;:73,&quot;h&quot;:35,&quot;abs_x&quot;:588,&quot;abs_y&quot;:2474}">Moisture Resistance</span></p>
</th>
<th scope="col" bis_size="{&quot;x&quot;:388,&quot;y&quot;:1467,&quot;w&quot;:168,&quot;h&quot;:70,&quot;abs_x&quot;:690,&quot;abs_y&quot;:2457}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:389,&quot;y&quot;:1492,&quot;w&quot;:166,&quot;h&quot;:20,&quot;abs_x&quot;:691,&quot;abs_y&quot;:2482}"><span bis_size="{&quot;x&quot;:424,&quot;y&quot;:1494,&quot;w&quot;:97,&quot;h&quot;:15,&quot;abs_x&quot;:726,&quot;abs_y&quot;:2484}">Best Use Case</span></p>
</th>
</tr>
</thead>
<tbody bis_size="{&quot;x&quot;:8,&quot;y&quot;:1538,&quot;w&quot;:548,&quot;h&quot;:282,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2528}">
<tr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1538,&quot;w&quot;:548,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2528}">
<td bis_size="{&quot;x&quot;:8,&quot;y&quot;:1538,&quot;w&quot;:143,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2528}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:9,&quot;y&quot;:1553,&quot;w&quot;:140,&quot;h&quot;:40,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2543}"><span bis_size="{&quot;x&quot;:9,&quot;y&quot;:1555,&quot;w&quot;:112,&quot;h&quot;:35,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2545}">Closed-Cell Spray Foam</span></p>
</td>
<td bis_size="{&quot;x&quot;:151,&quot;y&quot;:1538,&quot;w&quot;:106,&quot;h&quot;:70,&quot;abs_x&quot;:453,&quot;abs_y&quot;:2528}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:153,&quot;y&quot;:1553,&quot;w&quot;:103,&quot;h&quot;:40,&quot;abs_x&quot;:455,&quot;abs_y&quot;:2543}"><span bis_size="{&quot;x&quot;:153,&quot;y&quot;:1555,&quot;w&quot;:82,&quot;h&quot;:35,&quot;abs_x&quot;:455,&quot;abs_y&quot;:2545}">6.5 to 7.0 per inch</span></p>
</td>
<td bis_size="{&quot;x&quot;:257,&quot;y&quot;:1538,&quot;w&quot;:130,&quot;h&quot;:70,&quot;abs_x&quot;:559,&quot;abs_y&quot;:2528}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:259,&quot;y&quot;:1563,&quot;w&quot;:127,&quot;h&quot;:20,&quot;abs_x&quot;:561,&quot;abs_y&quot;:2553}"><span bis_size="{&quot;x&quot;:259,&quot;y&quot;:1565,&quot;w&quot;:28,&quot;h&quot;:15,&quot;abs_x&quot;:561,&quot;abs_y&quot;:2555}">High</span></p>
</td>
<td bis_size="{&quot;x&quot;:388,&quot;y&quot;:1538,&quot;w&quot;:168,&quot;h&quot;:70,&quot;abs_x&quot;:690,&quot;abs_y&quot;:2528}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:389,&quot;y&quot;:1553,&quot;w&quot;:166,&quot;h&quot;:40,&quot;abs_x&quot;:691,&quot;abs_y&quot;:2543}"><span bis_size="{&quot;x&quot;:389,&quot;y&quot;:1555,&quot;w&quot;:147,&quot;h&quot;:35,&quot;abs_x&quot;:691,&quot;abs_y&quot;:2545}">Roof decks and exterior walls</span></p>
</td>
</tr>
<tr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1608,&quot;w&quot;:548,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2598}">
<td bis_size="{&quot;x&quot;:8,&quot;y&quot;:1608,&quot;w&quot;:143,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2598}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:9,&quot;y&quot;:1624,&quot;w&quot;:140,&quot;h&quot;:40,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2614}"><span bis_size="{&quot;x&quot;:9,&quot;y&quot;:1626,&quot;w&quot;:103,&quot;h&quot;:35,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2616}">Open-Cell Spray Foam</span></p>
</td>
<td bis_size="{&quot;x&quot;:151,&quot;y&quot;:1608,&quot;w&quot;:106,&quot;h&quot;:70,&quot;abs_x&quot;:453,&quot;abs_y&quot;:2598}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:153,&quot;y&quot;:1624,&quot;w&quot;:103,&quot;h&quot;:40,&quot;abs_x&quot;:455,&quot;abs_y&quot;:2614}"><span bis_size="{&quot;x&quot;:153,&quot;y&quot;:1626,&quot;w&quot;:82,&quot;h&quot;:35,&quot;abs_x&quot;:455,&quot;abs_y&quot;:2616}">3.5 to 3.8 per inch</span></p>
</td>
<td bis_size="{&quot;x&quot;:257,&quot;y&quot;:1608,&quot;w&quot;:130,&quot;h&quot;:70,&quot;abs_x&quot;:559,&quot;abs_y&quot;:2598}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:259,&quot;y&quot;:1634,&quot;w&quot;:127,&quot;h&quot;:20,&quot;abs_x&quot;:561,&quot;abs_y&quot;:2624}"><span bis_size="{&quot;x&quot;:259,&quot;y&quot;:1636,&quot;w&quot;:49,&quot;h&quot;:15,&quot;abs_x&quot;:561,&quot;abs_y&quot;:2626}">Medium</span></p>
</td>
<td bis_size="{&quot;x&quot;:388,&quot;y&quot;:1608,&quot;w&quot;:168,&quot;h&quot;:70,&quot;abs_x&quot;:690,&quot;abs_y&quot;:2598}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:389,&quot;y&quot;:1634,&quot;w&quot;:166,&quot;h&quot;:20,&quot;abs_x&quot;:691,&quot;abs_y&quot;:2624}"><span bis_size="{&quot;x&quot;:389,&quot;y&quot;:1636,&quot;w&quot;:143,&quot;h&quot;:15,&quot;abs_x&quot;:691,&quot;abs_y&quot;:2626}">Attics and interior walls</span></p>
</td>
</tr>
<tr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1679,&quot;w&quot;:548,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2669}">
<td bis_size="{&quot;x&quot;:8,&quot;y&quot;:1679,&quot;w&quot;:143,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2669}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:9,&quot;y&quot;:1704,&quot;w&quot;:140,&quot;h&quot;:20,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2694}"><span bis_size="{&quot;x&quot;:9,&quot;y&quot;:1706,&quot;w&quot;:100,&quot;h&quot;:15,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2696}">Fiberglass Batts</span></p>
</td>
<td bis_size="{&quot;x&quot;:151,&quot;y&quot;:1679,&quot;w&quot;:106,&quot;h&quot;:70,&quot;abs_x&quot;:453,&quot;abs_y&quot;:2669}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:153,&quot;y&quot;:1694,&quot;w&quot;:103,&quot;h&quot;:40,&quot;abs_x&quot;:455,&quot;abs_y&quot;:2684}"><span bis_size="{&quot;x&quot;:153,&quot;y&quot;:1696,&quot;w&quot;:82,&quot;h&quot;:35,&quot;abs_x&quot;:455,&quot;abs_y&quot;:2686}">2.2 to 3.8 per inch</span></p>
</td>
<td bis_size="{&quot;x&quot;:257,&quot;y&quot;:1679,&quot;w&quot;:130,&quot;h&quot;:70,&quot;abs_x&quot;:559,&quot;abs_y&quot;:2669}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:259,&quot;y&quot;:1704,&quot;w&quot;:127,&quot;h&quot;:20,&quot;abs_x&quot;:561,&quot;abs_y&quot;:2694}"><span bis_size="{&quot;x&quot;:259,&quot;y&quot;:1706,&quot;w&quot;:25,&quot;h&quot;:15,&quot;abs_x&quot;:561,&quot;abs_y&quot;:2696}">Low</span></p>
</td>
<td bis_size="{&quot;x&quot;:388,&quot;y&quot;:1679,&quot;w&quot;:168,&quot;h&quot;:70,&quot;abs_x&quot;:690,&quot;abs_y&quot;:2669}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:389,&quot;y&quot;:1704,&quot;w&quot;:166,&quot;h&quot;:20,&quot;abs_x&quot;:691,&quot;abs_y&quot;:2694}"><span bis_size="{&quot;x&quot;:389,&quot;y&quot;:1706,&quot;w&quot;:135,&quot;h&quot;:15,&quot;abs_x&quot;:691,&quot;abs_y&quot;:2696}">Standard wall cavities</span></p>
</td>
</tr>
<tr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1750,&quot;w&quot;:548,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2740}">
<td bis_size="{&quot;x&quot;:8,&quot;y&quot;:1750,&quot;w&quot;:143,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2740}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:9,&quot;y&quot;:1775,&quot;w&quot;:140,&quot;h&quot;:20,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2765}"><span bis_size="{&quot;x&quot;:9,&quot;y&quot;:1777,&quot;w&quot;:115,&quot;h&quot;:15,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2767}">Blown-in Cellulose</span></p>
</td>
<td bis_size="{&quot;x&quot;:151,&quot;y&quot;:1750,&quot;w&quot;:106,&quot;h&quot;:70,&quot;abs_x&quot;:453,&quot;abs_y&quot;:2740}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:153,&quot;y&quot;:1765,&quot;w&quot;:103,&quot;h&quot;:40,&quot;abs_x&quot;:455,&quot;abs_y&quot;:2755}"><span bis_size="{&quot;x&quot;:153,&quot;y&quot;:1767,&quot;w&quot;:82,&quot;h&quot;:35,&quot;abs_x&quot;:455,&quot;abs_y&quot;:2757}">3.2 to 3.8 per inch</span></p>
</td>
<td bis_size="{&quot;x&quot;:257,&quot;y&quot;:1750,&quot;w&quot;:130,&quot;h&quot;:70,&quot;abs_x&quot;:559,&quot;abs_y&quot;:2740}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:259,&quot;y&quot;:1775,&quot;w&quot;:127,&quot;h&quot;:20,&quot;abs_x&quot;:561,&quot;abs_y&quot;:2765}"><span bis_size="{&quot;x&quot;:259,&quot;y&quot;:1777,&quot;w&quot;:25,&quot;h&quot;:15,&quot;abs_x&quot;:561,&quot;abs_y&quot;:2767}">Low</span></p>
</td>
<td bis_size="{&quot;x&quot;:388,&quot;y&quot;:1750,&quot;w&quot;:168,&quot;h&quot;:70,&quot;abs_x&quot;:690,&quot;abs_y&quot;:2740}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:389,&quot;y&quot;:1775,&quot;w&quot;:166,&quot;h&quot;:20,&quot;abs_x&quot;:691,&quot;abs_y&quot;:2765}"><span bis_size="{&quot;x&quot;:389,&quot;y&quot;:1777,&quot;w&quot;:65,&quot;h&quot;:15,&quot;abs_x&quot;:691,&quot;abs_y&quot;:2767}">Attic floors</span></p>
</td>
</tr>
</tbody>
</table>
</div>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1838,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2828}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1836,&quot;w&quot;:445,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2826}">Factors to Consider Before Hiring a Provider</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1876,&quot;w&quot;:549,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2866}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1878,&quot;w&quot;:548,&quot;h&quot;:115,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2868}">Selecting the right material is only the first step, as the final performance depends on how the team installs it. Homeowners should look for a provider that offers clear communication and honest pricing for their work. A good Insulation contractor will perform a thorough inspection before giving a quote to ensure they see the whole picture. They should be able to explain the process and what the homeowner can expect during the installation.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:2012,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3002}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2044,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3034}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2046,&quot;w&quot;:536,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3036}">Check for a history of successful projects in the Loxahatchee and Jupiter areas to ensure they know the local land. Experience with local building styles helps them avoid common mistakes that less familiar teams might make. A local Insulation company understands the specific stresses that Florida weather puts on a house.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:2140,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3130}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2172,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3162}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2174,&quot;w&quot;:547,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3164}">Review the safety standards and clean-up procedures that the team follows on every job site. High-quality Insulation services should leave the home cleaner and more efficient than it was before they arrived. Reliable teams take pride in their workmanship and respect the property they are working on.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2268,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3258}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2269,&quot;w&quot;:262,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3259}">Bonus Tips for Maximum Savings</span></strong></h3>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2304,&quot;w&quot;:549,&quot;h&quot;:74,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3294}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2304,&quot;w&quot;:509,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3294}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2304,&quot;w&quot;:509,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3294}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2306,&quot;w&quot;:462,&quot;h&quot;:35,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3296}">Check the weather stripping around doors and windows to prevent air from escaping.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2358,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3348}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2358,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3348}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2360,&quot;w&quot;:496,&quot;h&quot;:15,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3350}">Keep attic hatches sealed tightly to stop heat from drifting down into the hallway.</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2396,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3386}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2394,&quot;w&quot;:372,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3384}">The Long-Term Value of Quality Work</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2433,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3423}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2435,&quot;w&quot;:542,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3425}">Investing in better thermal protection leads to lower utility bills every month for the life of the home. This Insulation company helps residents see a return on their investment through reduced wear and tear on HVAC systems. When a house stays cool naturally, the air conditioner does not have to run as often.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:2529,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3519}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2561,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3551}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2563,&quot;w&quot;:542,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3553}">Good materials also improve the air quality inside the home by keeping out dust, pollen, and outdoor pollutants. Many Insulation experts point out that a well-sealed home is a healthier home for families. This is especially true in Loxahatchee, where outdoor allergens can be quite high during certain seasons.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:2657,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3647}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2689,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3679}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2691,&quot;w&quot;:541,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3681}">Adding value to the property is another benefit of choosing professional Insulation services. Future buyers look for energy-efficient features that will keep their future costs low and their comfort high. Quality installation is an asset that makes a house stand out in the competitive South Florida real estate market.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2786,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3776}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2786,&quot;w&quot;:280,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3776}"><img src="https://avatars.mds.yandex.net/i?id=97b42bfc9f221d1549909c918d9a7e2e257c978f-3548820-images-thumbs&amp;n=13" alt="Picture background" width="648" height="434"></span></strong></h3>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2786,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3776}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2786,&quot;w&quot;:280,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3776}">Common Areas That Need Attention</span></strong></h3>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2822,&quot;w&quot;:549,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3812}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2822,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3812}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2822,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3812}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2824,&quot;w&quot;:301,&quot;h&quot;:15,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3814}">Vertical walls in the attic that touch living spaces.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2856,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3846}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2856,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3846}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2858,&quot;w&quot;:335,&quot;h&quot;:15,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3848}">Crawl spaces that can let in moisture from the ground.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2890,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3880}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2890,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3880}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2892,&quot;w&quot;:407,&quot;h&quot;:15,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3882}">Garage ceilings if there is a bedroom located directly above them.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2924,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3914}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2924,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3914}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2926,&quot;w&quot;:341,&quot;h&quot;:15,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3916}">Small gaps around plumbing pipes and electrical wires.</span></p>
</li>
</ul>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2963,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3953}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2965,&quot;w&quot;:179,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3955}">Bonus Tips for Attic Health</span></strong><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:3003,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3993}"></b></h4>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3035,&quot;w&quot;:549,&quot;h&quot;:74,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4025}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3035,&quot;w&quot;:509,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4025}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3035,&quot;w&quot;:509,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4025}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3037,&quot;w&quot;:505,&quot;h&quot;:35,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4027}">Ensure the attic has proper ventilation if using traditional materials to prevent heat buildup.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3089,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4079}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3089,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4079}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3091,&quot;w&quot;:493,&quot;h&quot;:15,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4081}">Inspect the roof for leaks before installing new materials to ensure they stay dry.</span></p>
</li>
</ul>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3162,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4152}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3164,&quot;w&quot;:149,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4154}">Additional Information</span></strong></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3200,&quot;w&quot;:549,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4190}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3202,&quot;w&quot;:524,&quot;h&quot;:55,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4192}">Local utility providers sometimes offer rebates or incentives for homeowners who upgrade their energy efficiency. It is worth checking with the power company to see if any programs are currently available for Loxahatchee residents.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3278,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4268}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3276,&quot;w&quot;:424,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4266}">Final Thoughts on Local Energy Efficiency</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3315,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4305}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3317,&quot;w&quot;:549,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4307}">Choosing a reliable team for Insulation services is a smart move for any Loxahatchee resident looking to improve their home. Proper installation makes a massive difference in how a house handles the Florida sun. Homeowners should focus on finding a provider that offers the right materials for their specific needs and budget.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:3411,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4401}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3443,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4433}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3445,&quot;w&quot;:549,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4435}">Taking the time to research different options ensures a comfortable living space for years to come. Reliable Insulation experts can guide property owners through the process with ease and professionalism. Every homeowner should evaluate their current energy use and consider how better sealing could benefit their property and their wallet.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3541,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4531}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3539,&quot;w&quot;:281,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4529}">Reliable Help for Your Home</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3578,&quot;w&quot;:549,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4568}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3580,&quot;w&quot;:390,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4570}">If you want to make your home more comfortable and efficient, </span><strong><a href="https://maps.app.goo.gl/kPNSyoupBKPaNf3R7" bis_size="{&quot;x&quot;:398,&quot;y&quot;:3580,&quot;w&quot;:86,&quot;h&quot;:15,&quot;abs_x&quot;:700,&quot;abs_y&quot;:4570}"><span bis_size="{&quot;x&quot;:398,&quot;y&quot;:3580,&quot;w&quot;:86,&quot;h&quot;:15,&quot;abs_x&quot;:700,&quot;abs_y&quot;:4570}">All in Overhall</span></a></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3580,&quot;w&quot;:545,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4570}"> is ready to assist. They offer expert </span><span bis_size="{&quot;x&quot;:160,&quot;y&quot;:3600,&quot;w&quot;:3,&quot;h&quot;:15,&quot;abs_x&quot;:462,&quot;abs_y&quot;:4590}">I</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3600,&quot;w&quot;:525,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4590}">nsulation services across Loxahatchee and the surrounding South Florida areas. You can reach out to them at </span><a href="mailto:info@allinoverhall.com" bis_size="{&quot;x&quot;:320,&quot;y&quot;:3620,&quot;w&quot;:141,&quot;h&quot;:15,&quot;abs_x&quot;:622,&quot;abs_y&quot;:4610}"><span bis_size="{&quot;x&quot;:320,&quot;y&quot;:3620,&quot;w&quot;:141,&quot;h&quot;:15,&quot;abs_x&quot;:622,&quot;abs_y&quot;:4610}">info@allinoverhall.com</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3620,&quot;w&quot;:549,&quot;h&quot;:55,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4610}"> or call (561) 406-3835 to discuss your project. Their team is dedicated to providing honest advice and high-quality results for every customer they serve.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:3694,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4684}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3726,&quot;w&quot;:549,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4716}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3728,&quot;w&quot;:41,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4718}">Author</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3728,&quot;w&quot;:487,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4718}">: Richard Hall founded ALL IN OVERHALL in Jupiter, FL, to offer reliable insulation services focused on clear communication and careful workmanship.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:3782,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4772}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3814,&quot;w&quot;:549,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4804}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3816,&quot;w&quot;:62,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4806}">Reviewer:</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3816,&quot;w&quot;:534,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4806}"> Lucas Mitchell has 6 years of experience in spray foam insulation and helps refine strategies for homeowners seeking reliable energy solutions.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3872,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4862}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3870,&quot;w&quot;:525,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4860}">Questions People Ask About Loxahatchee Insulation</span></strong></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3909,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4899}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3910,&quot;w&quot;:461,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4900}">How long does spray foam typically last in a Florida home?</span></strong></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3945,&quot;w&quot;:549,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4935}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3947,&quot;w&quot;:549,&quot;h&quot;:55,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4937}">Spray foam is designed to last for the entire life of the building without needing to be replaced. It does not sag or settle over time like fiberglass or cellulose might. This makes it a one-time investment for most homeowners in the Loxahatchee area.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4022,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5012}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4022,&quot;w&quot;:389,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5012}">Can new material be installed over old fiberglass?</span></strong></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4058,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5048}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4060,&quot;w&quot;:524,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5050}">In many cases, it is better to remove old, dirty, or damp material before adding a new layer. This allows the </span><span bis_size="{&quot;x&quot;:141,&quot;y&quot;:4080,&quot;w&quot;:126,&quot;h&quot;:15,&quot;abs_x&quot;:443,&quot;abs_y&quot;:5070}">Insulation contractor</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4080,&quot;w&quot;:549,&quot;h&quot;:55,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5070}"> to see the structure and ensure a perfect seal. Removing old debris also helps get rid of any pests or mold that might be hiding in the attic.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4155,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5145}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4155,&quot;w&quot;:316,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5145}">Is spray foam safe for families and pets?</span></strong></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4191,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5181}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4193,&quot;w&quot;:532,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5183}">Once the material has fully cured, it is inert and does not release any harmful particles into the air. Professional </span><span bis_size="{&quot;x&quot;:161,&quot;y&quot;:4213,&quot;w&quot;:109,&quot;h&quot;:15,&quot;abs_x&quot;:463,&quot;abs_y&quot;:5203}">Insulation experts</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4213,&quot;w&quot;:529,&quot;h&quot;:55,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5203}"> follow strict safety protocols to ensure the home is safe for re-entry shortly after the job. It actually helps families by reducing the amount of outdoor dust that enters the home.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4287,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5277}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4288,&quot;w&quot;:411,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5278}">How much can a homeowner save on cooling costs?</span></strong></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4324,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5314}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4326,&quot;w&quot;:543,&quot;h&quot;:55,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5316}">Many residents see a reduction in their cooling bills by 20% to 50% after upgrading their thermal barriers. The exact savings depend on the size of the home and how the residents use their air conditioning. A local </span><span bis_size="{&quot;x&quot;:272,&quot;y&quot;:4366,&quot;w&quot;:120,&quot;h&quot;:15,&quot;abs_x&quot;:574,&quot;abs_y&quot;:5356}">Insulation company</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4366,&quot;w&quot;:537,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5356}"> can help estimate these savings based on similar local projects.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4420,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5410}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4418,&quot;w&quot;:422,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5408}">Does the installation process take a long time?</strong></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4457,&quot;w&quot;:549,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5447}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4459,&quot;w&quot;:536,&quot;h&quot;:55,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5449}">Most residential projects in Loxahatchee can be finished in just one or two days. The team works efficiently to minimize any disruption to the daily routine of the family. They use specialized equipment to ensure the job is done quickly and correctly the first time.</span></p>]]> </content:encoded>
</item>

<item>
<title>Durable Ceramic Fiber Boards for Boiler Insulation</title>
<link>https://news.bangboxonline.com/durable-ceramic-fiber-boards-for-boiler-insulation</link>
<guid>https://news.bangboxonline.com/durable-ceramic-fiber-boards-for-boiler-insulation</guid>
<description><![CDATA[ The best insulation material for high temperatures is ceramic fiber board, also called ceramic insulation board or Ceramic Fiber Insulation. They are refractory insulators that can be continuously exposed to high temperatures without heat loss or increased fuel consumption. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3678889f65f.jpg" length="116292" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 16:25:09 +0500</pubDate>
<dc:creator>BM Enterprises</dc:creator>
<media:keywords>ceramic fiber boards, ceramic insulation boards, Ceramic Fiber Insulation, boiler insulation boards, ceramic fiber board supplier India, refractory insulation materials, industrial insulation boards</media:keywords>
<content:encoded><![CDATA[<p><!-- wp:paragraph --></p>
<p>In an industrial heating setup, the temperature is very high. Therefore, insulation is one of the most important factors for efficiency and reliability. There are many different types of insulators in the market to cater to different situations. The best insulation material for high temperatures is ceramic fiber board, also called <a href="https://www.bmenterprises.co.in/ceramic-fibers-&amp;-boards.html"><strong>ceramic insulation board</strong></a> or <strong>Ceramic Fiber Insulation</strong>. They are refractory insulators that can be continuously exposed to high temperatures without losing heat or increasing fuel consumption.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>At BM Enterprises, we deal with <strong>Ceramic Fiber Insulation boards</strong>, which are of premium quality and can handle any situation in industries. They are characterized by thermal stability, low thermal conductivity, high compressive strength, and thermal shock resistance. You can use the insulators in any part of the system, such as boilers, furnaces, kilns, reheating furnaces, heat treatment furnaces, and power plants.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Since many Indian industries are adopting the practice of lowering operation costs through increased efficiency, there is a growing demand for ceramic fiber insulators. In this article, we discuss everything about Ceramic Fiber Insulators, including their properties, specifications, applications, installation process, advantages, and availability in industrial cities of India.</p>
<p><!-- /wp:paragraph --><!-- wp:heading --></p>
<h2 class="wp-block-heading"><strong>What Are Ceramic Fiber Boards?</strong></h2>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>These are rigid forms of insulation made through the combination of highly pure alumino-silicate ceramic fibers with special binders. The process results in the manufacture of lightweight but robust boards that can withstand very high temperatures without any form of shrinking or deterioration.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>In contrast with regular insulating material, ceramic insulating boards offer great thermal insulation but occupy little space. The poor thermal conductivity of these insulating boards makes it possible to reduce the transfer of heat, hence increasing the efficiency of equipment by maintaining a constant temperature. <a href="https://www.bmenterprises.co.in/ceramic-fibers-&amp;-boards.html">Ceramic fiber boards</a> find applications in industries such as steel, cement, power plants, petrochemicals, glass production, and foundry operations.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Due to their rigidity, ceramic fiber boards are easy to assemble and install. They also possess good dimensional stability, making them resist thermal cycling. Due to these properties, there is increased use of these types of insulating materials in industries for the improvement of efficiency and energy consumption reduction.</p>
<p><!-- /wp:paragraph --><!-- wp:heading --></p>
<h2 class="wp-block-heading"><strong>Importance of Boiler Insulation</strong></h2>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Boilers happen to be one of the most energy-consuming machines found in industrial plants. Energy losses through poor boiler insulation lead to high fuel consumption, increased operational cost, and reduced overall efficiency. Thus, efficient insulation is vital for maximizing thermal efficiency and minimizing energy losses.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>The ceramic fiber boards serve as thermal insulators that limit the transmission of heat from the high-temperature interior of the boiler to the surrounding environment. This helps to conserve energy and, at the same time, ensures sustainability since less carbon is emitted into the atmosphere due to lower fuel consumption.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Boiler insulation makes the equipment safer because low temperatures of the outer shell protect workers from burns and injuries. Besides, the stability of temperatures also leads to reduced thermal stress on the components of the boiler.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading"><strong>Key Features of Durable Ceramic Fiber Boards</strong></h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Key benefits include:</p>
<p><!-- /wp:paragraph --><!-- wp:list --></p>
<ul class="wp-block-list"><!-- wp:list-item -->
<li>Tolerance to high temperatures up to 1430°C</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Low thermal conductivity</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Thermal shock resistant</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Low weight</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Ease of installation and manufacturing</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Energetic efficiency</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Less maintenance needed</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Long lasting</li>
<!-- /wp:list-item --></ul>
<p><!-- /wp:list --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading"><strong>Technical Specifications of Ceramic Fiber Boards</strong></h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>The performance of the ceramic fiber boards depends upon their density, thickness, and temperature class. BM Enterprises offers diverse grades according to the industrial needs.</p>
<p><!-- /wp:paragraph --><!-- wp:table --></p>
<figure class="wp-block-table">
<table class="has-fixed-layout">
<tbody>
<tr>
<td><strong>Property</strong></td>
<td><strong>Specification</strong></td>
</tr>
<tr>
<td>Temperature Rating</td>
<td>1000°C to 1430°C</td>
</tr>
<tr>
<td>Density</td>
<td>250 to 350 kg/m³</td>
</tr>
<tr>
<td>Standard Thickness</td>
<td>12 mm to 100 mm</td>
</tr>
<tr>
<td>Standard Size</td>
<td>1000 x 600 mm</td>
</tr>
<tr>
<td>Thermal Conductivity</td>
<td>Low</td>
</tr>
<tr>
<td>Color</td>
<td>White</td>
</tr>
<tr>
<td>Compressive Strength</td>
<td>High</td>
</tr>
<tr>
<td>Shrinkage</td>
<td>Minimal</td>
</tr>
<tr>
<td>Thermal Shock Resistance</td>
<td>Excellent</td>
</tr>
</tbody>
</table>
</figure>
<p><!-- /wp:table --><!-- wp:paragraph --></p>
<p>These specifications ensure that ceramic insulation boards can be used in a variety of thermal management applications. Custom-sized and custom-thickness boards can also be manufactured according to project specifications.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading"><strong>Applications of Ceramic Fiber Boards</strong></h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>The ceramic fiber boards find wide use in industries where high-temperature insulation is required. Ceramic fiber boards can be employed in primary and secondary insulation systems because of their flexibility.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>In boiler systems, the ceramic fiber boards are employed as back-up insulation for the refractory lining to increase thermal efficiency and decrease heat loss. These boards are also utilized in boiler doors, duct lining, expansion joints, and burner blocks.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Some other typical applications of <a href="https://www.bmenterprises.co.in/ceramic-fibers-&amp;-boards.html">ceramic fiber insulation boards</a> include industrial furnaces, annealing furnaces, reheating furnaces, kiln lining, glass tank insulation, heat treatment equipment, petrochemical reactors, power plants, foundries, aluminum processing units, and steel mills.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Due to its high strength and efficient thermal properties, ceramic fiber insulation material has become an important part of modern industrial refractory systems.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading"><strong>How to Install Ceramic Fiber Insulation</strong></h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Proper insulation depends on proper installation. Before installing, all surfaces need to be properly cleaned and prepared so that dust, rust, oil, or loose particles are removed from them. This is necessary to achieve good adhesion and correct installation of the boards.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>The ceramic fiber boards must be correctly measured and cut based on the size of the space where they will be installed. Depending on operational requirements, special refractory adhesives or anchors might be employed.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Joints must be made as tight as possible to avoid thermal bridging during installation. Proper sealing of gaps contributes to better insulation and avoids any additional heat losses. Manufacturer’s instructions have to be followed for maximum efficiency and durability.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Insulation systems must be regularly checked for mechanical damage. It helps to extend the operational life span of the system.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading"><strong>Benefits of Using Ceramic Fiber Boards</strong></h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Energy saving becomes another factor that can be considered by using ceramic fiber insulation boards in an industry since their installation ensures less heat dissipation and reduced fuel consumption.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Equipment safety is another advantage because of the ability of ceramic fiber boards to maintain a steady temperature level, which results in reduced thermal stress of boilers and furnaces. Thus, their lifetime increases, and fewer emergencies happen.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Lightness of the material used for the manufacturing of ceramic boards ensures easy installation and minimizes the demands on the structure. Moreover, the low maintenance costs of such insulation become possible because of its high durability under various environmental conditions.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading"><strong>Growth of the Ceramic Insulation Market in India</strong></h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>The Indian industrial segment remains on an aggressive expansion path, resulting in the increasing demand for high-quality insulation products. Industries like steel, cement, petrochemical, power generation, glass making, and automobile manufacturing need high-quality thermal insulation solutions.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Various government efforts in the direction of energy efficiency and sustainability in manufacturing activities have boosted the use of ceramic fiber insulation material even further. With an increasing need to lower energy consumption and meet environmental standards, ceramic insulation boards have become popular choices.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>The construction of more and more industrial infrastructure in prominent industrial cities has opened up significant business prospects for the suppliers and manufacturers of refractory insulation materials.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading"><strong>Why Choose BM Enterprises?</strong></h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>BM Enterprises is known to be a dependable manufacturer and supplier of ceramic fiber boards and <a href="https://www.bmenterprises.co.in/">refractory insulation materials in India</a>. Our company is dedicated to offering reliable solutions that satisfy high-quality and performance standards.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Our advantages include:</p>
<p><!-- /wp:paragraph --><!-- wp:list --></p>
<ul class="wp-block-list"><!-- wp:list-item -->
<li>High-quality Ceramic Fiber Insulation Products</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Competitive prices</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Technical assistance &amp; Product advice</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Prompt deliveries throughout India</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Availability of a large stock</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Solutions tailored to industrial use</li>
<!-- /wp:list-item --><!-- wp:list-item -->
<li>Refractory industry expertise</li>
<!-- /wp:list-item --></ul>
<p><!-- /wp:list --><!-- wp:paragraph --></p>
<p>We cater to industrial sectors such as steel, cement, power plants, foundries, petrochemical, and engineering manufacturing companies.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading"><strong>Where to Buy Ceramic Fiber Boards in India</strong></h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>BM Enterprises provides high-quality ceramic fiber boards to our clients all over India. You can buy from us our products that can be found in various major industrial zones such as Faridabad, Gurgaon, Noida, Ghaziabad, Delhi NCR, Jalandhar, Ludhiana, Karnal, Panipat, Ambala, Bhiwadi, Jaipur, Bawal, Neemrana, Mandi Gobindgarh, Chandigarh, Sonipat, Rohtak, Hisar, Bahadurgarh, Ahmedabad, Pune, Mumbai, Hyderabad, Chennai, Bengaluru, Kolkata and many other industrial zones.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>No matter what kinds of insulation boards or custom-made refractory insulations you need, we are able to offer our customers products adjusted to their needs.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading"><strong>Conclusion</strong></h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p>Ceramic fiber boards have become one of the most efficient insulating materials for modern boilers and industrial equipment that operate at very high temperatures. The superior insulating properties, lightweight nature, thermal shock resistance, and energy-saving capability of these insulating materials have made them an essential material for use in today’s industry. With rising demands for efficient production processes, ceramic fiber boards and Ceramic Fiber Insulation are going to be an essential part of such processes.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p><strong>BM Enterprises</strong> offers premium-quality ceramic fiber boards throughout India.</p>
<p><!-- /wp:paragraph --><!-- wp:heading {"level":3} --></p>
<h3 class="wp-block-heading"><strong>Frequently Asked Questions</strong></h3>
<p><!-- /wp:heading --><!-- wp:paragraph --></p>
<p><strong>1. Which is the highest temperature that ceramic fiber boards can tolerate?</strong></p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Ceramic fiber boards have a maximum tolerance level of 1000°C to 1430°C based on their grades.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p><strong>2. Can ceramic fiber boards be used as an insulation material for boilers?</strong></p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Ceramic fiber boards are ideal materials for use in boilers due to their high-temperature resistance and good insulation properties.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p><strong>3. What are the thicknesses available?</strong></p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>The standard thickness range is between 12 mm to 100 mm.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p><strong>4. For how long do ceramic fiber boards last?</strong></p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Ceramic fiber boards can offer long-lasting services when installed and maintained correctly.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p><strong>5. From where can ceramic fiber boards be purchased in India?</strong></p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>BM Enterprises supplies ceramic fiber boards in various parts of India including Delhi NCR, Jaipur, Bhiwadi, Neemrana, Ludhiana, Jalandhar, Panipat, Karnal, Faridabad, Noida, Ghaziabad, and many others.</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p><strong><em>Contact BM Enterprises</em></strong></p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>BM Enterprises</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Call: +91 9953640650, +91 9650073916</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Email: sales@bmenterprises.co.in</p>
<p><!-- /wp:paragraph --><!-- wp:paragraph --></p>
<p>Website:<a href="http://www.bmenterprises.co.in"> www.bmenterprises.co.in</a></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Why Wedding Photography in New York Creates Unforgettable Wedding Memories</title>
<link>https://news.bangboxonline.com/wedding-photography-in-new-york-timeless-wedding-memories</link>
<guid>https://news.bangboxonline.com/wedding-photography-in-new-york-timeless-wedding-memories</guid>
<description><![CDATA[ Looking for exceptional wedding photography in New York? Discover how professional photographers capture authentic emotions, timeless moments, and unforgettable celebrations. Learn what makes the wedding photographers in New York stand out and why couples trust the best wedding photographers in New York to preserve their special day. Featuring expert insights and premium wedding storytelling by What A Story. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3a7c22cf9ac.jpg" length="245568" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 15:44:41 +0500</pubDate>
<dc:creator>Shamily.whatastory</dc:creator>
<media:keywords>wedding photography in New York, wedding photographers in New York, best wedding photographers in New York</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>A wedding is one of the most meaningful milestones in life, and preserving those moments requires creativity, experience, and a deep understanding of storytelling. From emotional vows to joyful celebrations, every detail deserves to be documented with care. Couples today are looking for photographers who can do more than take beautiful pictures they want professionals who can capture authentic emotions and transform fleeting moments into lifelong memories.</span></p>
<p dir="ltr"><span>When searching for</span><a href="https://whataweddingstory.com/wedding-photography-in-new-york/"><span> </span><span>wedding photography in New York</span></a><span>, couples often prioritize a blend of artistic vision, technical expertise, and personalized service. New York offers a stunning variety of wedding venues, from elegant ballrooms and luxury hotels to rooftop celebrations and scenic outdoor locations. A skilled photographer understands how to work with different lighting conditions, venue styles, and wedding themes to create a gallery that truly reflects each couple’s unique story.</span></p>
<p dir="ltr"><span>Choosing the right wedding photography team can make a significant difference in the overall wedding experience. Here are some important factors to consider:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Experience in photographing diverse wedding styles and cultures</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>A strong portfolio showcasing consistency and creativity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Professional equipment and backup systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Clear communication throughout the planning process</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ability to capture candid moments naturally</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Expertise in editing and delivering high-quality images</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Positive client reviews and proven industry reputation</span></p>
</li>
</ul>
<p dir="ltr"><span>Many couples also search for experienced </span><span>wedding photographers in New York</span><span> who can guide them throughout the wedding journey. From engagement sessions to the final reception dance, an experienced photographer helps couples feel comfortable in front of the camera while ensuring every meaningful detail is preserved. This level of professionalism often results in a seamless experience and photographs that remain cherished for generations.</span></p>
<p dir="ltr"><span>The demand for the </span><span>best wedding photographers in New York</span><span> continues to grow as couples increasingly value storytelling, authenticity, and luxury wedding experiences. Top photographers focus on creating images that not only document the day but also evoke the emotions felt during each moment. Whether it is an intimate ceremony, a grand celebration, or a destination wedding within the city, professional wedding photography helps preserve memories in a way that feels genuine and timeless.</span></p>
<p dir="ltr"><span>Beyond technical skills, exceptional wedding photographers bring creativity, adaptability, and attention to detail. They understand how to anticipate important moments, work efficiently under pressure, and collaborate with planners, venues, and other vendors. Their expertise ensures that couples can fully enjoy their special day without worrying about missed memories.</span></p>
<p dir="ltr"><span>Investing in professional wedding photography is ultimately an investment in preserving family history. Years from now, wedding photographs become treasured keepsakes that allow couples, families, and future generations to relive the emotions, laughter, and love shared on that special day. Selecting a photographer who aligns with your vision, style, and expectations is one of the most important decisions in the wedding planning process.</span></p>
<p dir="ltr"><span>For couples seeking exceptional wedding storytelling and luxury wedding imagery, </span><span>What A Story</span><span> has earned recognition for delivering memorable visual experiences. With a commitment to creativity, professionalism, and personalized service, </span><a href="https://whataweddingstory.com/"><span>What A Story</span></a><span> helps couples preserve their most cherished moments through stunning photography that reflects the beauty and emotion of their wedding day.</span></p>
<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a366f0862f23.jpg" alt=""></p>]]> </content:encoded>
</item>

<item>
<title>https://www.facebook.com/ZentavaGlycogenControlAustralia/</title>
<link>https://news.bangboxonline.com/httpswwwfacebookcomzentavaglycogencontrolaustralia</link>
<guid>https://news.bangboxonline.com/httpswwwfacebookcomzentavaglycogencontrolaustralia</guid>
<description><![CDATA[ Zentava Glycogen Control Australia ]]></description>
<enclosure url="https://www.facebook.com/ZentavaGlycogenControlAustralia/" length="49398" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 15:01:37 +0500</pubDate>
<dc:creator>Markdeeckert</dc:creator>
<media:keywords>Zentava Glycogen Control Australia</media:keywords>
<content:encoded><![CDATA[<p><a href="https://www.facebook.com/ZentavaGlycogenControlAustralia/"><span><b>Zentava Glycogen Control Australia</b></span></a>&gt;&gt;&gt;<span style="color: #000000;"><span style="font-family: Merriweather, Georgia, serif;"><span style="font-size: medium;"><span>is a nutritional supplement formulated to help support normal blood sugar levels while promoting healthy metabolism and energy production. Rather than replacing a balanced diet or medical treatment, it is designed to complement a healthy lifestyle by providing carefully selected plant extracts, vitamins, and minerals known for their role in glucose metabolism.</span></span></span></span></p>
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<p>blogs&gt;&gt;&gt;</p>
<p><a href="https://zentavaglycogencontrolaustralia.blogspot.com/2026/06/zentava-glycogen-control-australia-read.html">https://zentavaglycogencontrolaustralia.blogspot.com/2026/06/zentava-glycogen-control-australia-read.html</a></p>
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</item>

<item>
<title>Nagaspin99 Platform dengan Dukungan Profesional</title>
<link>https://news.bangboxonline.com/nagaspin99-platform-dengan-dukungan-profesional</link>
<guid>https://news.bangboxonline.com/nagaspin99-platform-dengan-dukungan-profesional</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="245568" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 14:55:17 +0500</pubDate>
<dc:creator>Ateeb Khatri</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-start="142" data-end="475">Perkembangan teknologi telah mengubah cara masyarakat menikmati hiburan digital. Saat ini, banyak pengguna mencari platform yang menawarkan kenyamanan, kecepatan, dan akses yang mudah dalam satu tempat. <a href="https://socialytime.com/blogs/148658/Nagaspin99-Pengalaman-Online-Mudah">slot gacor hari ini</a> hadir sebagai salah satu nama yang mulai dikenal karena menghadirkan pengalaman hiburan online yang modern dan praktis.</p>
<p data-start="477" data-end="788">Nagaspin99 dirancang untuk memenuhi kebutuhan pengguna yang menginginkan sistem yang responsif, tampilan yang sederhana, dan berbagai fitur yang mendukung aktivitas digital sehari-hari. Dengan konsep yang terus berkembang, platform ini berusaha memberikan pengalaman yang nyaman bagi berbagai kalangan pengguna.</p>
<h2 data-section-id="byi9bu" data-start="790" data-end="831">Tampilan Antarmuka yang Ramah Pengguna</h2>
<p data-start="833" data-end="1021">Salah satu keunggulan Nagaspin99 terletak pada desain antarmukanya yang sederhana dan mudah dipahami. Pengguna baru tidak memerlukan waktu lama untuk mengenali berbagai menu yang tersedia.</p>
<p data-start="1023" data-end="1246">Struktur navigasi yang tertata dengan baik membuat setiap fitur dapat diakses dengan cepat. Selain itu, penggunaan desain modern memberikan kesan profesional dan membantu meningkatkan kenyamanan selama menggunakan platform.</p>
<p data-start="1248" data-end="1379">Pengalaman pengguna menjadi prioritas utama sehingga setiap elemen dirancang agar tetap ringan dan responsif di berbagai perangkat.</p>
<h2 data-section-id="olt5k2" data-start="1381" data-end="1426">Akses Fleksibel Melalui Berbagai Perangkat</h2>
<p data-start="1428" data-end="1602">Di era digital saat ini, fleksibilitas menjadi faktor penting dalam memilih platform online. Nagaspin99 dapat diakses menggunakan komputer, laptop, tablet, maupun smartphone.</p>
<p data-start="1604" data-end="1854">Kemampuan ini memberikan kebebasan bagi pengguna untuk menikmati layanan kapan saja tanpa terikat oleh lokasi tertentu. Sistem yang telah dioptimalkan juga membantu menjaga performa agar tetap stabil meskipun digunakan melalui perangkat yang berbeda.</p>
<p data-start="1856" data-end="1935">Dengan dukungan teknologi modern, proses akses menjadi lebih cepat dan efisien.</p>
<h2 data-section-id="1nhvo69" data-start="1937" data-end="1982">Teknologi yang Mendukung Keamanan Pengguna</h2>
<p data-start="1984" data-end="2145">Keamanan menjadi salah satu aspek yang sangat diperhatikan dalam platform digital. Nagaspin99 menerapkan sistem perlindungan data untuk menjaga privasi pengguna.</p>
<p data-start="2147" data-end="2406">Penggunaan teknologi keamanan membantu melindungi informasi penting selama proses aktivitas berlangsung. Selain itu, pembaruan sistem dilakukan secara berkala agar platform tetap berjalan optimal dan mampu menghadapi perkembangan teknologi yang terus berubah.</p>
<p data-start="2408" data-end="2545">Komitmen terhadap keamanan menjadi salah satu alasan mengapa banyak pengguna merasa lebih nyaman saat menggunakan layanan digital modern.</p>
<h2 data-section-id="bmuw4c" data-start="2547" data-end="2575">Performa Cepat dan Stabil</h2>
<p data-start="2577" data-end="2782">Kecepatan akses merupakan faktor yang sangat berpengaruh terhadap kepuasan pengguna. Nagaspin99 berupaya menghadirkan performa yang stabil agar pengguna dapat menikmati layanan tanpa gangguan yang berarti.</p>
<p data-start="2784" data-end="2969">Optimalisasi server dan pengembangan teknologi menjadi bagian penting dalam menjaga kualitas layanan. Dengan demikian, pengguna dapat merasakan pengalaman yang lebih lancar dan efisien.</p>
<p data-start="2971" data-end="3061">Performa yang konsisten juga membantu meningkatkan kepercayaan pengguna terhadap platform.</p>
<h2 data-section-id="qafdt1" data-start="3063" data-end="3106">Pengalaman Digital yang Terus Berkembang</h2>
<p data-start="3108" data-end="3270">Dunia digital selalu mengalami perubahan yang cepat. Oleh karena itu, Nagaspin99 terus melakukan inovasi untuk menyesuaikan diri dengan kebutuhan pengguna modern.</p>
<p data-start="3272" data-end="3496">Pengembangan fitur baru dilakukan untuk meningkatkan kualitas layanan dan memberikan pengalaman yang lebih menarik. Adaptasi terhadap tren teknologi juga menjadi bagian penting dalam mempertahankan daya saing di era digital.</p>
<p data-start="3498" data-end="3614">Fokus pada inovasi memungkinkan platform tetap relevan dan mampu memenuhi ekspektasi pengguna yang terus berkembang.</p>
<h2 data-section-id="vipb3p" data-start="3616" data-end="3655">Komunitas Pengguna yang Semakin Luas</h2>
<p data-start="3657" data-end="3886">Popularitas sebuah platform tidak hanya ditentukan oleh teknologi yang digunakan, tetapi juga oleh komunitas penggunanya. Nagaspin99 terus menarik perhatian berbagai kalangan karena kemudahan akses dan pengalaman yang ditawarkan.</p>
<p data-start="3888" data-end="4112">Semakin banyak pengguna yang bergabung, semakin besar pula peluang terciptanya interaksi positif dalam ekosistem digital yang sehat. Hal ini menjadi salah satu faktor yang mendukung pertumbuhan platform secara berkelanjutan.</p>
<p data-start="4114" data-end="4227">Komunitas yang aktif juga berperan penting dalam memberikan masukan untuk pengembangan layanan di masa mendatang.</p>
<h2 data-section-id="1806px6" data-start="4229" data-end="4242">Kesimpulan</h2>
<p data-start="4244" data-end="4560">Nagaspin99 menjadi salah satu platform hiburan digital modern yang menawarkan kenyamanan, aksesibilitas, dan pengalaman pengguna yang praktis. Dengan tampilan yang sederhana, teknologi yang terus berkembang, serta fokus pada keamanan dan performa, platform ini mampu memberikan pengalaman digital yang lebih optimal.</p>
<p data-start="4562" data-end="4889" data-is-last-node="" data-is-only-node="">Di tengah pesatnya perkembangan teknologi, Nagaspin99 menunjukkan komitmennya untuk terus berinovasi dan menghadirkan layanan yang sesuai dengan kebutuhan pengguna masa kini. Dengan pendekatan yang modern dan mudah diakses, platform ini berpotensi menjadi salah satu pilihan hiburan digital yang semakin diminati di masa depan.</p>]]> </content:encoded>
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<item>
<title>Newcastle Business Search Directory – Connect and Grow</title>
<link>https://news.bangboxonline.com/newcastle-business-search-directory-connect-and-grow</link>
<guid>https://news.bangboxonline.com/newcastle-business-search-directory-connect-and-grow</guid>
<description><![CDATA[ Looking for a trusted Newcastle business search directory? Connect with local customers, grow your brand, and boost your digital footprint in the North East. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3660030872d.jpg" length="107748" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 14:42:11 +0500</pubDate>
<dc:creator>London Local SEO</dc:creator>
<media:keywords>Newcastle business directory, Newcastle business listing, Newcastle free business listing</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;">In the vibrant economic hub of the North East, visibility is the foundation of success. As consumer habits shift toward instant, local-intent searching, small and medium-sized enterprises must ensure they are easily discoverable. Whether you are a long-standing local shop or a new professional service provider, the right digital infrastructure acts as a catalyst for growth. This is where a reliable<span> </span><a title="null" href="https://localpage.uk/newcastle-upon-tyne">Newcastle business directory</a><span> </span>becomes indispensable, serving as the bridge between your services and the customers actively looking for them.</p>
<p style="text-align: justify;">In this digital-first era, simply having a website is no longer sufficient. You need to be embedded in the local ecosystem where customers conduct their research. By leveraging specialized search platforms, you ensure that your business is not just another result in a sea of data, but a preferred choice for local residents.</p>
<h2 style="text-align: justify;">The Power of Local Search Intent</h2>
<p style="text-align: justify;">Local search intent is the specific behavior of users who are looking for a service "near me." When a user types a query into a search engine, they are often at the bottom of the sales funnel, ready to make a decision. By appearing in a high-authority directory, you capture this high-intent traffic at the exact moment of need.</p>
<p style="text-align: justify;">Understanding this intent allows businesses to tailor their digital presence. It is about more than just contact details; it is about providing the trust signals that convince a potential customer to click "call" or "book now."</p>
<h2 style="text-align: justify;">Why Your Business Needs a Strategic Digital Home</h2>
<p style="text-align: justify;">A directory profile acts as a digital storefront. For many companies, it is the first point of contact. If your details are accurate, your reviews are positive, and your imagery is professional, you build immediate credibility.</p>
<p style="text-align: justify;">Many businesses start by claiming a<span> </span><a title="null" href="https://localpage.uk/free-listing">Newcastle free business listing</a>. This is an essential step for establishing your baseline digital presence. It allows you to define your service area, list your hours, and provide a direct path to your official website, all without incurring significant marketing costs.</p>
<h2 style="text-align: justify;">Navigating the Directory Ecosystem</h2>
<p style="text-align: justify;">The digital landscape is vast, and choosing the right platform matters. Not all directories are created equal. A dedicated<span> </span><a title="null" href="https://localpage.uk/newcastle-upon-tyne">Newcastle trade directory</a><span> </span>offers specific advantages, such as industry-specific categorization that helps search engine algorithms categorize your business precisely.</p>
<p style="text-align: justify;">When evaluating where to list your company, look for platforms that offer:</p>
<ul style="text-align: justify;">
<li>
<p>High domain authority to bolster your SEO.</p>
</li>
<li>
<p>Mobile-friendly interfaces for on-the-go users.</p>
</li>
<li>
<p>Clear pathways for customer interaction, such as direct contact buttons.</p>
</li>
<li>
<p>The ability to update information in real-time.</p>
</li>
</ul>
<h2 style="text-align: justify;">Amplifying Visibility Through Strategic Placement</h2>
<p style="text-align: justify;">Once you have established your presence, scaling your reach often requires more than organic listings. When the market is competitive, a<span> </span><a title="null" href="https://localpage.uk/sponsored-booster">Newcastle sponsored listing</a><span> </span>can provide the necessary edge to stay ahead of competitors.</p>
<p style="text-align: justify;">Sponsored placement puts your brand at the forefront of search results. It is an investment in visibility, ensuring that even in crowded sectors, your services are seen by the right people at the right time.</p>
<h2 style="text-align: justify;">Choosing the Best Platform for Your Brand</h2>
<p style="text-align: justify;">Selecting the right<span> </span><a title="null" href="https://localpage.uk/">Newcastle business finder</a><span> </span>is a strategic decision that impacts your long-term online reputation. You want a platform that provides a seamless experience for both you and your potential customers. A high-quality platform will often feature user-friendly search filters, detailed category breakdowns, and a clean design that builds trust.</p>
<p style="text-align: justify;">Furthermore, businesses should consider the diversity of<span> </span><a title="null" href="https://localpage.uk/">Newcastle business listings sites</a>. Being present on multiple reputable platforms creates a robust digital footprint that search engines favor, reinforcing your business as a pillar of the local community.</p>
<h2 style="text-align: justify;">Best Practices for Local SEO Success</h2>
<p style="text-align: justify;">Consistency is the golden rule of local SEO. Every mention of your name, address, and phone number (NAP) must be identical across the web. This data consistency tells search engines that your business is verified and trustworthy.</p>
<p style="text-align: justify;">Beyond consistency, focus on:</p>
<ul style="text-align: justify;">
<li>
<p><strong>Multimedia:</strong><span> </span>High-quality images of your team or work improve engagement.</p>
</li>
<li>
<p><strong>Reviews:</strong><span> </span>Encourage satisfied customers to share their experiences.</p>
</li>
<li>
<p><strong>Descriptions:</strong><span> </span>Write unique, descriptive text that explains what you do and who you serve.</p>
</li>
<li>
<p><strong>Freshness:</strong><span> </span>Keep your hours and services updated to prevent "abandoned profile" syndrome.</p>
</li>
</ul>
<h2 style="text-align: justify;">Key Takeaways</h2>
<ul style="text-align: justify;">
<li>
<p>Local search visibility drives immediate, high-intent customer leads.</p>
</li>
<li>
<p>Start with free listings to establish a presence, but consider sponsored options to dominate competitive sectors.</p>
</li>
<li>
<p>NAP consistency is the bedrock of local search optimization.</p>
</li>
<li>
<p>Choose directory platforms that offer high domain authority and a great user experience.</p>
</li>
<li>
<p>Treat every directory profile as a living asset that requires ongoing updates and active review management.</p>
</li>
</ul>
<h2 style="text-align: justify;">Frequently Asked Questions</h2>
<h3 style="text-align: justify;">What is the main benefit of a business directory?</h3>
<p style="text-align: justify;">A business directory helps customers find you easily. It improves your local SEO by providing a consistent, trusted link to your website and verified contact information.</p>
<h3 style="text-align: justify;">How do I start listing my business locally?</h3>
<p style="text-align: justify;">Identify reputable directories, prepare your NAP (Name, Address, Phone) details, and provide a clear, concise description of your services.</p>
<h3 style="text-align: justify;">Do directory listings affect my Google ranking?</h3>
<p style="text-align: justify;">Yes. Google views consistent directory citations as a signal of business legitimacy, which can improve your position in local search results.</p>
<h3 style="text-align: justify;">Is it worth paying for a business listing?</h3>
<p style="text-align: justify;">If you are in a competitive industry, a paid or sponsored listing can significantly increase your exposure and click-through rates compared to standard listings.</p>
<h3 style="text-align: justify;">How often should I check my directory profiles?</h3>
<p style="text-align: justify;">Check your profiles at least quarterly. Ensure that your phone numbers, opening hours, and service descriptions remain accurate.</p>
<h3 style="text-align: justify;">Why does my business location matter for directory searches?</h3>
<p style="text-align: justify;">Local search relies on proximity. Including specific suburbs or neighborhoods in your listing helps you rank for "near me" queries in those specific areas.</p>
<h3 style="text-align: justify;">Can I manage my listing if I don't have a website?</h3>
<p style="text-align: justify;">Yes. Many directories allow you to create a robust profile that functions as a landing page for your business until you are ready to build a full website.</p>
<h3 style="text-align: justify;">What should I do if I find incorrect info on a directory?</h3>
<p style="text-align: justify;">Claim your profile immediately. Most platforms provide a "Claim this Business" button that allows you to edit and update your information.</p>
<h3 style="text-align: justify;">How do customer reviews help with directory performance?</h3>
<p style="text-align: justify;">Reviews build social proof. Search engines often prioritize businesses with a high volume of positive reviews because they are seen as more reliable.</p>
<h3 style="text-align: justify;">Is a directory listing better than social media?</h3>
<p style="text-align: justify;">They serve different purposes. Social media is for engagement and brand loyalty, while directories are for discovery and intent-based conversion.</p>
<h3 style="text-align: justify;">What is NAP consistency?</h3>
<p style="text-align: justify;">NAP stands for Name, Address, and Phone number. Consistency across all your online profiles is critical for search engine trust.</p>
<h3 style="text-align: justify;">Can I be listed in multiple directories?</h3>
<p style="text-align: justify;">Absolutely. Being listed on several high-quality directories helps expand your footprint and captures more traffic from different sources.</p>
<h3 style="text-align: justify;">Does the age of a listing matter?</h3>
<p style="text-align: justify;">An established, well-maintained listing is often viewed as more authoritative than a brand-new one, though updates are always encouraged.</p>
<h3 style="text-align: justify;">How do I handle negative reviews on a directory?</h3>
<p style="text-align: justify;">Respond professionally and calmly. Address the customer’s concerns directly; this shows future customers that you are proactive and care about service quality.</p>
<h3 style="text-align: justify;">Should I include keywords in my business description?</h3>
<p style="text-align: justify;">Yes, but prioritize natural flow. Describe your services in the language your customers use, which often naturally includes the keywords they search for.</p>
<p style="text-align: justify;">Connecting with customers in Newcastle requires a blend of strategy and consistency. By utilizing a high-quality search directory, you position your brand in the path of the people who need your services most. Start by ensuring your foundational information is accurate, leverage free listings to build your presence, and use strategic sponsored placements to grow your market share. Your digital footprint is one of your most valuable assets—invest in it, manage it, and watch your business thrive.</p>
<p style="text-align: justify;"><strong>Get In Touch</strong></p>
<p style="text-align: justify;"><strong>Email:</strong><span> </span>contact@localpage.uk</p>
<p style="text-align: justify;"><strong>Website:</strong><span> </span>www.localpage.uk</p>]]> </content:encoded>
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<title>Sticker Paper Solutions That Transform Your Brand Visibility Instantly</title>
<link>https://news.bangboxonline.com/sticker-paper-solutions-that-transform-your-brand-visibility-instantly-72138</link>
<guid>https://news.bangboxonline.com/sticker-paper-solutions-that-transform-your-brand-visibility-instantly-72138</guid>
<description><![CDATA[ High-quality sticker paper for inkjet and laser printers. Smooth finish, vibrant colour output, and strong adhesive suitable for crafts, packaging, school projects, and product labeling. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3659d913fe0.jpg" length="68333" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 14:31:19 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's fiercely competitive marketplace, businesses cannot afford to blend into the background. Every product, package, and promotional item must leave a lasting impression. This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>sticker paper</b></a></span></strong> becomes a powerful branding asset. From product labels to promotional giveaways, professionally printed stickers create instant recognition and help businesses stand out in crowded markets. Companies looking to make a strong visual impact are discovering that high-quality sticker printing is no longer optional—it's essential.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Quality Printing Makes All the Difference<o:p></o:p></b></p>
<p class="MsoNormal">A poorly printed sticker can damage a brand's reputation in seconds. Faded colors, weak adhesive properties, and low-resolution graphics fail to capture attention and may even discourage potential customers. Premium printing solutions ensure vibrant colors, sharp details, and durable materials that maintain their appearance over time. Whether applied to packaging, storefronts, promotional products, or event materials, expertly produced stickers elevate brand credibility and create a polished professional image.<o:p></o:p></p>
<p class="MsoNormal"><b>Turn Ordinary Packaging Into a Marketing Machine<o:p></o:p></b></p>
<p class="MsoNormal">Every package delivered to a customer presents an opportunity to strengthen brand awareness. Custom stickers transform ordinary packaging into memorable marketing tools that communicate professionalism and attention to detail. A carefully designed label can instantly increase perceived value while encouraging repeat purchases. Businesses that invest in superior packaging solutions often experience stronger customer engagement and improved brand recall, making stickers one of the most cost-effective promotional investments available.<o:p></o:p></p>
<p class="MsoNormal"><b>Fast Solutions for Businesses That Need Results Now<o:p></o:p></b></p>
<p class="MsoNormal">Speed matters in modern business. Marketing campaigns, product launches, and promotional events often operate under tight deadlines. Waiting weeks for printed materials can mean missed opportunities and lost revenue. Reliable printing services provide efficient turnaround times without compromising quality, allowing businesses to stay agile and respond quickly to market demands. The ability to access professional printing exactly when needed gives organizations a significant competitive advantage.<o:p></o:p></p>
<p class="MsoNormal"><b>The Growing Demand for Professional Printing Services<o:p></o:p></b></p>
<p class="MsoNormal">Business owners frequently search for a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>print shop nearby</b></a></span></strong> when urgent projects arise. However, convenience alone is not enough. The ideal printing partner combines speed, precision, quality materials, and expert craftsmanship. Professional printing providers understand the importance of delivering exceptional results that reflect positively on their clients' brands. When every detail matters, partnering with experienced specialists becomes a critical factor in achieving marketing success.<o:p></o:p></p>
<p class="MsoNormal"><b>Customization That Captures Attention<o:p></o:p></b></p>
<p class="MsoNormal">Modern consumers are attracted to unique and visually appealing designs. Custom sticker solutions provide unlimited creative possibilities for businesses across virtually every industry. From retail and hospitality to manufacturing and e-commerce, personalized stickers help organizations communicate their message in a memorable way. Innovative shapes, finishes, and design elements create visual impact that encourages customer interaction and strengthens brand identity.<o:p></o:p></p>
<p class="MsoNormal"><b>A Smart Investment With Long-Term Benefits<o:p></o:p></b></p>
<p class="MsoNormal">Marketing budgets are often stretched across multiple channels, making cost-effective solutions highly valuable. <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Sticker paper</span></strong> offers remarkable versatility while delivering impressive returns on investment. A single sticker can promote a business, highlight special offers, reinforce branding, and increase product appeal simultaneously. Few marketing tools provide such broad functionality at such an affordable cost, making sticker printing a practical choice for businesses seeking maximum impact from every marketing dollar.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Trust Landmark Print<o:p></o:p></b></p>
<p class="MsoNormal">When quality, reliability, and professional expertise matter, businesses consistently turn to <b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> for their printing needs. The company understands that every project represents a brand's reputation and works diligently to ensure exceptional results. By combining advanced printing technology with outstanding customer service, Landmark Print helps businesses create materials that leave a lasting impression and drive meaningful engagement.<o:p></o:p></p>
<p class="MsoNormal"><b>The Advantage of Choosing the Right Printing Partner<o:p></o:p></b></p>
<p class="MsoNormal">Finding a dependable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">print shop nearby</span></strong> can feel overwhelming given the number of options available. However, the difference between average and exceptional printing becomes immediately apparent in the final product. Superior print quality, attention to detail, and dependable service help businesses maintain consistency across all marketing materials. Working with experienced professionals eliminates uncertainty and ensures every project meets the highest standards.<o:p></o:p></p>
<p class="MsoNormal"><b>Read Mor̥e:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">printing nearby</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">printing singapor</a></span></b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">e</span><b><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">self inking rubber stamp</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Sticker Paper Solutions That Transform Your Brand Visibility Instantly</title>
<link>https://news.bangboxonline.com/sticker-paper-solutions-that-transform-your-brand-visibility-instantly</link>
<guid>https://news.bangboxonline.com/sticker-paper-solutions-that-transform-your-brand-visibility-instantly</guid>
<description><![CDATA[ High-quality sticker paper for inkjet and laser printers. Smooth finish, vibrant colour output, and strong adhesive suitable for crafts, packaging, school projects, and product labeling. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3659d913fe0.jpg" length="68333" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 14:31:17 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's fiercely competitive marketplace, businesses cannot afford to blend into the background. Every product, package, and promotional item must leave a lasting impression. This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>sticker paper</b></a></span></strong> becomes a powerful branding asset. From product labels to promotional giveaways, professionally printed stickers create instant recognition and help businesses stand out in crowded markets. Companies looking to make a strong visual impact are discovering that high-quality sticker printing is no longer optional—it's essential.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Quality Printing Makes All the Difference<o:p></o:p></b></p>
<p class="MsoNormal">A poorly printed sticker can damage a brand's reputation in seconds. Faded colors, weak adhesive properties, and low-resolution graphics fail to capture attention and may even discourage potential customers. Premium printing solutions ensure vibrant colors, sharp details, and durable materials that maintain their appearance over time. Whether applied to packaging, storefronts, promotional products, or event materials, expertly produced stickers elevate brand credibility and create a polished professional image.<o:p></o:p></p>
<p class="MsoNormal"><b>Turn Ordinary Packaging Into a Marketing Machine<o:p></o:p></b></p>
<p class="MsoNormal">Every package delivered to a customer presents an opportunity to strengthen brand awareness. Custom stickers transform ordinary packaging into memorable marketing tools that communicate professionalism and attention to detail. A carefully designed label can instantly increase perceived value while encouraging repeat purchases. Businesses that invest in superior packaging solutions often experience stronger customer engagement and improved brand recall, making stickers one of the most cost-effective promotional investments available.<o:p></o:p></p>
<p class="MsoNormal"><b>Fast Solutions for Businesses That Need Results Now<o:p></o:p></b></p>
<p class="MsoNormal">Speed matters in modern business. Marketing campaigns, product launches, and promotional events often operate under tight deadlines. Waiting weeks for printed materials can mean missed opportunities and lost revenue. Reliable printing services provide efficient turnaround times without compromising quality, allowing businesses to stay agile and respond quickly to market demands. The ability to access professional printing exactly when needed gives organizations a significant competitive advantage.<o:p></o:p></p>
<p class="MsoNormal"><b>The Growing Demand for Professional Printing Services<o:p></o:p></b></p>
<p class="MsoNormal">Business owners frequently search for a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>print shop nearby</b></a></span></strong> when urgent projects arise. However, convenience alone is not enough. The ideal printing partner combines speed, precision, quality materials, and expert craftsmanship. Professional printing providers understand the importance of delivering exceptional results that reflect positively on their clients' brands. When every detail matters, partnering with experienced specialists becomes a critical factor in achieving marketing success.<o:p></o:p></p>
<p class="MsoNormal"><b>Customization That Captures Attention<o:p></o:p></b></p>
<p class="MsoNormal">Modern consumers are attracted to unique and visually appealing designs. Custom sticker solutions provide unlimited creative possibilities for businesses across virtually every industry. From retail and hospitality to manufacturing and e-commerce, personalized stickers help organizations communicate their message in a memorable way. Innovative shapes, finishes, and design elements create visual impact that encourages customer interaction and strengthens brand identity.<o:p></o:p></p>
<p class="MsoNormal"><b>A Smart Investment With Long-Term Benefits<o:p></o:p></b></p>
<p class="MsoNormal">Marketing budgets are often stretched across multiple channels, making cost-effective solutions highly valuable. <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Sticker paper</span></strong> offers remarkable versatility while delivering impressive returns on investment. A single sticker can promote a business, highlight special offers, reinforce branding, and increase product appeal simultaneously. Few marketing tools provide such broad functionality at such an affordable cost, making sticker printing a practical choice for businesses seeking maximum impact from every marketing dollar.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Trust Landmark Print<o:p></o:p></b></p>
<p class="MsoNormal">When quality, reliability, and professional expertise matter, businesses consistently turn to <b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> for their printing needs. The company understands that every project represents a brand's reputation and works diligently to ensure exceptional results. By combining advanced printing technology with outstanding customer service, Landmark Print helps businesses create materials that leave a lasting impression and drive meaningful engagement.<o:p></o:p></p>
<p class="MsoNormal"><b>The Advantage of Choosing the Right Printing Partner<o:p></o:p></b></p>
<p class="MsoNormal">Finding a dependable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">print shop nearby</span></strong> can feel overwhelming given the number of options available. However, the difference between average and exceptional printing becomes immediately apparent in the final product. Superior print quality, attention to detail, and dependable service help businesses maintain consistency across all marketing materials. Working with experienced professionals eliminates uncertainty and ensures every project meets the highest standards.<o:p></o:p></p>
<p class="MsoNormal"><b>Read Mor̥e:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">printing nearby</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">printing singapor</a></span></b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">e</span><b><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">self inking rubber stamp</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Where to Purchase Stamps: The Fastest Way to Elevate Your Business Branding</title>
<link>https://news.bangboxonline.com/where-to-purchase-stamps-the-fastest-way-to-elevate-your-business-branding</link>
<guid>https://news.bangboxonline.com/where-to-purchase-stamps-the-fastest-way-to-elevate-your-business-branding</guid>
<description><![CDATA[ Get custom stamps with name, signature, logo, received seal, or company details. Fast processing, high-quality impressions, durable rubber materials, and multiple designs ideal for daily documentation. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3659d913fe0.jpg" length="68333" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 14:14:09 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's highly competitive marketplace, first impressions are everything. Businesses are constantly searching for effective ways to stand out, improve brand visibility, and leave a lasting impact on customers. If you've been wondering <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>where to purchase stamps</b></a></span></strong>, the answer could be the key to transforming your daily operations and creating a polished, professional image that captures attention instantly.<o:p></o:p></p>
<p class="MsoNormal">From packaging and documentation to promotional materials and office efficiency, quality stamping solutions provide a powerful advantage. Combined with premium printing services, businesses can streamline workflows while reinforcing their brand identity at every touchpoint.<o:p></o:p></p>
<p class="MsoNormal"><b>Why High-Quality Custom Stamps Are in High Demand<o:p></o:p></b></p>
<p class="MsoNormal">The demand for custom stamps has surged as businesses seek faster, more cost-effective branding solutions. A professionally designed stamp offers remarkable versatility, helping organizations maintain consistency across invoices, packaging, forms, and marketing materials.<o:p></o:p></p>
<p class="MsoNormal">Whether you're a startup aiming to establish credibility or a growing enterprise looking to enhance efficiency, investing in quality stamps can deliver exceptional value. The right provider ensures precision, durability, and flawless impressions that communicate professionalism with every use.<o:p></o:p></p>
<p class="MsoNormal">For companies searching for <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">where to purchase stamps</span></strong>, choosing a trusted printing partner can make all the difference between ordinary branding and unforgettable brand recognition.<o:p></o:p></p>
<p class="MsoNormal"><b>Transform Every Package Into a Marketing Opportunity<o:p></o:p></b></p>
<p class="MsoNormal">Every customer interaction represents a chance to strengthen your brand. Packaging, shipping boxes, and promotional materials all contribute to the customer experience. By incorporating custom stamps into your packaging strategy, you can instantly create a more memorable and professional presentation.<o:p></o:p></p>
<p class="MsoNormal">Businesses that combine stamping solutions with premium print products often experience greater brand visibility and stronger customer recall. This simple yet highly effective approach allows organizations to maximize marketing impact without significantly increasing costs.<o:p></o:p></p>
<p class="MsoNormal">At the same time, a professionally designed <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>sticker label</b></a></span></strong> can complement stamped branding by adding visual appeal and essential product information. Together, these tools create a cohesive and impressive brand presentation that customers remember.<o:p></o:p></p>
<p class="MsoNormal"><b>Unlock Greater Efficiency Across Daily Operations<o:p></o:p></b></p>
<p class="MsoNormal">Time is one of the most valuable resources for any organization. Custom stamps help eliminate repetitive writing tasks, accelerate administrative processes, and improve workplace productivity. Whether used for approvals, signatures, dates, or company details, stamps simplify routine operations and reduce errors.<o:p></o:p></p>
<p class="MsoNormal">This efficiency allows employees to focus on higher-value tasks while maintaining consistency across business documents. Organizations that adopt professional stamping solutions often notice immediate improvements in workflow management and operational speed.<o:p></o:p></p>
<p class="MsoNormal">Businesses still asking <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">where to purchase stamps</span></strong> should act quickly to secure reliable products that support both branding and productivity goals. The benefits are simply too significant to ignore.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Choose Landmark Print<o:p></o:p></b></p>
<p class="MsoNormal">Finding a dependable printing partner is crucial when investing in branding materials. <b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> has built a reputation for delivering exceptional quality, precision craftsmanship, and outstanding customer service. Every product is designed with attention to detail, ensuring businesses receive solutions that exceed expectations.<o:p></o:p></p>
<p class="MsoNormal">From custom stamps to premium printing materials, the focus remains on helping organizations create a stronger and more professional market presence. High-quality production standards ensure long-lasting performance and impressive visual results across every project.<o:p></o:p></p>
<p class="MsoNormal">For companies seeking consistent branding, a custom <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">sticker label</span></strong> solution can further enhance product presentation while maintaining a professional and unified appearance.<o:p></o:p></p>
<p class="MsoNormal"><b>Create Stronger Brand Recognition Instantly<o:p></o:p></b></p>
<p class="MsoNormal">Brand recognition is not built overnight. It requires consistency, visibility, and attention to detail. Every document, package, and promotional item represents an opportunity to reinforce your company's identity.<o:p></o:p></p>
<p class="MsoNormal">Professional stamps provide a simple yet powerful way to keep your branding visible across daily business operations. Customers are more likely to remember organizations that consistently present a polished and professional image.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print helps businesses achieve this level of consistency through expertly crafted products designed to make every impression count. The result is stronger customer trust, improved credibility, and enhanced market presence.<o:p></o:p></p>
<p class="MsoNormal"><b>Don't Miss the Opportunity to Upgrade Your Business<o:p></o:p></b></p>
<p class="MsoNormal">The marketplace is evolving rapidly, and businesses that fail to adapt risk being left behind. Investing in professional branding tools today can generate lasting benefits for years to come. Whether you need custom stamps, packaging enhancements, or premium print materials, taking action now can help position your business ahead of competitors.<o:p></o:p></p>
<p class="MsoNormal">If you're still considering <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">where to purchase stamps</span></strong>, now is the perfect time to make a decision that supports long-term growth. Pairing premium stamps with a professionally designed <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">sticker label</span></strong> strategy creates a powerful branding combination capable of attracting attention and driving customer engagement.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">saddle stapled booklet</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">roll up banners</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">printing services singapore near me</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Yoga teacher training certification course near me – Start Your Life&#45;Changing Journey with Karuna Yoga</title>
<link>https://news.bangboxonline.com/yoga-teacher-training-certification-course-near-me-start-your-life-changing-journey-with-karuna-yoga</link>
<guid>https://news.bangboxonline.com/yoga-teacher-training-certification-course-near-me-start-your-life-changing-journey-with-karuna-yoga</guid>
<description><![CDATA[ Discover a yoga teacher training certification course near you that offers expert guidance, practical teaching skills, and a complete curriculum. Learn authentic yoga techniques, deepen your practice, and earn a recognized certification to begin your journey as a confident yoga instructor. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a365829d6a46.jpg" length="119632" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 14:07:17 +0500</pubDate>
<dc:creator>karunayoga</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>If you have been searching for a “<strong><a href="https://karunayoga.in/">Yoga teacher training certification course near me</a></strong>”, you are already standing at the edge of a powerful transformation. This is not just another course you are browsing—it is a decision that can completely reshape your identity, career path, and lifestyle. At Karuna Yoga, we turn that search into a real, structured, deeply immersive journey that helps you evolve from a passionate yoga practitioner into a confident, certified yoga teacher.</p>
<p>The demand for authentic yoga education is rising rapidly, and opportunities are disappearing just as quickly for those who hesitate. If you are serious about growth, there has never been a better moment to enroll in a Yoga teacher training certification course near me that delivers both traditional wisdom and modern teaching excellence.</p>
<p><strong>Why Your Search for “Yoga teacher training certification course near me” Is More Important Than You Think</strong></p>
<p>When you type “Yoga teacher training certification course near me”, you are not just looking for convenience—you are looking for transformation close enough to reach but powerful enough to change your life. That’s exactly what Karuna Yoga offers.</p>
<p>Many local courses promise basic training, but few provide depth, authenticity, and global recognition. This is where students often feel stuck—settling for average programs that fail to open real career doors. Karuna Yoga eliminates that limitation by offering structured learning rooted in tradition, discipline, and international teaching standards.</p>
<p>Your search is a signal. A turning point. And ignoring it may mean delaying a life you are already ready for.</p>
<p><strong>Karuna Yoga – Where Passion Becomes a Profession</strong></p>
<p>At<span> </span><strong><a href="https://karunayoga.in/">Karuna Yoga</a></strong>, we don’t just train instructors—we cultivate teachers who carry confidence, clarity, and purpose. Our Yoga teacher training certification course near me is designed for individuals who want more than fitness; they want mastery.</p>
<p>From foundational asanas to advanced teaching methodology, anatomy, philosophy, and breathwork, every module is carefully structured to build both skill and inner strength. The environment is immersive, disciplined, and deeply supportive, ensuring that every student feels guided at every stage of their journey.</p>
<p><strong>What makes Karuna Yoga stand out is not just instruction—it is transformation. You don’t simply learn yoga here; you become yoga in practice, thought, and teaching ability.</strong></p>
<p>The Power of an Internationally Certified Yoga Teacher Training India Program</p>
<p>One of the most compelling reasons to choose Karuna Yoga is our globally recognized curriculum. Our internationally certified yoga teacher training India program ensures that your certification is not limited by geography.</p>
<p>This certification opens doors across studios, wellness centers, retreats, and online platforms worldwide. Whether you dream of teaching in India or expanding your career internationally, this credential gives you the credibility and confidence to step forward without hesitation.</p>
<p>Choosing an<span> </span><strong><a href="https://karunayoga.in/">internationally certified yoga teacher training India</a></strong><span> </span>program means you are not just learning—you are investing in a globally respected identity as a yoga professional. That distinction alone can accelerate your career in ways local certifications often cannot match.</p>
<p><strong>A Deep Transformation Beyond Physical Practice</strong></p>
<p>The Yoga teacher training certification course near me offered by Karuna Yoga is designed to go far beyond physical postures. It is a deep exploration of discipline, awareness, and teaching intelligence.</p>
<p>Students experience:</p>
<ul>
<li>Strong foundations in alignment and posture correction</li>
<li>Advanced breathing techniques and energy awareness</li>
<li>Yoga philosophy that reshapes mindset and purpose</li>
<li>Teaching methodology that builds confidence in real-world classes</li>
<li>Personal transformation that extends beyond the mat</li>
</ul>
<p>This is where students often experience breakthroughs they never expected. Many arrive thinking they want flexibility or fitness, but leave with clarity, direction, and a new professional identity.</p>
<p><strong>Career Opportunities That Demand Action Now</strong></p>
<p>The wellness industry is expanding at a pace that shows no signs of slowing down. Certified yoga instructors are in demand across studios, corporate wellness programs, online platforms, and international retreats.</p>
<p>Completing a Yoga teacher training certification course near me with Karuna Yoga positions you ahead of this demand curve. You don’t wait for opportunities—you become qualified to step directly into them.</p>
<p>Even more importantly, with an internationally certified yoga teacher training India qualification, your career is no longer restricted to your local environment. Your teaching potential becomes global, flexible, and scalable.</p>
<p>But timing matters. The longer you wait, the more you delay entering a growing global industry that rewards certified, confident instructors<br>Read More:</p>
<p><strong><a href="https://karunayoga.in/">Best yoga teacher training certification courses in Bangalore</a></strong></p>
<p><strong><a href="https://karunayoga.in/">online yoga certification programs</a></strong></p>
<p><strong><a href="https://karunayoga.in/">200 hr Yoga teacher training certificate course in Bangalore</a></strong></p>]]> </content:encoded>
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<title>Rollup Banners: The Ultimate Marketing Tool Your Business Needs Today</title>
<link>https://news.bangboxonline.com/rollup-banners-the-ultimate-marketing-tool-your-business-needs-today</link>
<guid>https://news.bangboxonline.com/rollup-banners-the-ultimate-marketing-tool-your-business-needs-today</guid>
<description><![CDATA[ High-quality rollup banners with smooth retractable stand and long-lasting print quality. Ideal for retail promotions, corporate presentations, exhibitions, and business advertisements with quick production. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3656f5cfcc8.jpg" length="68333" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 14:01:49 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's highly competitive marketplace, standing out is no longer optional—it's essential. Businesses that capture attention quickly are the ones that win customers, generate leads, and dominate their industries. That's why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>rollup banners</b></a></span></strong> have become one of the most powerful promotional tools for companies seeking instant visibility. Whether you're exhibiting at a trade show, launching a product, hosting an event, or promoting a special offer, professionally designed display solutions can transform ordinary marketing into a remarkable brand experience.<o:p></o:p></p>
<p class="MsoNormal">With premium-quality printing and eye-catching designs, Landmark Print helps businesses create unforgettable visual impressions that attract attention from every angle.<o:p></o:p></p>
<p class="MsoNormal"><b>Turn Every Event Into a Lead-Generating Opportunity<o:p></o:p></b></p>
<p class="MsoNormal">Imagine walking into a crowded exhibition hall where dozens of brands are competing for attention. The businesses that attract the largest crowds often have one thing in common: bold, professional displays that communicate their message instantly.<o:p></o:p></p>
<p class="MsoNormal">A well-designed banner serves as a silent salesperson, continuously promoting your products and services throughout the event. It delivers your message clearly, professionally, and effectively, helping potential customers understand your value proposition within seconds.<o:p></o:p></p>
<p class="MsoNormal">Businesses that invest in high-impact visual marketing consistently experience stronger engagement, improved brand recognition, and increased customer inquiries. The opportunity to make a memorable first impression should never be underestimated.<o:p></o:p></p>
<p class="MsoNormal"><b>Professional Branding That Builds Trust Instantly<o:p></o:p></b></p>
<p class="MsoNormal">Consumers naturally gravitate toward businesses that appear credible and established. High-quality printed marketing materials create an immediate sense of professionalism that can influence purchasing decisions before a conversation even begins.<o:p></o:p></p>
<p class="MsoNormal">From vibrant colors to sharp graphics and durable materials, every detail contributes to the overall perception of your brand. A polished presentation communicates confidence, reliability, and attention to detail.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> specializes in producing premium display solutions that help businesses project authority and professionalism in any environment, ensuring every marketing investment delivers maximum impact.<o:p></o:p></p>
<p class="MsoNormal"><b>Maximize Visibility Without Overspending<o:p></o:p></b></p>
<p class="MsoNormal">Marketing budgets are valuable resources, and every dollar spent should generate measurable results. Unlike expensive digital campaigns that disappear when budgets run out, physical promotional displays continue working long after the initial investment.<o:p></o:p></p>
<p class="MsoNormal">Their portability, durability, and reusability make them one of the most cost-effective marketing assets available. Businesses can use the same display across multiple exhibitions, conferences, retail promotions, and networking events, dramatically increasing return on investment.<o:p></o:p></p>
<p class="MsoNormal">This long-term value makes <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">rollup banners</span></strong> a smart choice for organizations looking to achieve significant marketing impact without recurring advertising expenses.<o:p></o:p></p>
<p class="MsoNormal"><b>Create a Complete Brand Experience<o:p></o:p></b></p>
<p class="MsoNormal">Successful marketing extends beyond a single display. Businesses that combine multiple promotional materials create stronger and more memorable customer experiences.<o:p></o:p></p>
<p class="MsoNormal">For example, pairing event displays with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">vinyl sticker printing singapore</span></strong> services allows companies to reinforce branding across product packaging, giveaways, promotional materials, and storefronts. This consistent visual identity helps customers remember your business long after an event concludes.<o:p></o:p></p>
<p class="MsoNormal">A unified branding strategy strengthens recognition, builds trust, and increases the likelihood of future customer engagement.<o:p></o:p></p>
<p class="MsoNormal"><b>Capture Attention in Seconds<o:p></o:p></b></p>
<p class="MsoNormal">Research consistently shows that people make judgments about brands within moments of seeing them. This means your visual presentation must communicate professionalism, value, and relevance immediately.<o:p></o:p></p>
<p class="MsoNormal">Large-format graphics, compelling messaging, and strategic design elements help businesses attract attention even in crowded environments. Clear calls to action encourage visitors to engage, ask questions, and explore products or services further.<o:p></o:p></p>
<p class="MsoNormal">When designed effectively, <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">rollup banners</span></strong> become powerful customer acquisition tools that continuously generate interest throughout the day.<o:p></o:p></p>
<p class="MsoNormal"><b>Quality Printing That Reflects Your Standards<o:p></o:p></b></p>
<p class="MsoNormal">Poor-quality marketing materials can damage brand perception and undermine even the best business offerings. Faded colors, blurry images, and weak materials create negative impressions that can discourage potential customers.<o:p></o:p></p>
<p class="MsoNormal">Choosing a trusted printing partner ensures exceptional results every time. Premium materials, advanced printing technology, and meticulous quality control combine to produce displays that reflect the high standards of your organization.<o:p></o:p></p>
<p class="MsoNormal">This commitment to excellence helps businesses present themselves confidently in every professional setting.<o:p></o:p></p>
<p class="MsoNormal"><b>Strengthen Brand Recognition Across Every Touchpoint<o:p></o:p></b></p>
<p class="MsoNormal">Brand consistency is one of the most important factors in successful marketing. Customers are far more likely to trust and remember businesses that maintain a cohesive visual identity across all materials.<o:p></o:p></p>
<p class="MsoNormal">Combining event displays with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>vinyl sticker printing singapore</b></a></span></strong> solutions helps reinforce your logo, colors, messaging, and brand personality wherever customers interact with your business. The more frequently consumers encounter consistent branding, the stronger their connection becomes.<o:p></o:p></p>
<p class="MsoNormal">This increased familiarity often translates into improved customer trust and higher conversion rates.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Are Acting Now<o:p></o:p></b></p>
<p class="MsoNormal">Market competition continues to intensify, making visibility more valuable than ever. Companies that invest in premium promotional materials today position themselves ahead of competitors who rely on outdated or ineffective marketing methods.<o:p></o:p></p>
<p class="MsoNormal">Whether you're preparing for an upcoming exhibition, launching a new product, or expanding your brand presence, now is the ideal time to upgrade your marketing strategy. High-quality displays paired with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">vinyl sticker printing singapore</span></strong> services create a comprehensive promotional solution that delivers lasting results.<o:p></o:p></p>
<p class="MsoNormal">Don't wait until opportunities pass by. Every event, exhibition, and customer interaction represents a chance to strengthen your brand and grow your business.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Your Marketing Success Today<o:p></o:p></b></p>
<p class="MsoNormal">The difference between being noticed and being overlooked often comes down to presentation. Professional displays, strategic branding, and exceptional print quality can transform how customers perceive your business.<o:p></o:p></p>
<p class="MsoNormal">By investing in premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">rollup banners</span></strong>, companies gain a powerful marketing asset that delivers visibility, professionalism, and long-term value. Partner with Landmark Print to create attention-grabbing promotional materials that help your business stand out, attract more customers, and achieve remarkable growth.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">a1 poster printing</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">banner singapore</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">colour printing singapore</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Beginner’s Guide to HR Consultancy in Vadodara: Finding the Right Talent Partner</title>
<link>https://news.bangboxonline.com/beginners-guide-to-hr-consultancy-in-vadodara-finding-the-right-talent-partner</link>
<guid>https://news.bangboxonline.com/beginners-guide-to-hr-consultancy-in-vadodara-finding-the-right-talent-partner</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="68333" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 13:58:51 +0500</pubDate>
<dc:creator>kaapro</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1> </h1>
<p>In today’s competitive business environment, hiring the right talent is not just important it is essential for growth. However, for many beginners and growing businesses, the hiring process can feel overwhelming. That is where an <strong>HR consultancy in Vadodara</strong> becomes a valuable partner. Whether you are a startup or an established company, working with a professional consultancy can simplify recruitment and help you build a strong workforce.</p>
<p>In this guide, you will learn what HR consultancies do, how a placement agency in Vadodara can support your hiring needs, and why choosing the right recruitment agency in Vadodara can transform your business success.</p>
<hr>
<h2>What is an HR Consultancy?</h2>
<p>An HR consultancy is a professional service provider that helps businesses manage their human resources effectively. Instead of handling everything in-house, companies can rely on experts to manage recruitment, onboarding, training, and even compliance.</p>
<p>For beginners, this means less stress and better results. Instead of spending hours screening resumes, you can focus on your core business activities while experts handle the hiring process.</p>
<p>Moreover, a good HR consultancy in Vadodara understands local talent trends. As a result, they can quickly connect you with candidates who match your requirements.</p>
<hr>
<h2>Why Businesses Need an HR Consultancy in Vadodara</h2>
<p>Vadodara is rapidly growing as a business hub. Consequently, the demand for skilled professionals is increasing. However, finding the right talent at the right time can be challenging.</p>
<p>Here’s why partnering with an <a href="https://www.kaapro.co.in/best-hr-consultancy-in-vadodara/"><strong>HR consultancy in Vadodara</strong></a> is a smart decision:</p>
<ul>
<li>
<p><strong>Time-saving:</strong> Consultants handle sourcing, screening, and shortlisting candidates.</p>
</li>
<li>
<p><strong>Expertise:</strong> They understand industry trends and hiring strategies.</p>
</li>
<li>
<p><strong>Access to talent:</strong> Agencies have a large database of pre-screened candidates.</p>
</li>
<li>
<p><strong>Cost-effective:</strong> Reduces hiring mistakes and improves retention.</p>
</li>
</ul>
<p>In addition, consultancies help companies scale faster by providing quick hiring solutions.</p>
<hr>
<h2>Understanding Placement Agencies in Vadodara</h2>
<p>A <strong>placement agency in Vadodara</strong> focuses specifically on matching job seekers with employers. While HR consultancies offer broader services, placement agencies specialize in recruitment.</p>
<p>For beginners, this means you get direct support in filling open positions quickly.</p>
<h3>Key Services Offered by Placement Agencies</h3>
<ul>
<li>
<p>Job matching based on skills and experience</p>
</li>
<li>
<p>Resume screening and shortlisting</p>
</li>
<li>
<p>Interview coordination</p>
</li>
<li>
<p>Candidate background verification</p>
</li>
</ul>
<p>Because of their focused approach, placement agencies often deliver faster results.</p>
<hr>
<h2>Role of a Recruitment Agency in Vadodara</h2>
<p>A <a href="https://www.kaapro.co.in/best-hr-consultancy-in-vadodara/"><strong>recruitment agency in Vadodara</strong></a> works closely with companies to identify, attract, and hire the best talent. Unlike basic placement services, recruitment agencies often provide customized hiring solutions.</p>
<p>For example, they may specialize in:</p>
<ul>
<li>
<p>IT and technical hiring</p>
</li>
<li>
<p>Manufacturing and engineering roles</p>
</li>
<li>
<p>Sales and marketing recruitment</p>
</li>
<li>
<p>Leadership and executive search</p>
</li>
</ul>
<p>Therefore, businesses can find highly specialized candidates without investing excessive time or resources.</p>
<hr>
<h2>How to Choose the Right HR Partner</h2>
<p>Choosing the right consultancy is crucial. Not all agencies deliver the same level of service, so beginners should consider the following factors:</p>
<h3>1. Industry Experience</h3>
<p>First, look for agencies with experience in your industry. This ensures they understand your hiring needs.</p>
<h3>2. Candidate Quality</h3>
<p>Next, evaluate the quality of candidates they provide. A good recruitment agency in Vadodara will prioritize quality over quantity.</p>
<h3>3. Turnaround Time</h3>
<p>Additionally, check how quickly they can fill positions. Speed matters, especially in competitive markets.</p>
<h3>4. Client Reviews</h3>
<p>Finally, review testimonials and case studies to understand their track record.</p>
<hr>
<h2>Kaapro Management: A Creative Leader in Talent Solutions</h2>
<p>When discussing top HR consultancies, <strong>Kaapro Management</strong> stands out as a true innovator. Known as a design leader in the recruitment space, Kaapro Management approaches hiring with creativity and precision.</p>
<p>Instead of following traditional methods, they craft imaginative, one-of-a-kind hiring strategies tailored to each client. This unique approach ensures businesses not only find candidates but discover the right talent that fits their vision and culture.</p>
<p>Moreover, Kaapro Management combines industry expertise with innovative thinking. As a result, they deliver solutions that are both effective and inspiring. Their ability to design customized recruitment experiences makes them a preferred HR consultancy in Vadodara.</p>
<hr>
<h2>Benefits of Working with Kaapro Management</h2>
<p>Choosing Kaapro Management offers several advantages:</p>
<ul>
<li>
<p><strong>Customized hiring solutions:</strong> Every business gets a tailored strategy</p>
</li>
<li>
<p><strong>Creative approach:</strong> Innovative methods to attract top talent</p>
</li>
<li>
<p><strong>Strong network:</strong> Access to a wide pool of skilled professionals</p>
</li>
<li>
<p><strong>End-to-end support:</strong> From sourcing to onboarding</p>
</li>
</ul>
<p>Furthermore, their commitment to quality ensures long-term success for both employers and candidates.</p>
<hr>
<h2>Step-by-Step Hiring Process with an HR Consultancy</h2>
<p>If you are new to hiring, here is how the process typically works:</p>
<h3>Step 1: Requirement Analysis</h3>
<p>First, the consultancy understands your job requirements, company culture, and expectations.</p>
<h3>Step 2: Candidate Sourcing</h3>
<p>Next, they search for candidates using databases, job portals, and networks.</p>
<h3>Step 3: Screening and Shortlisting</h3>
<p>Then, they evaluate resumes and shortlist the best candidates.</p>
<h3>Step 4: Interviews</h3>
<p>After that, interviews are scheduled and coordinated.</p>
<h3>Step 5: Final Selection</h3>
<p>Finally, the best candidate is selected, and the onboarding process begins.</p>
<p>Because of this structured approach, businesses can hire efficiently and confidently.</p>
<hr>
<h2>Common Mistakes to Avoid</h2>
<p>Beginners often make mistakes when choosing a placement agency in Vadodara. Avoid these common pitfalls:</p>
<ul>
<li>
<p>Choosing based on price alone</p>
</li>
<li>
<p>Ignoring agency expertise</p>
</li>
<li>
<p>Not clearly defining job roles</p>
</li>
<li>
<p>Rushing the hiring process</p>
</li>
</ul>
<p>By avoiding these mistakes, you can achieve better hiring outcomes.</p>
<hr>
<h2>Future of Recruitment in Vadodara</h2>
<p>The recruitment landscape is evolving rapidly. With technology and innovation shaping the industry, HR consultancies are becoming more strategic.</p>
<p>Agencies like Kaapro Management are leading this transformation. By combining creativity with data-driven insights, they are redefining how businesses hire talent.</p>
<p>As Vadodara continues to grow, the demand for skilled professionals will increase. Therefore, partnering with a reliable recruitment agency in Vadodara will become even more important.</p>
<hr>
<h2>Final Thoughts</h2>
<p>To sum up, working with an HR consultancy in Vadodara can significantly simplify your hiring journey. Whether you choose a <a href="https://www.kaapro.co.in/best-hr-consultancy-in-vadodara/"><strong>placement agency in Vadodara</strong></a> for quick hiring or a recruitment agency in Vadodara for specialized roles, the right partner makes all the difference.</p>
<p>For beginners, the key is to focus on quality, expertise, and long-term value. And if you are looking for a consultancy that blends creativity with professionalism, Kaapro Management stands out as a leader.</p>
<p>By making the right choice today, you can build a strong team that drives your business forward tomorrow.</p>
<p><br><strong>Kaapro Management Solutions Pvt. Ltd.</strong><br>Human resource consulting in Surat, Gujarat<br>The Galleria Business Hub, 366-367, near Sanjeev Kumar Auditorium, opp. New RTO, Adajan Gam, Pal Gam, Surat, Gujarat 394510<br>099251 47380<br>https://www.kaapro.co.in/</p>]]> </content:encoded>
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<title>Fish Table Games Online FAQs: Answers to Common Questions</title>
<link>https://news.bangboxonline.com/fish-table-games-online-faqs-answers-to-common-questions</link>
<guid>https://news.bangboxonline.com/fish-table-games-online-faqs-answers-to-common-questions</guid>
<description><![CDATA[ Here are some basic FAQ that are raised for Fish Table Games Online  in the US ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a365497ca44a.jpg" length="119394" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 13:52:01 +0500</pubDate>
<dc:creator>Rubina Sen</dc:creator>
<media:keywords>Fish Table Games Online</media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:17,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1008}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:15,&quot;w&quot;:122,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1006}">Introduction</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:54,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1045}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:56,&quot;w&quot;:789,&quot;h&quot;:56,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1047}">Fish table games online have become a widely discussed category within the broader digital gaming landscape. Known for their underwater themes, interactive gameplay, and arcade-style mechanics, these games offer a different experience compared to many traditional digital games available today.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:128,&quot;w&quot;:806,&quot;h&quot;:100,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1119}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:130,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1121}">As consumers research </span><a href="https://diamondxamusement.com/" bis_size="{&quot;x&quot;:158,&quot;y&quot;:130,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:459,&quot;abs_y&quot;:1121}"><span bis_size="{&quot;x&quot;:158,&quot;y&quot;:130,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:459,&quot;abs_y&quot;:1121}">fish table games online</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:130,&quot;w&quot;:788,&quot;h&quot;:96,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1121}">, they often compare them with other forms of digital entertainment, including online casino gambling games, platforms where users may play online casino slots for real money, and sports-focused products such as soccer betting apps. Because these categories are frequently discussed together, many people have questions about how fish table games work, what makes them unique, and what factors should be considered before using any online gaming platform.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:242,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1233}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:244,&quot;w&quot;:792,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1235}">This FAQ guide from DiamondX Amusement answers the most common questions about fish table games online while providing educational information about gameplay, technology, accessibility, user experience, and responsible participation.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:296,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1287}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:330,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1321}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:346,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1337}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:385,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1376}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:379,&quot;w&quot;:479,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1370}">What Are Fish Table Games Online?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:423,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1414}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:425,&quot;w&quot;:793,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1416}">Fish table games online are digital games that typically feature underwater environments filled with animated fish, sea creatures, and marine-themed graphics.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:477,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1468}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:479,&quot;w&quot;:781,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1470}">Unlike traditional reel-based games, fish table games often allow players to interact directly with moving objects on the screen. This interactive format has contributed to their popularity among users who enjoy arcade-inspired gameplay.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:531,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1522}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:533,&quot;w&quot;:776,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1524}">The concept originated from physical arcade-style gaming machines and later expanded into online formats as internet-based gaming technology evolved.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:585,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1576}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:587,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1578}">Key characteristics include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:619,&quot;w&quot;:806,&quot;h&quot;:156,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1610}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:619,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1610}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:619,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1610}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:621,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1612}">Underwater themes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:653,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1644}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:653,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1644}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:655,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1646}">Interactive gameplay</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:687,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1678}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:687,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1678}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:689,&quot;w&quot;:105,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1680}">Animated targets</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:721,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1712}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:721,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1712}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:723,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1714}">Real-time player engagement</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:755,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1746}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:755,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1746}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:757,&quot;w&quot;:264,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1748}">Multiplayer functionality on some platforms</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:789,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1780}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:823,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1814}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:839,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1830}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:878,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1869}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:872,&quot;w&quot;:487,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1863}">Why Are Fish Table Games Popular?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:917,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1908}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:918,&quot;w&quot;:466,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1909}">Several factors contribute to the growing interest in fish table games online.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:954,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1945}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:952,&quot;w&quot;:222,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1943}">Interactive Experience</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:991,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1982}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:993,&quot;w&quot;:656,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1984}">Many players appreciate that fish table games require active participation rather than passive observation.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1029,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2020}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1026,&quot;w&quot;:136,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2017}">Visual Appeal</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1066,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2057}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1068,&quot;w&quot;:239,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2059}">Modern fish table games often feature:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1100,&quot;w&quot;:806,&quot;h&quot;:122,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2091}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1100,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2091}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1100,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2091}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1102,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2093}">High-definition graphics</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1134,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2125}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1134,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2125}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1136,&quot;w&quot;:213,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2127}">Detailed underwater environments</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1168,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2159}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1168,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2159}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1170,&quot;w&quot;:104,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2161}">Animated effects</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1202,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2193}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1202,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2193}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1204,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2195}">Dynamic visual elements</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1240,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2231}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1237,&quot;w&quot;:218,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2228}">Fast-Paced Gameplay</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1277,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2268}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1279,&quot;w&quot;:613,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2270}">The rapid movement of targets creates an engaging environment that many users find entertaining.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1315,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2306}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1312,&quot;w&quot;:199,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2303}">Mobile Accessibility</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1352,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2343}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1354,&quot;w&quot;:624,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2345}">Many platforms now offer mobile-friendly versions that can be accessed on smartphones and tablets.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1386,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2377}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1420,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2411}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1436,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2427}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1474,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2465}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1469,&quot;w&quot;:443,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2460}">How Do Fish Table Games Work?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1513,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2504}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1515,&quot;w&quot;:317,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2506}">The exact mechanics vary depending on the game.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1547,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2538}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1549,&quot;w&quot;:590,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2540}">Generally, players interact with an underwater environment populated by various sea creatures.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1581,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2572}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1583,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2574}">Common gameplay elements include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1615,&quot;w&quot;:806,&quot;h&quot;:156,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2606}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1615,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2606}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1615,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2606}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1617,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2608}">Moving targets</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1649,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2640}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1649,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2640}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1651,&quot;w&quot;:117,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2642}">Interactive controls</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1683,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2674}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1683,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2674}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1685,&quot;w&quot;:101,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2676}">Real-time action</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1717,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2708}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1717,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2708}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1719,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2710}">Visual scoring systems</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1751,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2742}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1751,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2742}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1753,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2744}">Multiplayer environments</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1785,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2776}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1787,&quot;w&quot;:723,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2778}">Because different games use different systems, users should always review platform information before participating.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1819,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2810}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1853,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2844}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1869,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2860}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1907,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2898}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1902,&quot;w&quot;:642,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2893}">Are Fish Table Games the Same as Slot Games?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1946,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2937}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1948,&quot;w&quot;:21,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2939}">No.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1980,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2971}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1982,&quot;w&quot;:697,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2973}">Although they may sometimes appear on the same platform, fish table games and slot games operate differently.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2018,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3009}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2015,&quot;w&quot;:178,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3006}">Fish Table Games</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2055,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3046}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2057,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3048}">Characteristics include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2089,&quot;w&quot;:806,&quot;h&quot;:122,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3080}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2089,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3080}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2089,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3080}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2091,&quot;w&quot;:102,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3082}">Active gameplay</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2123,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3114}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2123,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3114}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2125,&quot;w&quot;:128,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3116}">Real-time interaction</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2157,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3148}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2157,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3148}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2159,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3150}">Moving targets</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2191,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3182}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2191,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3182}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2193,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3184}">Arcade-style mechanics</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2228,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3219}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2226,&quot;w&quot;:115,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3217}">Slot Games</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2266,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3257}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2267,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3258}">Characteristics include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2300,&quot;w&quot;:806,&quot;h&quot;:122,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3291}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2300,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3291}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2300,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3291}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2301,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3292}">Reel-based systems</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2334,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3325}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2334,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3325}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2335,&quot;w&quot;:132,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3326}">Automated outcomes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2368,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3359}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2368,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3359}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2369,&quot;w&quot;:100,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3360}">Simpler controls</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2402,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3393}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2402,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3393}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2403,&quot;w&quot;:176,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3394}">Theme-focused experiences</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2436,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3427}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2437,&quot;w&quot;:187,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3428}">Many consumers researching </span><a href="https://diamondxamusement.com/casino-games" bis_size="{&quot;x&quot;:195,&quot;y&quot;:2437,&quot;w&quot;:188,&quot;h&quot;:16,&quot;abs_x&quot;:496,&quot;abs_y&quot;:3428}"><span bis_size="{&quot;x&quot;:195,&quot;y&quot;:2437,&quot;w&quot;:188,&quot;h&quot;:16,&quot;abs_x&quot;:496,&quot;abs_y&quot;:3428}">online casino gambling games</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2437,&quot;w&quot;:791,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3428}"> encounter both categories and often compare their features before choosing a preferred style of entertainment.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2490,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3481}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:2524,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3515}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2539,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3530}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2578,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3569}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2573,&quot;w&quot;:572,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3564}">Are Fish Table Games Easy for Beginners?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2617,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3608}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2619,&quot;w&quot;:416,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3610}">Many fish table games are designed to be accessible to new users.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2651,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3642}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2653,&quot;w&quot;:271,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3644}">Common beginner-friendly features include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2685,&quot;w&quot;:806,&quot;h&quot;:122,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3676}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2685,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3676}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2685,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3676}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2687,&quot;w&quot;:95,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3678}">Simple controls</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2719,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3710}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2719,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3710}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2721,&quot;w&quot;:92,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3712}">Tutorial modes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2753,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3744}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2753,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3744}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2755,&quot;w&quot;:98,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3746}">Easy navigation</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2787,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3778}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2787,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3778}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2789,&quot;w&quot;:112,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3780}">Visual instructions</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2821,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3812}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2823,&quot;w&quot;:343,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3814}">However, complexity may vary from one title to another.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2855,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3846}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2857,&quot;w&quot;:445,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3848}">Some games include advanced features that require additional learning.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2889,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3880}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:2923,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3914}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2939,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3930}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2977,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3968}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2972,&quot;w&quot;:477,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3963}">Do Fish Table Games Require Skill?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3016,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4007}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3018,&quot;w&quot;:315,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4009}">This is one of the most frequently asked questions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3050,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4041}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3052,&quot;w&quot;:776,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4043}">Many users perceive fish table games as requiring more active engagement than traditional slot-style games because players often make ongoing decisions throughout gameplay.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3104,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4095}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3106,&quot;w&quot;:272,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4097}">Potential skill-related elements may include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3138,&quot;w&quot;:806,&quot;h&quot;:122,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4129}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3138,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4129}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3138,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4129}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3140,&quot;w&quot;:41,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4131}">Timing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3172,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4163}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3172,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4163}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3174,&quot;w&quot;:98,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4165}">Target selection</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3206,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4197}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3206,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4197}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3208,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4199}">Hand-eye coordination</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3240,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4231}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3240,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4231}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3242,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4233}">Resource management</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3274,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4265}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3276,&quot;w&quot;:482,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4267}">However, gameplay mechanics vary significantly between titles and platforms.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3308,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4299}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:3342,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4333}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3358,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4349}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3396,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4387}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3391,&quot;w&quot;:709,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4382}">Can Fish Table Games Be Played on Mobile Devices?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3435,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4426}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3437,&quot;w&quot;:26,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4428}">Yes.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3469,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4460}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3471,&quot;w&quot;:360,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4462}">Many developers optimize their games for mobile devices.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3503,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4494}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3505,&quot;w&quot;:244,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4496}">Benefits of mobile compatibility include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3537,&quot;w&quot;:806,&quot;h&quot;:122,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4528}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3537,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4528}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3537,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4528}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3539,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4530}">Convenient access</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3571,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4562}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3571,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4562}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3573,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4564}">Flexible gameplay locations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3605,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4596}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3605,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4596}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3607,&quot;w&quot;:132,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4598}">Touchscreen controls</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3639,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4630}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3639,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4630}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3641,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4632}">Cross-platform functionality</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3673,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4664}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3675,&quot;w&quot;:549,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4666}">Users should verify compatibility with their specific device before accessing any platform.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3707,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4698}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:3741,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4732}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3757,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4748}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3795,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4786}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3790,&quot;w&quot;:586,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4781}">Are Fish Table Games Available Worldwide?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3834,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4825}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3836,&quot;w&quot;:172,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4827}">Availability varies based on:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3868,&quot;w&quot;:806,&quot;h&quot;:122,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4859}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3868,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4859}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3868,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4859}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3870,&quot;w&quot;:65,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4861}">Local laws</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3902,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4893}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3902,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4893}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3904,&quot;w&quot;:102,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4895}">Platform policies</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3936,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4927}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3936,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4927}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3938,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4929}">Regional restrictions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3970,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4961}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3970,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4961}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3972,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4963}">Licensing requirements</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4004,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4995}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4006,&quot;w&quot;:652,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4997}">Because regulations differ between jurisdictions, users should review applicable laws before participating.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4038,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5029}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:4072,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5063}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4088,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5079}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4127,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5118}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4121,&quot;w&quot;:738,&quot;h&quot;:51,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5112}">How Do Fish Table Games Compare with Online Casino Gambling Games?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4185,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5176}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4187,&quot;w&quot;:782,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5178}">Fish table games are often discussed alongside online casino gambling games because they may appear on similar platforms.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4219,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5210}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4221,&quot;w&quot;:244,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5212}">However, there are notable differences.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4257,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5248}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4254,&quot;w&quot;:178,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5245}">Fish Table Games</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4294,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5285}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4296,&quot;w&quot;:61,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5287}">Focus on:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4328,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5319}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4328,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5319}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4328,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5319}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4330,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5321}">Interactive participation</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4362,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5353}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4362,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5353}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4364,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5355}">Arcade-style mechanics</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4396,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5387}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4396,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5387}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4398,&quot;w&quot;:152,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5389}">Continuous engagement</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4434,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5425}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4431,&quot;w&quot;:257,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5422}">Traditional Casino Games</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4471,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5462}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4473,&quot;w&quot;:94,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5464}">Often focus on:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4505,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5496}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4505,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5496}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4505,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5496}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4507,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5498}">Table game formats</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4539,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5530}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4539,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5530}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4541,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5532}">Reel systems</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4573,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5564}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4573,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5564}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4575,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5566}">Automated gameplay mechanics</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4607,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5598}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4609,&quot;w&quot;:526,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5600}">The user experience can differ significantly depending on the specific game selected.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4641,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5632}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:4675,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5666}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4691,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5682}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4729,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5720}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4724,&quot;w&quot;:702,&quot;h&quot;:51,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5715}">Why Do People Compare Fish Table Games with Slot Games?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4788,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5779}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4790,&quot;w&quot;:674,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5781}">Consumers frequently compare these categories because they represent two distinct styles of digital gaming.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4825,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5816}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4825,&quot;w&quot;:188,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5816}">Fish Table Games Offer:</span></h3>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4861,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5852}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4861,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5852}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4861,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5852}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4862,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5853}">Greater interaction</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4895,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5886}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4895,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5886}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4896,&quot;w&quot;:111,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5887}">Fast-paced action</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4929,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5920}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4929,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5920}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4930,&quot;w&quot;:151,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5921}">Multiplayer opportunities</span></p>
</li>
</ul>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4965,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5956}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4966,&quot;w&quot;:139,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5957}">Slot Games Offer:</span></h3>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5002,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5993}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5002,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5993}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5002,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5993}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5003,&quot;w&quot;:59,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5994}">Simplicity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5036,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6027}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5036,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6027}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5037,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6028}">Quick learning curves</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5070,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6061}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5070,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6061}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5071,&quot;w&quot;:125,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6062}">Broad theme variety</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5104,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6095}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5105,&quot;w&quot;:267,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6096}">Each appeals to different user preferences.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5138,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6129}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:5172,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6163}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5187,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6178}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5226,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6217}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5220,&quot;w&quot;:802,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6211}">What Should Players Consider Before Choosing a Platform?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5265,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6256}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5266,&quot;w&quot;:406,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6257}">Selecting a platform involves evaluating several important factors.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5302,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6293}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5300,&quot;w&quot;:82,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6291}">Security</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5340,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6331}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5341,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6332}">Users should look for:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5374,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6365}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5374,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6365}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5374,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6365}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5375,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6366}">Secure connections</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5408,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6399}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5408,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6399}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5409,&quot;w&quot;:170,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6400}">Account protection features</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5442,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6433}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5442,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6433}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5443,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6434}">Privacy safeguards</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5479,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6470}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5477,&quot;w&quot;:136,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6468}">Transparency</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5516,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6507}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5518,&quot;w&quot;:221,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6509}">A quality platform typically provides:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5550,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6541}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5550,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6541}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5550,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6541}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5552,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6543}">Clear terms and conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5584,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6575}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5584,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6575}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5586,&quot;w&quot;:117,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6577}">Accessible policies</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5618,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6609}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5618,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6609}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5620,&quot;w&quot;:176,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6611}">Customer support resources</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5656,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6647}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5653,&quot;w&quot;:200,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6644}">Mobile Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5693,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6684}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5695,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6686}">Modern users often expect:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5727,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6718}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5727,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6718}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5727,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6718}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5729,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6720}">Responsive design</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5761,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6752}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5761,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6752}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5763,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6754}">Smooth performance</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5795,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6786}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5795,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6786}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5797,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6788}">Cross-device compatibility</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5829,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6820}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:5863,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6854}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5879,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6870}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5918,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6909}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5912,&quot;w&quot;:376,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6903}">Are Fish Table Games Safe?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5956,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6947}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5958,&quot;w&quot;:315,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6949}">Safety depends largely on the platform being used.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5990,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6981}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5992,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6983}">Important considerations include:</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6028,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7019}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6025,&quot;w&quot;:155,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7016}">Data Protection</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6065,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7056}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6067,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7058}">Users should review:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6099,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7090}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6099,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7090}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6099,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7090}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6101,&quot;w&quot;:96,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7092}">Privacy policies</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6133,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7124}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6133,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7124}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6135,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7126}">Data handling procedures</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6167,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7158}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6167,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7158}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6169,&quot;w&quot;:132,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7160}">Security certifications</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6205,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7196}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6202,&quot;w&quot;:172,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7193}">Account Security</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6242,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7233}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6244,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7235}">Strong platforms often provide:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6276,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7267}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6276,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7267}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6276,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7267}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6278,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7269}">Password protection</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6310,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7301}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6310,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7301}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6312,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7303}">Authentication tools</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6344,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7335}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6344,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7335}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6346,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7337}">Secure account management</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6378,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7369}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:6412,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7403}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6428,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7419}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6466,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7457}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6461,&quot;w&quot;:601,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7452}">What Technology Powers Fish Table Games?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6505,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7496}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6507,&quot;w&quot;:379,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7498}">Modern fish table games often utilize advanced technologies.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6539,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7530}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6541,&quot;w&quot;:113,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7532}">Examples include:</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6577,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7568}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6574,&quot;w&quot;:247,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7565}">High-Definition Graphics</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6614,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7605}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6616,&quot;w&quot;:336,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7607}">Improved visuals contribute to immersive experiences.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6651,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7642}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6649,&quot;w&quot;:271,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7640}">Cloud-Based Infrastructure</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6689,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7680}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6690,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7681}">Cloud systems may improve:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6723,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7714}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6723,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7714}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6723,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7714}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6724,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7715}">Performance</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6757,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7748}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6757,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7748}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6758,&quot;w&quot;:76,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7749}">Accessibility</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6791,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7782}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6791,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7782}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6792,&quot;w&quot;:63,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7783}">Scalability</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6828,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7819}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6826,&quot;w&quot;:199,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7817}">Mobile Optimization</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6866,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7857}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6867,&quot;w&quot;:334,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7858}">Developers increasingly prioritize mobile compatibility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6900,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7891}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:6934,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7925}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6949,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7940}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6988,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7979}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6982,&quot;w&quot;:674,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7973}">Frequently Asked Questions About Mobile Gaming</span></h1>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7027,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8018}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7024,&quot;w&quot;:403,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8015}">Do Mobile Fish Table Games Work Well?</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7064,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8055}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7066,&quot;w&quot;:371,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8057}">Many are specifically designed for smartphones and tablets.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7102,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8093}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7099,&quot;w&quot;:304,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8090}">Are Mobile Controls Different?</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7139,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8130}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7141,&quot;w&quot;:334,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8132}">Touchscreen controls may vary from desktop controls.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7177,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8168}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7174,&quot;w&quot;:424,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8165}">Can Progress Be Synced Across Devices?</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7214,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8205}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7216,&quot;w&quot;:389,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8207}">Some platforms support cross-device account synchronization.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7248,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8239}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:7282,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8273}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:7298,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8289}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7336,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8327}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7331,&quot;w&quot;:747,&quot;h&quot;:51,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8322}">How Do Fish Table Games Compare with Soccer Betting Apps?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7395,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8386}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7397,&quot;w&quot;:346,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8388}">Consumers sometimes encounter fish table games and </span><a href="https://diamondxamusement.com/" bis_size="{&quot;x&quot;:354,&quot;y&quot;:7397,&quot;w&quot;:121,&quot;h&quot;:16,&quot;abs_x&quot;:655,&quot;abs_y&quot;:8388}"><span bis_size="{&quot;x&quot;:354,&quot;y&quot;:7397,&quot;w&quot;:121,&quot;h&quot;:16,&quot;abs_x&quot;:655,&quot;abs_y&quot;:8388}">soccer betting apps</span></a><span bis_size="{&quot;x&quot;:475,&quot;y&quot;:7397,&quot;w&quot;:277,&quot;h&quot;:16,&quot;abs_x&quot;:776,&quot;abs_y&quot;:8388}"> when researching online gaming categories.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7429,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8420}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7431,&quot;w&quot;:246,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8422}">However, they serve different purposes.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7465,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8456}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7466,&quot;w&quot;:138,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8457}">Fish Table Games</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7502,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8493}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7503,&quot;w&quot;:114,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8494}">Typically focus on:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:7536,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8527}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:7536,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8527}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:7536,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8527}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:7537,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8528}">Interactive gameplay</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:7570,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8561}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:7570,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8561}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:7571,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8562}">Visual engagement</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:7604,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8595}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:7604,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8595}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:7605,&quot;w&quot;:167,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8596}">Arcade-style entertainment</span></p>
</li>
</ul>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7640,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8631}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7641,&quot;w&quot;:160,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8632}">Soccer Betting Apps</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7677,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8668}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7678,&quot;w&quot;:114,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8669}">Typically focus on:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:7711,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8702}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:7711,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8702}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:7711,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8702}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:7712,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8703}">Sporting events</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:7745,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8736}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:7745,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8736}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:7746,&quot;w&quot;:114,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8737}">Statistical analysis</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:7779,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8770}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:7779,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8770}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:7780,&quot;w&quot;:137,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:8771}">Event-related features</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7813,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8804}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7814,&quot;w&quot;:602,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8805}">Understanding these differences can help users identify which category aligns with their interests.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7847,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8838}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:7881,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8872}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:7896,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8887}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7935,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8926}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7929,&quot;w&quot;:639,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8920}">Why Are Online Gaming Categories Expanding?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7974,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8965}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7975,&quot;w&quot;:273,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8966}">Several industry trends contribute to growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8011,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9002}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8009,&quot;w&quot;:216,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9000}">Improved Technology</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8049,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9040}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8050,&quot;w&quot;:535,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9041}">Advancements in graphics and internet speeds continue to enhance user experiences.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8086,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9077}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8084,&quot;w&quot;:163,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9075}">Mobile Adoption</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8123,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9114}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8125,&quot;w&quot;:290,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9116}">Smartphone usage has increased accessibility.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8161,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9152}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8158,&quot;w&quot;:135,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9149}">User Demand</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8198,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9189}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8200,&quot;w&quot;:463,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9191}">Consumers increasingly seek interactive digital entertainment experiences.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8232,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9223}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:8266,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9257}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:8282,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9273}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8321,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9312}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8315,&quot;w&quot;:673,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9306}">Common Misconceptions About Fish Table Games</span></h1>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8359,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9350}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8357,&quot;w&quot;:432,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9348}">Myth #1: All Fish Table Games Are Identical</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8397,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9388}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8398,&quot;w&quot;:46,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9389}">Reality:</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8431,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9422}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8432,&quot;w&quot;:308,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9423}">Game mechanics vary significantly between titles.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8468,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9459}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8466,&quot;w&quot;:369,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9457}">Myth #2: Mobile Versions Are Inferior</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8506,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9497}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8507,&quot;w&quot;:46,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9498}">Reality:</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8540,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9531}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8541,&quot;w&quot;:457,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9532}">Many mobile versions offer experiences comparable to desktop platforms.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8577,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9568}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8575,&quot;w&quot;:573,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9566}">Myth #3: Fish Table Games and Slot Games Are the Same</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8614,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9605}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8616,&quot;w&quot;:46,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9607}">Reality:</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8648,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9639}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8650,&quot;w&quot;:349,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9641}">They utilize fundamentally different gameplay structures.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8682,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9673}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:8716,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9707}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:8732,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9723}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8771,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9762}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8765,&quot;w&quot;:549,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9756}">Understanding Responsible Participation</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8810,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9801}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8811,&quot;w&quot;:454,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9802}">Regardless of the gaming category, responsible participation is important.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8844,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9835}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8845,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9836}">Best practices include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:8878,&quot;w&quot;:806,&quot;h&quot;:122,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9869}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:8878,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:9869}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:8878,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:9869}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:8879,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:9870}">Setting time limits</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:8912,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:9903}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:8912,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:9903}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:8913,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:9904}">Understanding platform rules</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:8946,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:9937}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:8946,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:9937}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:8947,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:9938}">Reviewing applicable laws</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:8980,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:9971}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:8980,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:9971}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:8981,&quot;w&quot;:206,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:9972}">Monitoring personal usage habits</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9014,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10005}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9015,&quot;w&quot;:398,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10006}">Users should always approach digital entertainment responsibly.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9048,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10039}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:9082,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10073}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:9097,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10088}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9136,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10127}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9130,&quot;w&quot;:746,&quot;h&quot;:51,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10121}">Why Do People Search for "Play Online Casino Slots for Real Money"?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9195,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10186}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9196,&quot;w&quot;:546,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10187}">This search phrase is commonly used by consumers researching digital gaming options.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9229,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10220}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9230,&quot;w&quot;:272,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10221}">People may search this term when trying to:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:9263,&quot;w&quot;:806,&quot;h&quot;:122,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10254}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9263,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10254}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9263,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10254}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:9264,&quot;w&quot;:252,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10255}">Learn about available gaming categories</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9297,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10288}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9297,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10288}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:9298,&quot;w&quot;:198,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10289}">Understand platform differences</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9331,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10322}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9331,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10322}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:9332,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10323}">Compare user experiences</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9365,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10356}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9365,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10356}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:9366,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10357}">Explore regulatory information</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9399,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10390}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9400,&quot;w&quot;:779,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10391}">Before engaging with any platform involving financial transactions, users should carefully review local regulations and platform policies.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9453,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10444}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:9487,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10478}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:9502,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10493}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9541,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10532}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9535,&quot;w&quot;:749,&quot;h&quot;:51,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10526}">Why Is Research Important Before Using Online Gaming Platforms?</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9600,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10591}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9601,&quot;w&quot;:196,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10592}">Research helps users evaluate:</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9637,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10628}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9635,&quot;w&quot;:200,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10626}">Platform Reputation</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9675,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10666}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9676,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10667}">Consumers should investigate:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:9709,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10700}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9709,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10700}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9709,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10700}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:9710,&quot;w&quot;:90,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10701}">User feedback</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9743,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10734}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9743,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10734}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:9744,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10735}">Company information</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9777,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10768}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9777,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10768}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:9778,&quot;w&quot;:104,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10769}">Support services</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9814,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10805}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9812,&quot;w&quot;:179,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10803}">Legal Compliance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9851,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10842}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9853,&quot;w&quot;:269,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10844}">Requirements may differ based on location.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9889,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10880}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9886,&quot;w&quot;:225,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10877}">Consumer Protections</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9926,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10917}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9928,&quot;w&quot;:480,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10919}">Understanding available protections can help users make informed decisions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9960,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10951}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:9994,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10985}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:10010,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11001}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10049,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11040}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10043,&quot;w&quot;:572,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11034}">Future Trends for Fish Table Games Online</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10087,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11078}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10089,&quot;w&quot;:383,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11080}">Industry experts expect continued innovation in several areas.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10125,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11116}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10122,&quot;w&quot;:197,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11113}">Enhanced Graphics</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10162,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11153}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10164,&quot;w&quot;:247,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11155}">Visual quality is likely to improve further.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10200,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11191}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10197,&quot;w&quot;:204,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11188}">Multiplayer Features</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10237,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11228}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10239,&quot;w&quot;:272,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11230}">More social functionality may be introduced.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10275,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11266}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10272,&quot;w&quot;:205,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11263}">Artificial Intelligence</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10312,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11303}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10314,&quot;w&quot;:210,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11305}">AI technologies may contribute to:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:10346,&quot;w&quot;:806,&quot;h&quot;:88,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11337}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:10346,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:11337}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:10346,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:11337}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:10348,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:11339}">Personalized experiences</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:10380,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:11371}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:10380,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:11371}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:10382,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:11373}">Improved gameplay systems</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:10414,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:11405}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:10414,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:11405}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:10416,&quot;w&quot;:206,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:11407}">Better platform recommendations</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10451,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11442}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10449,&quot;w&quot;:221,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11440}">Mobile Enhancements</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10489,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11480}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10490,&quot;w&quot;:329,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11481}">Mobile gaming remains a major focus for developers.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10523,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11514}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:10557,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11548}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:10572,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11563}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10611,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11602}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10606,&quot;w&quot;:217,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11597}">Additional FAQs</span></h1>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10650,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11641}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10647,&quot;w&quot;:492,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11638}">Are Fish Table Games Suitable for Casual Users?</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10687,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11678}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10689,&quot;w&quot;:432,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11680}">Many games are designed for users with varying levels of experience.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10725,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11716}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10722,&quot;w&quot;:426,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11713}">Do Fish Table Games Require Downloads?</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10762,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11753}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10764,&quot;w&quot;:577,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11755}">Some platforms offer browser-based access, while others provide downloadable applications.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10800,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11791}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10797,&quot;w&quot;:233,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11788}">Are Updates Common?</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10837,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11828}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10839,&quot;w&quot;:510,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11830}">Many platforms regularly update games to improve performance and add features.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10874,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11865}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10872,&quot;w&quot;:525,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11863}">Can Fish Table Games Include Multiplayer Features?</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10912,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11903}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10913,&quot;w&quot;:446,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11904}">Some titles allow multiple users to interact within the same environment.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10949,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11940}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10947,&quot;w&quot;:513,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11938}">Do Different Platforms Offer Different Experiences?</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10987,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11978}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10988,&quot;w&quot;:452,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11979}">Yes. Features, graphics, and gameplay mechanics may vary significantly.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:11021,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12012}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:11055,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12046}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:11070,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12061}"></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:11109,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12100}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:11103,&quot;w&quot;:152,&quot;h&quot;:31,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12094}">Conclusion</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:11148,&quot;w&quot;:806,&quot;h&quot;:80,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12139}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:11149,&quot;w&quot;:775,&quot;h&quot;:56,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12140}">Fish table games online continue to attract attention because of their interactive gameplay, visual appeal, and unique arcade-inspired mechanics. As consumers research digital entertainment categories, they often compare fish table games with online casino gambling games, investigate platforms where users may </span><a href="https://diamondxamusement.com/casino-games" bis_size="{&quot;x&quot;:405,&quot;y&quot;:11189,&quot;w&quot;:236,&quot;h&quot;:16,&quot;abs_x&quot;:706,&quot;abs_y&quot;:12180}"><span bis_size="{&quot;x&quot;:405,&quot;y&quot;:11189,&quot;w&quot;:236,&quot;h&quot;:16,&quot;abs_x&quot;:706,&quot;abs_y&quot;:12180}">play online casino slots for real money</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:11189,&quot;w&quot;:794,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12180}">, or explore other gaming-related products such as soccer betting apps.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:11242,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12233}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:11243,&quot;w&quot;:802,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12234}">Understanding the differences between these categories is essential for making informed decisions. By evaluating platform security, transparency, mobile compatibility, and applicable regulations, users can better understand the online gaming landscape.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:11296,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12287}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:11297,&quot;w&quot;:802,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12288}">DiamondX Amusement encourages consumers to prioritize education, research, and responsible participation when exploring any form of digital gaming or entertainment platform.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:11350,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12341}"><b id="docs-internal-guid-34c70101-7fff-f213-5bf2-d72239d809a9" bis_size="{&quot;x&quot;:8,&quot;y&quot;:11371,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12362}"><br bis_size="{&quot;x&quot;:8,&quot;y&quot;:11351,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12342}"><br bis_size="{&quot;x&quot;:8,&quot;y&quot;:11371,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:12362}"></b></p>]]> </content:encoded>
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<title>Print Foamex Board: The Game&#45;Changing Marketing Solution Your Business Needs Now</title>
<link>https://news.bangboxonline.com/print-foamex-board-the-game-changing-marketing-solution-your-business-needs-now</link>
<guid>https://news.bangboxonline.com/print-foamex-board-the-game-changing-marketing-solution-your-business-needs-now</guid>
<description><![CDATA[ Access print foamex board services for events, exhibitions, and marketing campaigns. Durable, vibrant, and professional prints perfect for businesses and personal projects. Fast and reliable solutions for impactful visual displays. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3653b5b5617.jpg" length="73641" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 13:47:58 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s competitive marketplace, standing out is no longer optional—it’s essential. Businesses are constantly searching for innovative ways to attract customers, strengthen brand awareness, and leave a lasting impression. One of the most effective solutions available today is to <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>print foamex board</b></a></span></strong> materials that combine durability, visual appeal, and affordability in one powerful marketing package.<o:p></o:p></p>
<p class="MsoNormal">Whether you're promoting a grand opening, launching a new product, attending a trade show, or enhancing your retail space, high-quality display solutions can dramatically elevate your brand presence. Every day you delay upgrading your marketing materials is another day competitors have the opportunity to capture attention that could have been yours.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Are Choosing Professional Display Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Modern businesses require marketing materials that are both impactful and practical. Traditional advertising methods often come with recurring costs and limited visibility. High-quality rigid signage offers a long-lasting alternative that delivers excellent value for money.<o:p></o:p></p>
<p class="MsoNormal">Professionally produced boards provide vibrant colours, sharp graphics, and a polished appearance that instantly communicates professionalism. They are lightweight enough for easy installation yet sturdy enough to withstand demanding commercial environments.<o:p></o:p></p>
<p class="MsoNormal">This powerful combination makes them ideal for retail stores, exhibitions, corporate offices, construction sites, events, and promotional campaigns of all sizes.<o:p></o:p></p>
<p class="MsoNormal"><b>Create a Professional Brand Image That Builds Trust<o:p></o:p></b></p>
<p class="MsoNormal">First impressions matter more than ever. Customers often make judgments about a business within seconds of seeing its promotional materials. Poor-quality signage can undermine credibility, while professionally produced displays reinforce trust and confidence.<o:p></o:p></p>
<p class="MsoNormal">When you <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">print foamex board</span></strong> products through a trusted provider, your graphics become a powerful extension of your brand identity. Crisp imagery, bold messaging, and premium finishing work together to communicate quality and reliability.<o:p></o:p></p>
<p class="MsoNormal">Businesses that invest in superior visual marketing often experience stronger customer engagement because their branding appears more established and memorable.<o:p></o:p></p>
<p class="MsoNormal"><b>Versatility That Supports Every Marketing Goal<o:p></o:p></b></p>
<p class="MsoNormal">One of the biggest advantages of modern display boards is their incredible versatility. They can be used across countless applications, making them a valuable investment for virtually any industry.<o:p></o:p></p>
<p class="MsoNormal">From promotional displays and directional signage to exhibition graphics and presentation panels, these solutions adapt effortlessly to changing business needs. Their lightweight structure makes transportation simple, while their durability ensures they maintain a professional appearance over time.<o:p></o:p></p>
<p class="MsoNormal">Many organisations also combine signage with complementary promotional materials such as a custom <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>sticker</b></a></span></strong> campaign to create a cohesive marketing strategy that maximises visibility across multiple touchpoints.<o:p></o:p></p>
<p class="MsoNormal"><b>Fast Turnaround for Time-Sensitive Campaigns<o:p></o:p></b></p>
<p class="MsoNormal">Business opportunities can appear without warning. Whether you're preparing for an upcoming event or responding to a market trend, speed is often critical to success.<o:p></o:p></p>
<p class="MsoNormal">Professional printing services provide rapid production without compromising quality, allowing businesses to launch campaigns quickly and confidently. Fast turnaround times help companies stay agile, seize opportunities, and maintain a competitive edge.<o:p></o:p></p>
<p class="MsoNormal">This flexibility is especially valuable for seasonal promotions, product launches, conferences, and retail campaigns where timing directly influences results.<o:p></o:p></p>
<p class="MsoNormal"><b>Cost-Effective Marketing with Long-Term Value<o:p></o:p></b></p>
<p class="MsoNormal">Marketing budgets must deliver measurable returns. Investing in durable display solutions offers exceptional value because the materials can be used repeatedly across multiple campaigns and events.<o:p></o:p></p>
<p class="MsoNormal">Unlike advertising channels that require continuous spending, high-quality printed boards continue generating visibility long after production. Their longevity makes them one of the most cost-efficient marketing tools available.<o:p></o:p></p>
<p class="MsoNormal">To further strengthen promotional efforts, many businesses pair their displays with branded <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">sticker</span></strong> materials that reinforce messaging and create additional opportunities for customer interaction.<o:p></o:p></p>
<p class="MsoNormal"><b>Premium Quality That Makes Every Message Stand Out<o:p></o:p></b></p>
<p class="MsoNormal">Visual impact is the foundation of successful advertising. Exceptional print quality ensures every colour, image, and message appears vibrant and engaging.<o:p></o:p></p>
<p class="MsoNormal">Advanced printing technology produces stunning graphics that command attention even in crowded environments. Sharp details and rich colours help businesses communicate effectively while reinforcing their professional image.<o:p></o:p></p>
<p class="MsoNormal">This level of quality can make the difference between being noticed and being overlooked. In highly competitive markets, that difference can directly affect customer acquisition and revenue growth.<o:p></o:p></p>
<p class="MsoNormal"><b>A Trusted Partner for Outstanding Results<o:p></o:p></b></p>
<p class="MsoNormal">Choosing the right printing provider is just as important as selecting the right marketing materials. Businesses need a partner that understands quality, reliability, and customer expectations.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8"><b>Landmark Print</b></a></span></strong> has built a reputation for delivering exceptional solutions designed to help brands maximise their visibility and marketing impact. With a commitment to precision and customer satisfaction, businesses gain access to products that consistently exceed expectations.<o:p></o:p></p>
<p class="MsoNormal">When deadlines matter and quality cannot be compromised, working with experienced professionals provides invaluable peace of mind.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Your Marketing Before Competitors Do<o:p></o:p></b></p>
<p class="MsoNormal">The marketplace moves quickly, and businesses that act decisively often gain the greatest advantages. Every promotional opportunity represents a chance to increase visibility, attract customers, and strengthen brand recognition.<o:p></o:p></p>
<p class="MsoNormal">Now is the perfect time to <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">print foamex board</span></strong> displays that capture attention, communicate professionalism, and support long-term business growth. Combined with strategic branding tools such as a custom <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">sticker</span></strong> solution, your marketing can achieve remarkable reach and impact.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">sticker print sg</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">tampines printing service</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">printed stickers</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>Nearest Printing Shop: Unlock Premium Printing Solutions Before Everyone Else</title>
<link>https://news.bangboxonline.com/nearest-printing-shop-unlock-premium-printing-solutions-before-everyone-else</link>
<guid>https://news.bangboxonline.com/nearest-printing-shop-unlock-premium-printing-solutions-before-everyone-else</guid>
<description><![CDATA[ Locate the nearest printing shop for flyers, posters, business cards, and more. High quality, durable, and vibrant prints with fast turnaround. Perfect for businesses, events, and personal projects needing professional printing solutions nearby. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3651217cc1e.jpg" length="73641" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 13:36:56 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">When deadlines are tight and expectations are high, finding the right printing partner becomes more important than ever. Whether you're preparing marketing materials, business documents, event displays, or personalized promotional products, choosing the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">nearest printing shop</span></strong> can make the difference between success and disappointment.<o:p></o:p></p>
<p class="MsoNormal">Fast turnaround, exceptional print quality, and dependable service are no longer optional—they are essential. Businesses and individuals alike are racing to secure printing solutions that deliver flawless results without costly delays. This is where professional expertise and advanced printing technology come together to create an unmatched customer experience.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Speed Matters More Than Ever<o:p></o:p></b></p>
<p class="MsoNormal">In today's fast-moving business environment, every minute counts. Missed deadlines can result in lost opportunities, reduced customer confidence, and unnecessary stress. That's why efficient printing services have become a crucial part of business success.<o:p></o:p></p>
<p class="MsoNormal">Imagine launching a marketing campaign with perfectly printed brochures, banners, and promotional materials exactly when you need them. The ability to access a trusted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>nearest printing shop</b></a></span></strong> ensures your projects stay on schedule while maintaining the highest standards of quality.<o:p></o:p></p>
<p class="MsoNormal">Quick service doesn't have to mean compromising on excellence. Modern printing solutions allow businesses to receive premium products faster than ever before, helping them stay ahead of competitors and maximize every opportunity.<o:p></o:p></p>
<p class="MsoNormal"><b>Premium Printing That Elevates Your Brand<o:p></o:p></b></p>
<p class="MsoNormal">Your printed materials represent your business long before a customer speaks to your team. Crisp graphics, vibrant colors, and professional finishes communicate credibility and professionalism instantly.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print understands that every print project carries an important message. From corporate branding materials to marketing collateral, precision and consistency help create a lasting impression. High-quality printing transforms ordinary designs into powerful communication tools that capture attention and drive engagement.<o:p></o:p></p>
<p class="MsoNormal">When every detail matters, investing in superior printing services becomes one of the smartest business decisions you can make.<o:p></o:p></p>
<p class="MsoNormal"><b>Make Your Marketing Impossible to Ignore<o:p></o:p></b></p>
<p class="MsoNormal">Competition is fierce across every industry. Businesses need creative ways to stand out and remain memorable. Professionally printed promotional products offer a powerful solution that continues delivering results long after digital advertisements disappear.<o:p></o:p></p>
<p class="MsoNormal">Custom labels, packaging enhancements, and <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>stickers singapore</b></a></span></strong> businesses rely on can help create stronger brand recognition. These versatile products are ideal for product packaging, promotional campaigns, giveaways, and event marketing.<o:p></o:p></p>
<p class="MsoNormal">A well-designed sticker can transform a simple package into a memorable customer experience. The ability to communicate your message in a visually appealing way creates stronger connections and encourages repeat business.<o:p></o:p></p>
<p class="MsoNormal"><b>Advanced Technology Creates Superior Results<o:p></o:p></b></p>
<p class="MsoNormal">Printing technology has evolved dramatically over the years. Modern equipment delivers sharper images, richer colors, and greater consistency across every print run. This means customers receive professional-grade results that meet even the most demanding expectations.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print combines innovative printing methods with strict quality control processes to ensure every project exceeds expectations. Whether the order is large or small, customers benefit from exceptional accuracy, durability, and visual impact.<o:p></o:p></p>
<p class="MsoNormal">The result is printed material that reflects professionalism and enhances brand reputation from the very first glance.<o:p></o:p></p>
<p class="MsoNormal"><b>Customized Solutions for Every Need<o:p></o:p></b></p>
<p class="MsoNormal">No two projects are exactly alike. Different businesses require unique formats, materials, finishes, and specifications to achieve their goals. A flexible printing partner can adapt to these requirements while maintaining efficiency and quality.<o:p></o:p></p>
<p class="MsoNormal">From promotional campaigns and event materials to packaging solutions and corporate stationery, professional printing services offer extensive customization options. Businesses seeking <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">stickers singapore</span></strong> companies trust can benefit from tailored solutions designed to align perfectly with branding objectives.<o:p></o:p></p>
<p class="MsoNormal">Customization allows organizations to create distinctive marketing assets that attract attention and strengthen customer engagement in increasingly competitive markets.<o:p></o:p></p>
<p class="MsoNormal"><b>Reliability You Can Count On<o:p></o:p></b></p>
<p class="MsoNormal">One of the biggest concerns when ordering printed products is reliability. Customers need confidence that their orders will arrive on time and meet exact specifications. Consistency builds trust and eliminates unnecessary risks.<o:p></o:p></p>
<p class="MsoNormal">Choosing a dependable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">nearest printing shop</span></strong> provides peace of mind throughout the entire process. From consultation and design support to production and delivery, reliable service ensures smooth project execution from start to finish.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> has built its reputation by helping customers achieve outstanding results while maintaining exceptional service standards. This commitment to reliability creates lasting relationships and continued customer satisfaction.<o:p></o:p></p>
<p class="MsoNormal"><b>Secure Your Competitive Advantage Today<o:p></o:p></b></p>
<p class="MsoNormal">Opportunities rarely wait. Businesses that act quickly gain visibility, strengthen brand awareness, and position themselves ahead of competitors. Delaying important print projects can mean missing valuable chances to connect with customers and grow market presence.<o:p></o:p></p>
<p class="MsoNormal">Whether you need marketing materials, business essentials, or premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">stickers singapore</span></strong> organizations use to boost brand visibility, now is the perfect time to invest in professional printing solutions. Every successful campaign begins with high-quality materials designed to capture attention and inspire action.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">stamp pad</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">uv spotting</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">where to print in singapore</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
</item>

<item>
<title>Leaflet Printing Cost: Unlock Maximum Marketing Power for Less</title>
<link>https://news.bangboxonline.com/leaflet-printing-cost-unlock-maximum-marketing-power-for-less-72119</link>
<guid>https://news.bangboxonline.com/leaflet-printing-cost-unlock-maximum-marketing-power-for-less-72119</guid>
<description><![CDATA[ Discover leaflet printing cost for marketing campaigns, events, and personal projects. High quality, vibrant, and durable prints at budget-friendly rates. Fast and professional solutions for flyers, brochures, and promotional leaflets. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a364e92bf384.jpg" length="73641" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 13:26:04 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s fiercely competitive marketplace, standing out is no longer optional—it is essential. Every business is searching for a powerful yet affordable way to attract attention, generate leads, and increase sales. That is exactly why understanding <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>leaflet printing cost</b></a></span></strong> has become a top priority for ambitious brands looking to maximize their marketing budget without sacrificing results.<o:p></o:p></p>
<p class="MsoNormal">While digital advertising continues to become more crowded and expensive, professionally printed leaflets remain one of the most effective promotional tools available. They offer direct engagement, tangible brand exposure, and exceptional return on investment. Businesses that act quickly gain a significant advantage, reaching customers before competitors even have the chance.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Printed Marketing Still Delivers Outstanding Results<o:p></o:p></b></p>
<p class="MsoNormal">Consumers are constantly bombarded with online advertisements. Many of these messages are ignored within seconds. Printed leaflets create a different experience. They place your brand directly into the hands of potential customers, making your message impossible to scroll past.<o:p></o:p></p>
<p class="MsoNormal">Whether promoting a grand opening, seasonal sale, product launch, or special event, professionally designed marketing materials create instant credibility. High-quality print communicates trust, professionalism, and commitment to excellence.<o:p></o:p></p>
<p class="MsoNormal">This is where Landmark Print delivers exceptional value. By combining premium print quality with competitive pricing, businesses can launch impactful campaigns without stretching their budgets.<o:p></o:p></p>
<p class="MsoNormal"><b>Affordable Solutions That Generate Real Business Growth<o:p></o:p></b></p>
<p class="MsoNormal">Many companies assume print marketing requires a substantial investment. The reality is quite different. Modern printing technology has dramatically reduced production expenses while improving quality.<o:p></o:p></p>
<p class="MsoNormal">Understanding your <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">leaflet printing cost</span></strong> allows you to plan campaigns strategically and allocate resources more effectively. Instead of spending thousands on uncertain advertising channels, businesses can distribute targeted promotional materials that directly reach local audiences.<o:p></o:p></p>
<p class="MsoNormal">The result is greater visibility, stronger brand recognition, and increased customer engagement at a fraction of the cost many marketers expect.<o:p></o:p></p>
<p class="MsoNormal"><b>Reach More Customers Without Overspending<o:p></o:p></b></p>
<p class="MsoNormal">One of the greatest advantages of leaflet marketing is scalability. Whether you need a small promotional run or a large-volume distribution campaign, there are solutions available for virtually every budget.<o:p></o:p></p>
<p class="MsoNormal">Businesses searching for ways to <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>print flyers cheap</b></a></span></strong> often discover that professional printing services provide remarkable value when compared with many digital alternatives. The ability to reach thousands of potential customers quickly and efficiently makes printed marketing an attractive option for organizations of every size.<o:p></o:p></p>
<p class="MsoNormal">A well-designed flyer can continue generating interest long after distribution, extending the value of every marketing pound spent.<o:p></o:p></p>
<p class="MsoNormal"><b>Premium Quality Creates a Powerful First Impression<o:p></o:p></b></p>
<p class="MsoNormal">Customers make judgments within moments of seeing promotional materials. Poor-quality printing can damage credibility and reduce response rates. On the other hand, sharp graphics, vibrant colors, and premium finishes instantly elevate your brand image.<o:p></o:p></p>
<p class="MsoNormal">Investing in professional print services ensures every leaflet reflects the quality and professionalism your business represents. From paper selection to finishing options, every detail contributes to creating a memorable customer experience.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> specializes in delivering visually impressive marketing materials that help businesses capture attention and drive action from the very first glance.<o:p></o:p></p>
<p class="MsoNormal"><b>Fast Turnaround Gives You a Competitive Edge<o:p></o:p></b></p>
<p class="MsoNormal">Timing is everything in marketing. A delayed campaign can mean missed opportunities, lost sales, and reduced visibility. Businesses need reliable printing partners capable of delivering exceptional results within demanding deadlines.<o:p></o:p></p>
<p class="MsoNormal">Rapid production capabilities allow organizations to respond quickly to market trends, seasonal promotions, and emerging opportunities. This flexibility helps companies stay ahead of competitors while maintaining consistent brand exposure.<o:p></o:p></p>
<p class="MsoNormal">When speed and quality matter equally, working with experienced print professionals becomes a significant advantage.<o:p></o:p></p>
<p class="MsoNormal"><b>Maximize Returns Through Strategic Distribution<o:p></o:p></b></p>
<p class="MsoNormal">Even the most attractive leaflet needs an effective distribution strategy to achieve maximum impact. Successful campaigns focus on reaching the right audience at the right time.<o:p></o:p></p>
<p class="MsoNormal">Targeted distribution increases engagement while reducing wasted marketing spend. Whether delivered door-to-door, included in direct mail campaigns, or handed out at events, professionally printed leaflets provide unmatched versatility.<o:p></o:p></p>
<p class="MsoNormal">Businesses that carefully evaluate <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">leaflet printing cost</span></strong> alongside distribution planning often achieve remarkable results, generating leads and sales far beyond initial expectations.<o:p></o:p></p>
<p class="MsoNormal"><b>Cost-Effective Marketing That Keeps Delivering<o:p></o:p></b></p>
<p class="MsoNormal">Marketing budgets are always under pressure. Every investment must demonstrate measurable value. Printed leaflets continue to outperform expectations because they combine affordability with tangible customer engagement.<o:p></o:p></p>
<p class="MsoNormal">Organizations looking to <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">print flyers cheap</span></strong> frequently discover that quality printing does not have to come with a premium price tag. With the right printing partner, businesses can achieve professional results while maintaining complete control over marketing expenses.<o:p></o:p></p>
<p class="MsoNormal">This balance between affordability and effectiveness makes leaflet marketing one of the smartest promotional investments available today.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Trust Professional Printing Experts<o:p></o:p></b></p>
<p class="MsoNormal">Choosing an experienced print provider eliminates uncertainty and ensures consistent results. From design support to final production, expert guidance helps businesses avoid costly mistakes while maximizing campaign effectiveness.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print has built a reputation for delivering exceptional print solutions that help organizations attract attention, strengthen brand presence, and generate measurable growth. Every project is handled with precision, care, and a commitment to customer satisfaction.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Action Before Your Competitors Do<o:p></o:p></b></p>
<p class="MsoNormal">Market opportunities do not wait. Every day that passes is another day competitors can capture customer attention and increase their market share. Businesses that move quickly gain the advantage of greater visibility, stronger engagement, and improved sales performance.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">name card</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">orchard printing shop</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">print out near me</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
</item>

<item>
<title>Leaflet Printing Cost: Unlock Maximum Marketing Power for Less</title>
<link>https://news.bangboxonline.com/leaflet-printing-cost-unlock-maximum-marketing-power-for-less</link>
<guid>https://news.bangboxonline.com/leaflet-printing-cost-unlock-maximum-marketing-power-for-less</guid>
<description><![CDATA[ Discover leaflet printing cost for marketing campaigns, events, and personal projects. High quality, vibrant, and durable prints at budget-friendly rates. Fast and professional solutions for flyers, brochures, and promotional leaflets. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a364e92bf384.jpg" length="73641" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 13:26:03 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s fiercely competitive marketplace, standing out is no longer optional—it is essential. Every business is searching for a powerful yet affordable way to attract attention, generate leads, and increase sales. That is exactly why understanding <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>leaflet printing cost</b></a></span></strong> has become a top priority for ambitious brands looking to maximize their marketing budget without sacrificing results.<o:p></o:p></p>
<p class="MsoNormal">While digital advertising continues to become more crowded and expensive, professionally printed leaflets remain one of the most effective promotional tools available. They offer direct engagement, tangible brand exposure, and exceptional return on investment. Businesses that act quickly gain a significant advantage, reaching customers before competitors even have the chance.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Printed Marketing Still Delivers Outstanding Results<o:p></o:p></b></p>
<p class="MsoNormal">Consumers are constantly bombarded with online advertisements. Many of these messages are ignored within seconds. Printed leaflets create a different experience. They place your brand directly into the hands of potential customers, making your message impossible to scroll past.<o:p></o:p></p>
<p class="MsoNormal">Whether promoting a grand opening, seasonal sale, product launch, or special event, professionally designed marketing materials create instant credibility. High-quality print communicates trust, professionalism, and commitment to excellence.<o:p></o:p></p>
<p class="MsoNormal">This is where Landmark Print delivers exceptional value. By combining premium print quality with competitive pricing, businesses can launch impactful campaigns without stretching their budgets.<o:p></o:p></p>
<p class="MsoNormal"><b>Affordable Solutions That Generate Real Business Growth<o:p></o:p></b></p>
<p class="MsoNormal">Many companies assume print marketing requires a substantial investment. The reality is quite different. Modern printing technology has dramatically reduced production expenses while improving quality.<o:p></o:p></p>
<p class="MsoNormal">Understanding your <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">leaflet printing cost</span></strong> allows you to plan campaigns strategically and allocate resources more effectively. Instead of spending thousands on uncertain advertising channels, businesses can distribute targeted promotional materials that directly reach local audiences.<o:p></o:p></p>
<p class="MsoNormal">The result is greater visibility, stronger brand recognition, and increased customer engagement at a fraction of the cost many marketers expect.<o:p></o:p></p>
<p class="MsoNormal"><b>Reach More Customers Without Overspending<o:p></o:p></b></p>
<p class="MsoNormal">One of the greatest advantages of leaflet marketing is scalability. Whether you need a small promotional run or a large-volume distribution campaign, there are solutions available for virtually every budget.<o:p></o:p></p>
<p class="MsoNormal">Businesses searching for ways to <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>print flyers cheap</b></a></span></strong> often discover that professional printing services provide remarkable value when compared with many digital alternatives. The ability to reach thousands of potential customers quickly and efficiently makes printed marketing an attractive option for organizations of every size.<o:p></o:p></p>
<p class="MsoNormal">A well-designed flyer can continue generating interest long after distribution, extending the value of every marketing pound spent.<o:p></o:p></p>
<p class="MsoNormal"><b>Premium Quality Creates a Powerful First Impression<o:p></o:p></b></p>
<p class="MsoNormal">Customers make judgments within moments of seeing promotional materials. Poor-quality printing can damage credibility and reduce response rates. On the other hand, sharp graphics, vibrant colors, and premium finishes instantly elevate your brand image.<o:p></o:p></p>
<p class="MsoNormal">Investing in professional print services ensures every leaflet reflects the quality and professionalism your business represents. From paper selection to finishing options, every detail contributes to creating a memorable customer experience.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> specializes in delivering visually impressive marketing materials that help businesses capture attention and drive action from the very first glance.<o:p></o:p></p>
<p class="MsoNormal"><b>Fast Turnaround Gives You a Competitive Edge<o:p></o:p></b></p>
<p class="MsoNormal">Timing is everything in marketing. A delayed campaign can mean missed opportunities, lost sales, and reduced visibility. Businesses need reliable printing partners capable of delivering exceptional results within demanding deadlines.<o:p></o:p></p>
<p class="MsoNormal">Rapid production capabilities allow organizations to respond quickly to market trends, seasonal promotions, and emerging opportunities. This flexibility helps companies stay ahead of competitors while maintaining consistent brand exposure.<o:p></o:p></p>
<p class="MsoNormal">When speed and quality matter equally, working with experienced print professionals becomes a significant advantage.<o:p></o:p></p>
<p class="MsoNormal"><b>Maximize Returns Through Strategic Distribution<o:p></o:p></b></p>
<p class="MsoNormal">Even the most attractive leaflet needs an effective distribution strategy to achieve maximum impact. Successful campaigns focus on reaching the right audience at the right time.<o:p></o:p></p>
<p class="MsoNormal">Targeted distribution increases engagement while reducing wasted marketing spend. Whether delivered door-to-door, included in direct mail campaigns, or handed out at events, professionally printed leaflets provide unmatched versatility.<o:p></o:p></p>
<p class="MsoNormal">Businesses that carefully evaluate <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">leaflet printing cost</span></strong> alongside distribution planning often achieve remarkable results, generating leads and sales far beyond initial expectations.<o:p></o:p></p>
<p class="MsoNormal"><b>Cost-Effective Marketing That Keeps Delivering<o:p></o:p></b></p>
<p class="MsoNormal">Marketing budgets are always under pressure. Every investment must demonstrate measurable value. Printed leaflets continue to outperform expectations because they combine affordability with tangible customer engagement.<o:p></o:p></p>
<p class="MsoNormal">Organizations looking to <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">print flyers cheap</span></strong> frequently discover that quality printing does not have to come with a premium price tag. With the right printing partner, businesses can achieve professional results while maintaining complete control over marketing expenses.<o:p></o:p></p>
<p class="MsoNormal">This balance between affordability and effectiveness makes leaflet marketing one of the smartest promotional investments available today.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Trust Professional Printing Experts<o:p></o:p></b></p>
<p class="MsoNormal">Choosing an experienced print provider eliminates uncertainty and ensures consistent results. From design support to final production, expert guidance helps businesses avoid costly mistakes while maximizing campaign effectiveness.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print has built a reputation for delivering exceptional print solutions that help organizations attract attention, strengthen brand presence, and generate measurable growth. Every project is handled with precision, care, and a commitment to customer satisfaction.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Action Before Your Competitors Do<o:p></o:p></b></p>
<p class="MsoNormal">Market opportunities do not wait. Every day that passes is another day competitors can capture customer attention and increase their market share. Businesses that move quickly gain the advantage of greater visibility, stronger engagement, and improved sales performance.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">name card</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">orchard printing shop</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">print out near me</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
</item>

<item>
<title>Inexpensive Banner Printing: The Fast&#45;Track Solution for Maximum Brand Visibility</title>
<link>https://news.bangboxonline.com/inexpensive-banner-printing-the-fast-track-solution-for-maximum-brand-visibility</link>
<guid>https://news.bangboxonline.com/inexpensive-banner-printing-the-fast-track-solution-for-maximum-brand-visibility</guid>
<description><![CDATA[ Access inexpensive banner printing for businesses, events, and promotions. High quality, durable materials with vibrant colors at budget-friendly rates. Perfect for marketing campaigns, exhibitions, and personal projects needing professional banners. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a364615ca2d5.jpg" length="77407" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 12:49:48 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s highly competitive marketplace, businesses cannot afford to blend into the background. Every day, potential customers are bombarded with countless advertisements, making visibility more important than ever. That’s why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>inexpensive banner printing</b></a></span></strong> has become one of the most powerful marketing tools for businesses looking to attract attention without stretching their budgets. Whether you're promoting a grand opening, a seasonal sale, a trade show appearance, or a special event, professionally printed banners create a bold statement that instantly captures interest and drives engagement.<o:p></o:p></p>
<p class="MsoNormal">Businesses that act quickly gain the advantage. The longer you wait to promote your products and services, the more opportunities your competitors have to connect with your audience. Now is the perfect time to elevate your marketing efforts and make a lasting impression.<o:p></o:p></p>
<p class="MsoNormal"><b>Capture Attention with Larger-Than-Life Marketing<o:p></o:p></b></p>
<p class="MsoNormal">Nothing commands attention quite like a professionally designed banner displayed in a high-traffic location. Large-format promotional materials are specifically created to stop people in their tracks and deliver your message with maximum impact.<o:p></o:p></p>
<p class="MsoNormal">When your business invests in high-quality banner solutions, you gain a versatile advertising tool that works around the clock. Unlike digital advertisements that disappear with a scroll, banners remain visible and continue generating awareness throughout the day. This ongoing exposure helps build brand recognition while reinforcing your marketing message to potential customers.<o:p></o:p></p>
<p class="MsoNormal">With premium materials, vibrant colors, and sharp graphics, your promotion becomes impossible to overlook, helping your business stand out in even the busiest environments.<o:p></o:p></p>
<p class="MsoNormal"><b>Speed Matters in Modern Marketing<o:p></o:p></b></p>
<p class="MsoNormal">Timing can make the difference between a successful campaign and a missed opportunity. Businesses often need promotional materials at short notice to support events, product launches, sales campaigns, and community activities.<o:p></o:p></p>
<p class="MsoNormal">This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">quick flyer printing</span></strong> becomes an essential marketing companion. Flyers provide a fast and effective way to distribute information directly into the hands of potential customers. When combined with banners, they create a powerful marketing strategy that increases reach and strengthens customer engagement.<o:p></o:p></p>
<p class="MsoNormal">Fast turnaround times allow businesses to respond immediately to market opportunities, ensuring that promotional materials are ready exactly when needed. Acting quickly can significantly increase customer interest and campaign effectiveness.<o:p></o:p></p>
<p class="MsoNormal"><b>Affordable Solutions with Exceptional Impact<o:p></o:p></b></p>
<p class="MsoNormal">One of the biggest misconceptions about professional marketing materials is that they require a massive budget. In reality, modern printing solutions deliver outstanding quality at surprisingly affordable rates.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8"><b>Landmark Print</b></a></span></strong> understands that businesses need cost-effective promotional tools that generate measurable results. By offering exceptional print quality without excessive costs, businesses of all sizes can access professional marketing materials that enhance credibility and attract attention.<o:p></o:p></p>
<p class="MsoNormal">Affordable promotional products allow organizations to maximize their advertising budgets while maintaining a polished and professional image. This combination of value and quality creates an opportunity that smart businesses simply cannot ignore.<o:p></o:p></p>
<p class="MsoNormal"><b>Build Stronger Customer Connections<o:p></o:p></b></p>
<p class="MsoNormal">Successful marketing is about more than visibility—it’s about creating memorable experiences. Professionally printed banners help businesses communicate confidence, professionalism, and trustworthiness.<o:p></o:p></p>
<p class="MsoNormal">Customers are naturally drawn to brands that appear established and organized. A visually appealing banner demonstrates commitment to quality and attention to detail, making prospective customers more likely to engage with your business.<o:p></o:p></p>
<p class="MsoNormal">Supporting your display campaign with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>quick flyer printing</b></a></span></strong> provides additional opportunities to share product details, promotional offers, and contact information. Together, these marketing tools create a seamless customer journey from awareness to action.<o:p></o:p></p>
<p class="MsoNormal"><b>Perfect for Every Industry and Event<o:p></o:p></b></p>
<p class="MsoNormal">The versatility of banners makes them suitable for virtually every business sector. Retail stores, restaurants, educational institutions, healthcare providers, real estate agencies, and event organizers all benefit from high-impact visual marketing.<o:p></o:p></p>
<p class="MsoNormal">From trade exhibitions and conferences to community events and product launches, banners help communicate important messages quickly and effectively. Their flexibility allows businesses to use them both indoors and outdoors, extending their promotional reach even further.<o:p></o:p></p>
<p class="MsoNormal">No matter the size of your organization, professional display materials provide a practical and effective way to attract attention and generate interest among target audiences.<o:p></o:p></p>
<p class="MsoNormal"><b>Gain a Competitive Advantage Today<o:p></o:p></b></p>
<p class="MsoNormal">The most successful businesses are those that seize opportunities before competitors do. Every day without effective promotional materials represents a missed chance to attract new customers and increase sales.<o:p></o:p></p>
<p class="MsoNormal">With <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">inexpensive banner printing</span></strong>, companies can launch campaigns rapidly, increase brand awareness, and generate stronger customer engagement without overspending. The ability to market efficiently while controlling costs creates a significant competitive advantage in today's fast-moving business environment.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Landmark Print</span></strong> helps businesses achieve this advantage through reliable service, premium-quality materials, and exceptional attention to detail. When your marketing materials reflect professionalism and quality, customers notice the difference.<o:p></o:p></p>
<p class="MsoNormal"><b>Turn Visibility into Results<o:p></o:p></b></p>
<p class="MsoNormal">Marketing success begins with getting noticed. Whether you're promoting a special event, launching a new product, or building long-term brand recognition, professionally printed banners provide a powerful platform for communication.<o:p></o:p></p>
<p class="MsoNormal">Combining banners with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">quick flyer printing</span></strong> creates a comprehensive promotional strategy that reaches customers through multiple touchpoints. This increased exposure helps strengthen brand recall and encourages action.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">self service printing singapore</a></span><br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">stamp</a></span><br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">roll up banner</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>Flyer Printing in Singapore: The Ultimate Marketing Powerhouse Your Business Needs Now</title>
<link>https://news.bangboxonline.com/flyer-printing-in-singapore-the-ultimate-marketing-powerhouse-your-business-needs-now</link>
<guid>https://news.bangboxonline.com/flyer-printing-in-singapore-the-ultimate-marketing-powerhouse-your-business-needs-now</guid>
<description><![CDATA[ Access flyer printing in Singapore for brochures, business cards, and promotional materials. High quality, durable prints with vibrant colors and fast turnaround. Ideal for businesses, events, and personal projects requiring professional printing. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a364087496f1.jpg" length="65108" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 12:26:08 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's fiercely competitive business environment, visibility is everything. Brands that capture attention first often win customers before competitors even get noticed. That's why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>flyer printing in singapore</b></a></span></strong> continues to be one of the most effective and affordable marketing solutions available. Whether you're launching a new product, promoting a limited-time offer, or announcing a grand opening, professionally printed marketing materials can put your message directly into the hands of potential customers.<o:p></o:p></p>
<p class="MsoNormal">Businesses that act quickly gain the greatest advantage. Every day spent delaying your promotional campaigns is a missed opportunity to generate leads, increase foot traffic, and boost revenue. The market moves fast, and your marketing should move even faster.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Printed Marketing Materials Still Deliver Outstanding Results<o:p></o:p></b></p>
<p class="MsoNormal">Digital advertising is everywhere, yet physical promotional materials continue to produce remarkable engagement. Consumers are exposed to thousands of online ads daily, causing many digital campaigns to be ignored. Printed materials offer a tangible experience that people can hold, read, and remember.<o:p></o:p></p>
<p class="MsoNormal">High-quality promotional prints create a sense of professionalism and credibility that helps businesses stand out. When distributed strategically, they become powerful tools for driving customer action. From retail stores and restaurants to corporate events and product launches, businesses across industries continue to achieve impressive results through well-designed print marketing.<o:p></o:p></p>
<p class="MsoNormal"><b>Create a Strong Brand Presence That Customers Remember<o:p></o:p></b></p>
<p class="MsoNormal">Brand recognition is essential for long-term business success. Every interaction with your audience presents an opportunity to reinforce your company's image and message. Professionally produced marketing materials ensure that your branding remains consistent and memorable.<o:p></o:p></p>
<p class="MsoNormal">With premium printing, vibrant colors, sharp graphics, and durable materials, businesses can make a lasting impression on potential customers. A polished presentation communicates trust, quality, and reliability—qualities that consumers actively seek when choosing products and services.<o:p></o:p></p>
<p class="MsoNormal">This is where <b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> delivers exceptional value by helping businesses transform marketing concepts into eye-catching promotional materials that command attention and inspire action.<o:p></o:p></p>
<p class="MsoNormal"><b>Maximize Exposure at Events and Promotions<o:p></o:p></b></p>
<p class="MsoNormal">Trade shows, exhibitions, roadshows, and corporate events provide valuable opportunities to engage with large audiences. However, attracting attention in crowded venues requires more than simply showing up. Businesses need impactful visual displays that stop visitors in their tracks.<o:p></o:p></p>
<p class="MsoNormal">One of the most effective solutions for event marketing is <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">pull up banners</span></strong>. These portable displays provide maximum visibility while maintaining a professional appearance. Positioned strategically, they help communicate key messages instantly and guide potential customers directly to your booth or promotional area.<o:p></o:p></p>
<p class="MsoNormal">When combined with professionally designed printed handouts, businesses can create a complete marketing package that significantly increases audience engagement and brand recall.<o:p></o:p></p>
<p class="MsoNormal"><b>Drive More Sales with Cost-Effective Marketing<o:p></o:p></b></p>
<p class="MsoNormal">Marketing budgets matter, especially for growing businesses. Companies need promotional strategies that generate measurable returns without excessive spending. Print marketing remains one of the most cost-effective methods for reaching targeted audiences.<o:p></o:p></p>
<p class="MsoNormal">Unlike many digital campaigns that require ongoing investments, professionally printed materials continue working long after distribution. They can be displayed, shared, revisited, and passed between potential customers, extending their marketing impact far beyond the initial investment.<o:p></o:p></p>
<p class="MsoNormal">Businesses seeking maximum value often discover that <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">flyer printing in singapore</span></strong> provides an excellent balance of affordability, reach, and effectiveness, making it an essential component of successful promotional strategies.<b><o:p></o:p></b></p>
<p class="MsoNormal"><b>Impress Customers with Premium Quality Printing<o:p></o:p></b></p>
<p class="MsoNormal">Quality influences perception. Poorly printed marketing materials can damage a brand's reputation, while premium printing enhances credibility and trust. Customers often associate the quality of promotional materials with the quality of the products or services being offered.<o:p></o:p></p>
<p class="MsoNormal">Investing in superior printing ensures sharper visuals, richer colors, cleaner finishes, and a more professional presentation. Every detail contributes to creating a positive impression that encourages customer engagement and purchasing decisions.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print understands the importance of quality and helps businesses achieve outstanding results through professional printing solutions designed to elevate brand image and marketing performance.<o:p></o:p></p>
<p class="MsoNormal"><b>Expand Your Marketing Reach with Strategic Display Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Modern businesses require versatile promotional tools capable of adapting to different environments. Whether promoting products in shopping centers, conference halls, retail locations, or corporate offices, visibility remains the key to success.<o:p></o:p></p>
<p class="MsoNormal">Professional <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>pull up banners</b></a></span></strong> offer flexibility, convenience, and powerful visual impact. Their portability allows businesses to establish a strong presence wherever opportunities arise. Combined with printed promotional materials, they create a unified marketing experience that strengthens brand messaging and improves customer response rates.<o:p></o:p></p>
<p class="MsoNormal">The ability to communicate clearly and attractively across multiple channels gives businesses a significant competitive advantage.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Action Before Opportunities Pass You By<o:p></o:p></b></p>
<p class="MsoNormal">Every day presents new opportunities to attract customers, increase sales, and strengthen brand awareness. Waiting too long to launch a marketing campaign can result in lost visibility and missed revenue potential. Businesses that invest in effective promotional materials today position themselves for greater success tomorrow.<o:p></o:p></p>
<p class="MsoNormal">Whether you are preparing for a major event, launching a new service, or expanding your customer base, <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">flyer printing in singapore</span></strong> remains a proven marketing solution that delivers real results. Pairing printed materials with impactful <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">pull up banners</span></strong> creates a comprehensive promotional strategy capable of capturing attention and driving meaningful engagement.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">stamps</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">self service printing singapore</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">roll-up banner</a><o:p></o:p></span></b></p>
<p class="MsoNormal"><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><o:p> </o:p></span></b></p>
<p class="MsoNormal"><b><o:p> </o:p></b></p>]]> </content:encoded>
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<title>Express Printing: The Fast&#45;Track Solution Your Business Cannot Afford to Miss</title>
<link>https://news.bangboxonline.com/express-printing-the-fast-track-solution-your-business-cannot-afford-to-miss</link>
<guid>https://news.bangboxonline.com/express-printing-the-fast-track-solution-your-business-cannot-afford-to-miss</guid>
<description><![CDATA[ Access express printing services for flyers, posters, business cards, and promotional materials. Quick turnaround, high quality, and vibrant prints make it ideal for businesses, events, and personal projects requiring professional and fast printing solutions. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a363bbc7ac89.jpg" length="109909" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 12:05:39 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's fiercely competitive marketplace, timing can make the difference between winning a customer and losing an opportunity forever. Businesses are constantly racing against deadlines, preparing for important meetings, product launches, exhibitions, and promotional campaigns. When every minute counts, waiting days or weeks for printed materials simply isn't an option. This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>express printing</b></a></span></strong> becomes an absolute game-changer.<o:p></o:p></p>
<p class="MsoNormal">Fast, professional, and reliable print solutions empower businesses to react instantly to market demands. Whether you need promotional materials, corporate stationery, brochures, or event collateral, rapid turnaround services help you stay ahead of competitors and maintain momentum when opportunities arise.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Fast Printing Creates a Competitive Advantage<o:p></o:p></b></p>
<p class="MsoNormal">Imagine discovering a major networking event just days away or securing a last-minute client meeting that could transform your business. Traditional printing timelines may leave you scrambling, but speed-focused services ensure you are fully prepared.<o:p></o:p></p>
<p class="MsoNormal">Quick production means businesses can launch campaigns faster, distribute materials sooner, and respond to unexpected opportunities without compromise. Instead of worrying about delays, companies can focus entirely on growth and customer engagement.<o:p></o:p></p>
<p class="MsoNormal">This level of responsiveness demonstrates professionalism and reliability, qualities that customers and partners value immensely. When your printed materials arrive exactly when you need them, your business gains a powerful operational advantage.<o:p></o:p></p>
<p class="MsoNormal"><b>Professional Quality Without the Wait<o:p></o:p></b></p>
<p class="MsoNormal">Many people mistakenly believe that faster turnaround means sacrificing quality. The reality is quite the opposite when working with experienced providers. Advanced technology, streamlined workflows, and expert production teams ensure that every project meets exceptional standards.<o:p></o:p></p>
<p class="MsoNormal">From vibrant colours and sharp imagery to premium paper finishes, modern print solutions deliver stunning results while maintaining impressive speed. Businesses no longer have to choose between quality and urgency—they can enjoy both simultaneously.<o:p></o:p></p>
<p class="MsoNormal">This combination of excellence and efficiency helps brands leave lasting impressions wherever their materials are distributed.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Your Corporate Identity<o:p></o:p></b></p>
<p class="MsoNormal">A strong brand image is built through consistency. Every printed item contributes to how customers perceive your company. Professionally produced business cards, brochures, envelopes, and a high-quality <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>letterhead</b></a></span></strong> reinforce credibility and trust.<o:p></o:p></p>
<p class="MsoNormal">When prospects receive polished materials that reflect attention to detail, they immediately associate those qualities with your business. Consistent branding communicates professionalism, reliability, and confidence.<o:p></o:p></p>
<p class="MsoNormal">Companies investing in premium print materials often discover that these assets become powerful sales tools, helping them stand out in crowded industries and strengthen customer relationships.<o:p></o:p></p>
<p class="MsoNormal"><b>The Perfect Solution for Urgent Marketing Campaigns<o:p></o:p></b></p>
<p class="MsoNormal">Marketing opportunities rarely wait for convenient timelines. Seasonal promotions, limited-time offers, trade shows, and product launches often require immediate action. Delayed materials can mean missed revenue and reduced campaign effectiveness.<o:p></o:p></p>
<p class="MsoNormal">This is why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">express printing</span></strong> has become an essential resource for ambitious businesses. Fast production enables organizations to seize opportunities the moment they appear. Instead of postponing campaigns or settling for digital-only alternatives, businesses can deploy professionally printed materials exactly when they are needed most.<o:p></o:p></p>
<p class="MsoNormal">Speed not only enhances flexibility but also maximizes the impact of time-sensitive promotions.<o:p></o:p></p>
<p class="MsoNormal"><b>Trusted Expertise That Delivers Results<o:p></o:p></b></p>
<p class="MsoNormal">Choosing the right printing partner can dramatically influence business success. Experience, precision, and commitment to customer satisfaction are all critical factors. This is why so many organizations turn to Landmark Print when deadlines are tight and expectations are high.<o:p></o:p></p>
<p class="MsoNormal">With a focus on efficiency and quality, <b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> helps businesses achieve outstanding results without unnecessary delays. Their commitment to excellence ensures every project is completed with attention to detail, allowing clients to move forward with confidence.<o:p></o:p></p>
<p class="MsoNormal">When reliability matters most, having a trusted provider on your side can make all the difference.<o:p></o:p></p>
<p class="MsoNormal"><b>Strengthen Communication Through Premium Stationery<o:p></o:p></b></p>
<p class="MsoNormal">Corporate stationery remains one of the most effective ways to establish authority and professionalism. A beautifully designed <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">letterhead</span></strong> instantly enhances business correspondence, creating a polished and memorable impression.<o:p></o:p></p>
<p class="MsoNormal">Whether communicating with clients, suppliers, investors, or stakeholders, premium stationery demonstrates a commitment to quality. It reinforces brand identity while elevating everyday interactions into opportunities for stronger business relationships.<o:p></o:p></p>
<p class="MsoNormal">In an increasingly digital world, professionally printed stationery continues to offer a unique and powerful touch that sets businesses apart.<o:p></o:p></p>
<p class="MsoNormal"><b>A Smart Investment for Growing Businesses<o:p></o:p></b></p>
<p class="MsoNormal">Every business investment should contribute to measurable growth. High-quality printed materials support sales efforts, strengthen branding, and improve customer engagement. Fast turnaround services amplify these benefits by ensuring opportunities are never missed due to production delays.<o:p></o:p></p>
<p class="MsoNormal">Businesses that prioritize efficiency often gain significant advantages in customer acquisition and retention. By having marketing and corporate materials available exactly when needed, organizations can maintain momentum and capitalize on emerging opportunities without hesitation.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print understands these challenges and provides solutions designed to help businesses move faster while maintaining exceptional standards.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Action Before Opportunities Pass You By<o:p></o:p></b></p>
<p class="MsoNormal">The business world rewards those who act quickly. Delays can cost valuable customers, reduce marketing effectiveness, and weaken competitive positioning. Investing in <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">express printing</span></strong> ensures your business remains agile, prepared, and ready to seize every opportunity that comes your way.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">name card</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">nearest printing shop</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">pop up banner</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>Wormentel 500: The Ultimate Breakthrough in Trusted Parasite Care from Meds4go</title>
<link>https://news.bangboxonline.com/wormentel-500-the-ultimate-breakthrough-in-trusted-parasite-care-from-meds4go</link>
<guid>https://news.bangboxonline.com/wormentel-500-the-ultimate-breakthrough-in-trusted-parasite-care-from-meds4go</guid>
<description><![CDATA[ Wormentel 500 tablet is indicated for treating various worm infestations. It works by eliminating parasites from the digestive system and should be used under the supervision of a qualified healthcare professional. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a363b0a79c1b.jpg" length="46693" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 12:03:12 +0500</pubDate>
<dc:creator>meds4go</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>In a world where health concerns tied to internal parasites are more common than most people realize, access to reliable, fast, and trustworthy treatment options is not just important—it is urgent. That is exactly where Wormentel 500 from Meds4go steps in, transforming how individuals approach parasitic care with confidence, speed, and reliability.</p>
<p>If you have been searching for dependable solutions like<span> </span><strong><a href="https://meds4go.com/wormentel-500/">Wormentel 500</a></strong><span> </span>or comparing alternatives such as Ivermectin 12 mg (Iverheal), you are already on the right path toward regaining control of your health. The real question is: why wait any longer when effective support is already within reach?</p>
<p>Why Wormentel 500 Is Creating Serious Attention</p>
<p>Wormentel 500 is rapidly gaining recognition as a go-to option in parasite management discussions, especially among individuals looking for accessible and trusted pharmaceutical support. At Meds4go, the focus is on making Wormentel 500 available in a way that is simple, discreet, and dependable.</p>
<p>What makes Wormentel 500 stand out is not just its popularity, but the growing demand for consistent and reliable deworming solutions in today’s fast-paced world. Many individuals are actively seeking trusted options, and Wormentel 500 continues to be one of the most frequently discussed names for those prioritizing internal health maintenance.</p>
<p>Meds4go ensures that access to Wormentel 500 is not complicated or delayed. Instead, it is streamlined for individuals who want quick solutions without unnecessary barriers.</p>
<p>Ivermectin 12 mg (Iverheal): A Powerful Companion in Modern Parasite Care</p>
<p>Alongside Wormentel 500, another widely recognized option in the health space is Ivermectin 12 mg (Iverheal). Known for its strong association with parasite-related treatment protocols, Ivermectin 12 mg (Iverheal) has become a widely searched and discussed product among those seeking additional support in maintaining internal wellness.</p>
<p>When people compare Wormentel 500 and Ivermectin 12 mg (Iverheal), the goal is often not competition but clarity—understanding which solution aligns best with their healthcare needs under professional guidance. Meds4go recognizes this need for clarity and ensures that both Wormentel 500 and Ivermectin 12 mg (Iverheal) are presented with transparency and accessibility.</p>
<p>The growing attention toward Ivermectin 12 mg (Iverheal) reflects a broader global awareness of parasite management, and its inclusion alongside Wormentel 500 creates a powerful combination of options for informed users.</p>
<p>Why Meds4go Is Becoming a Trusted Name</p>
<p>In today’s crowded online pharmaceutical space, trust is everything.<span> </span><strong><a href="https://meds4go.com/wormentel-500/">Meds4go</a></strong><span> </span>has built its reputation around delivering essential medications like Wormentel 500 and Ivermectin 12 mg (Iverheal) with a focus on reliability, privacy, and user convenience.</p>
<p>Here’s what sets Meds4go apart:</p>
<p>Fast and streamlined access to essential medications<br>Secure and discreet ordering process<br>Reliable availability of high-demand products like Wormentel 500<br>Clear product information to support informed decisions<br>Consistent availability of alternatives like Ivermectin 12 mg (Iverheal)</p>
<p>When urgency matters, delays are not an option. Meds4go understands that individuals searching for Wormentel 500 are often doing so with immediate concerns in mind. That is why speed and availability are at the core of the service.</p>
<p>The Rising Demand and Why Timing Matters</p>
<p>There is a growing global shift toward proactive parasite care, and products like Wormentel 500 are increasingly becoming part of that conversation. People are no longer waiting for symptoms to escalate—they are actively seeking solutions earlier and more efficiently.</p>
<p>This urgency is exactly why Meds4go ensures that both Wormentel 500 and<span> </span><strong><a href="https://meds4go.com/ivermectin-12-mg/">Ivermectin 12 mg (Iverheal)</a></strong><span> </span>remain accessible. When demand rises, availability becomes critical, and Meds4go is positioned to meet that demand without compromise.</p>
<p>Delaying access to trusted solutions can often lead to unnecessary stress and prolonged discomfort. Acting promptly, under professional medical advice, ensures that individuals stay ahead of potential health concerns.</p>
<p>Wormentel 500 vs Ivermectin 12 mg (Iverheal): A Smart Choice, Not a Confusing One</p>
<p>Rather than creating confusion, the availability of both Wormentel 500 and Ivermectin 12 mg (Iverheal) empowers users to make more informed decisions. Each option serves a role in the broader context of parasite care, and Meds4go makes it easier to explore those options responsibly.</p>
<p>Whether your focus is Wormentel 500 for its widely recognized role in deworming discussions or Ivermectin 12 mg (Iverheal) for its established presence in parasitic care, the key is informed usage guided by healthcare professionals.</p>
<p>Meds4go does not just provide access—it provides clarity in a space where clarity is often missing.<br><strong>Read More:</strong></p>
<p><strong><a href="https://meds4go.com/iveredge-12-ivermectin-12mg/">Iveredge 12 (Ivermectin 12mg)</a></strong></p>
<p><strong><a href="https://meds4go.com/ivermectin-3mg/">Ivermectin 3mg (Iverheal)</a></strong></p>
<p><strong><a href="https://meds4go.com/covimectin-12-tablets-ivermectin-12mg/">Covimectin 12 mg (Ivermectin 12mg)</a></strong></p>]]> </content:encoded>
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<title>Salzburg Day Trip from Vienna: The Ultimate Austrian Escape with Westor Adventure</title>
<link>https://news.bangboxonline.com/salzburg-day-trip-from-vienna-the-ultimate-austrian-escape-with-westor-adventure</link>
<guid>https://news.bangboxonline.com/salzburg-day-trip-from-vienna-the-ultimate-austrian-escape-with-westor-adventure</guid>
<description><![CDATA[ Discover Salzburg on a day trip from Vienna with private transportation, famous landmarks, beautiful alpine scenery, and flexible travel itineraries. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3638a8480f7.jpg" length="120873" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 11:52:41 +0500</pubDate>
<dc:creator>westoradventure</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Imagine stepping out of Vienna’s elegant streets and into a world of breathtaking alpine scenery, fairy-tale architecture, and unforgettable cultural treasures—all in a single day. A<span> </span><a href="https://westoradventure.com/tours-1/full-day-private-tour-to-sounds-of-music-location-from-vienna/"><strong>Salzburg day trip from Vienna</strong></a><span> </span>is not just another excursion; it is the experience travelers dream about when planning a visit to Austria. With Westor Adventure, this remarkable journey becomes effortless, luxurious, and packed with unforgettable moments.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">If you are searching for the perfect way to maximize your time in Austria, there has never been a better opportunity. Demand for premium tours continues to rise, and travelers are discovering that a carefully planned Salzburg day trip from Vienna offers the ideal balance of adventure, comfort, and discovery. Why settle for ordinary sightseeing when you can experience one of Europe’s most captivating destinations in extraordinary style?</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Discover the Magic of Salzburg in Just One Day</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Salzburg is a city that feels like it has been lifted directly from a storybook. Surrounded by dramatic mountains and filled with centuries of history, it is a destination that instantly captivates visitors. From its stunning baroque architecture to its charming old-town streets, every corner reveals a new wonder waiting to be explored.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A Salzburg day trip from Vienna allows you to experience the very best of this iconic city without the stress of planning transportation, routes, or schedules. Instead of spending hours researching logistics, you can focus entirely on enjoying the journey while Westor Adventure takes care of every detail.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you are fascinated by Austrian history, inspired by classical music, or simply eager to witness some of Europe’s most spectacular scenery, Salzburg delivers an experience that exceeds expectations.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Travelers Choose Westor Adventure</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Not all tours are created equal. Westor Adventure has built a reputation for delivering exceptional travel experiences designed around comfort, convenience, and unforgettable memories.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When booking a Salzburg day trip from Vienna with Westor Adventure, travelers gain access to a seamless travel experience from start to finish. Every aspect of the tour is carefully crafted to ensure guests enjoy maximum value and minimum hassle.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Key benefits include:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Comfortable and premium transportation</span></li>
<li><span style="font-size: 14pt;">Expert local insights and guidance</span></li>
<li><span style="font-size: 14pt;">Flexible itineraries tailored to your interests</span></li>
<li><span style="font-size: 14pt;">Stress-free planning and logistics</span></li>
<li><span style="font-size: 14pt;">Exclusive opportunities to explore hidden gems</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Rather than rushing through attractions, Westor Adventure focuses on creating meaningful experiences that leave lasting impressions.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Experience the Luxury of a Vienna to Salzburg Private Tour</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For travelers seeking the highest level of comfort and personalization, a Vienna to Salzburg private tour offers an unparalleled experience. This premium option allows you to explore Austria on your own terms while enjoying personalized service throughout the journey.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A Vienna to Salzburg private tour provides the freedom to travel at your preferred pace. Want extra time exploring Salzburg’s historic center? Interested in stopping for scenic photographs along the route? Prefer a more intimate and relaxed experience? A private tour makes it all possible.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Unlike crowded group excursions, a<span> </span><a href="https://westoradventure.com/tours-1/full-day-private-tour-to-eagle-nest-and-salzburg-from-vienna/"><strong>Vienna to Salzburg private tour</strong></a><span> </span>offers exclusive attention, greater flexibility, and a truly customized travel experience. It is the perfect choice for families, couples, business travelers, and anyone seeking a more refined way to discover Austria.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Spectacular Sights Await Around Every Corner</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the most exciting aspects of a Salzburg day trip from Vienna is the incredible variety of attractions waiting to be explored.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Visitors can admire the stunning historic districts, wander through picturesque streets lined with charming buildings, and experience the atmosphere that has made Salzburg famous around the world. The city's architectural beauty, rich cultural heritage, and breathtaking mountain backdrop create a setting unlike any other.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Along the way, travelers are treated to some of Austria’s most magnificent landscapes. Rolling countryside, crystal-clear lakes, and dramatic alpine views transform the journey itself into a highlight of the experience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is not simply transportation between two cities—it is a scenic adventure filled with unforgettable moments.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Save Time While Maximizing Your Austrian Adventure</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many travelers worry that visiting Salzburg from Vienna requires extensive planning or multiple overnight stays. The reality is far more convenient.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A professionally organized Salzburg day trip from Vienna allows you to experience one of Austria’s most iconic destinations in a single day while returning comfortably to Vienna in the evening. This efficient approach helps travelers maximize every moment of their vacation without sacrificing quality or comfort.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For visitors with limited time, this creates an extraordinary opportunity to see more, experience more, and make every day count.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The popularity of these tours continues to grow rapidly, making early booking increasingly important for securing preferred travel dates.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Create Memories That Last a Lifetime</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Travel experiences come and go, but certain journeys remain unforgettable forever. A Salzburg day trip from Vienna belongs firmly in that category.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">From the excitement of leaving Vienna behind to the breathtaking arrival in Salzburg, every stage of the adventure is filled with discovery and inspiration. The combination of cultural treasures, stunning scenery, and seamless travel arrangements creates a truly remarkable experience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For those seeking an even more exclusive journey, a Vienna to Salzburg private tour elevates the experience to a completely new level. Personalized service, flexibility, and premium comfort ensure every moment feels special.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Book Your Salzburg Adventure Today</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Opportunities to experience Austria at its finest should never be postponed. The demand for high-quality travel experiences continues to increase, and the most desirable tour dates often fill quickly.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"><a href="https://westoradventure.com/"><strong>Westor Adventure</strong></a><span> </span>makes it easier than ever to experience the beauty, culture, and wonder of Salzburg. Whether you choose a classic Salzburg day trip from Vienna or indulge in the luxury of a Vienna to Salzburg private tour, you can expect exceptional service and unforgettable memories from beginning to end.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info visit here:- <span> </span><a href="https://westoradventure.com/tours-1/private-day-tour-of-budapest-from-vienna/"><strong>private Budapest tour from Vienna</strong></a></span></p>]]> </content:encoded>
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<title>Discount Printing Flyers: The Fastest Way to Amplify Your Brand Presence</title>
<link>https://news.bangboxonline.com/discount-printing-flyers-the-fastest-way-to-amplify-your-brand-presence</link>
<guid>https://news.bangboxonline.com/discount-printing-flyers-the-fastest-way-to-amplify-your-brand-presence</guid>
<description><![CDATA[ Get discount printing flyers for businesses, events, and promotions. High quality, vibrant, and durable prints at competitive rates. Fast and reliable printing services ideal for marketing campaigns, personal projects, and professional promotional materials. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3637bb947f2.jpg" length="124902" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 11:48:35 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s competitive business landscape, visibility is everything. Companies are constantly searching for effective ways to capture attention, attract customers, and generate sales without exhausting their budgets. This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>discount printing flyers</b></a></span></strong> becomes a game-changing solution. A professionally designed flyer can put your message directly into the hands of potential customers, creating immediate awareness and driving action faster than many expensive advertising methods.<o:p></o:p></p>
<p class="MsoNormal">Businesses that act quickly gain the advantage. Every day that passes without a strong promotional strategy is another day competitors have the opportunity to capture your audience. The right printed marketing materials can transform ordinary campaigns into extraordinary success stories.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Flyers Continue to Deliver Outstanding Results<o:p></o:p></b></p>
<p class="MsoNormal">Despite the rise of digital marketing, printed flyers remain one of the most trusted and effective promotional tools available. They provide a tangible connection between your business and potential customers. Unlike online advertisements that can disappear with a single click, flyers stay visible, offering repeated exposure to your message.<o:p></o:p></p>
<p class="MsoNormal">Whether launching a new product, announcing a special event, or promoting a limited-time offer, flyers create instant engagement. Their affordability and versatility make them ideal for businesses of all sizes looking to maximize return on investment.<o:p></o:p></p>
<p class="MsoNormal"><b>Reach More Customers Without Breaking Your Budget<o:p></o:p></b></p>
<p class="MsoNormal">Marketing costs can quickly spiral out of control, especially for growing businesses. Choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">discount printing flyers</span></strong> allows companies to achieve wide-reaching promotional campaigns while maintaining financial efficiency. Instead of allocating large budgets to expensive advertising channels, businesses can distribute high-quality flyers to thousands of prospects at a fraction of the cost.<o:p></o:p></p>
<p class="MsoNormal">This cost-effective approach helps brands increase visibility, strengthen customer awareness, and boost conversion rates while keeping marketing expenditures under control. Smart businesses recognize that affordable solutions often generate the greatest returns.<o:p></o:p></p>
<p class="MsoNormal"><b>Create a Professional Image That Inspires Confidence<o:p></o:p></b></p>
<p class="MsoNormal">First impressions matter. High-quality printed materials instantly communicate professionalism, reliability, and credibility. Customers are more likely to engage with businesses that present themselves professionally through attractive and well-crafted marketing materials.<o:p></o:p></p>
<p class="MsoNormal">This is where Landmark Print delivers exceptional value. By combining premium printing quality with affordable pricing, <b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> helps businesses stand out in crowded markets. Every flyer becomes a powerful representation of your brand, helping build trust and encourage customer action.<o:p></o:p></p>
<p class="MsoNormal"><b>Expand Your Branding Beyond Flyers<o:p></o:p></b></p>
<p class="MsoNormal">Successful branding involves more than just distributing promotional materials. Businesses that create consistent brand experiences often enjoy stronger customer loyalty and recognition. Alongside flyers, many organizations are also investing in <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">personalized stamps singapore</span></strong> solutions to reinforce their professional identity.<o:p></o:p></p>
<p class="MsoNormal">Custom stamps streamline daily operations while maintaining a polished and consistent appearance across documents, packaging, and correspondence. This small addition can significantly enhance brand perception and operational efficiency.<o:p></o:p></p>
<p class="MsoNormal"><b>The Power of Urgency in Promotional Campaigns<o:p></o:p></b></p>
<p class="MsoNormal">One of the greatest strengths of flyer marketing is its ability to create urgency. Limited-time offers, exclusive promotions, and seasonal discounts become far more compelling when presented through professionally printed materials. Customers are naturally drawn to opportunities that appear time-sensitive and valuable.<o:p></o:p></p>
<p class="MsoNormal">Using <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">discount printing flyers</span></strong> strategically allows businesses to communicate urgency in a highly effective manner. Whether promoting a grand opening, flash sale, or special event, flyers can inspire immediate action and generate measurable results within a short timeframe.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Everyday Business Operations<o:p></o:p></b></p>
<p class="MsoNormal">Brand consistency plays a vital role in long-term success. Many organizations complement their marketing campaigns with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>personalized stamps singapore</b></a></span></strong> products that simplify administrative processes while reinforcing their brand image. From invoices and packaging to official documents, custom stamps provide a professional touch that customers notice and appreciate.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print understands the importance of combining functionality with branding. By offering customized solutions that support daily operations, businesses gain practical tools that contribute to stronger brand recognition.<o:p></o:p></p>
<p class="MsoNormal"><b>Quality Printing That Delivers Maximum Impact<o:p></o:p></b></p>
<p class="MsoNormal">Marketing materials are only effective when they leave a lasting impression. Poor print quality can undermine even the most creative campaign, while premium materials enhance credibility and customer engagement. Businesses need printing solutions that reflect their standards and ambitions.<o:p></o:p></p>
<p class="MsoNormal">With Landmark Print, organizations gain access to reliable printing services designed to produce eye-catching results. Every project is handled with attention to detail, ensuring that marketing materials achieve the impact they deserve.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Action Before Your Competitors Do<o:p></o:p></b></p>
<p class="MsoNormal">The marketplace moves quickly, and opportunities do not wait. Companies that invest in strategic promotional tools position themselves for stronger growth, greater visibility, and increased customer engagement. The combination of compelling marketing materials and professional branding assets creates a powerful foundation for long-term success.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">print flyers price</a></span><br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">print poster</a></span><br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">printed banners</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>Quick and Easy Ways to Get a Brighter Smile</title>
<link>https://news.bangboxonline.com/quick-and-easy-ways-to-get-a-brighter-smile</link>
<guid>https://news.bangboxonline.com/quick-and-easy-ways-to-get-a-brighter-smile</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3633098d855.jpg" length="46757" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 11:28:29 +0500</pubDate>
<dc:creator>Jacson Sanders</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>A bright smile can change the way you feel about yourself. It helps you look confident, friendly, and well-groomed. Many people believe that having whiter teeth takes a lot of time or money, but that is not always true. In reality, there are many simple and quick ways to improve the color of your teeth without stress.</span></p>
<p dir="ltr"><span>Your daily habits, food choices, and oral care routine all affect how bright your smile looks. Stains from coffee, tea, smoking, and poor cleaning can slowly make teeth look dull. The good news is that with small changes and the right care, you can bring back a fresh and healthy smile easily.</span></p>
<h2 dir="ltr"><span>1. Brush Your Teeth the Right Way</span></h2>
<p dir="ltr"><span>Brushing your teeth twice a day is the most important step for a brighter smile. It removes food particles, plaque, and surface stains that make teeth look yellow. Always use a soft toothbrush and fluoride toothpaste to protect your enamel.</span></p>
<p dir="ltr"><span>Make sure you brush for at least two minutes each time. Do not rush, and clean all sides of your teeth gently. Brushing too hard can damage enamel, so gentle and steady brushing works best.</span></p>
<h2 dir="ltr"><span>2. Do Not Skip Flossing</span></h2>
<p dir="ltr"><span>Flossing is often ignored, but it plays a big role in keeping teeth clean and white. Food and plaque trapped between teeth can cause discoloration and bad breath if left untreated.</span></p>
<p dir="ltr"><span>Floss once a day to remove hidden dirt and bacteria. Clean spaces between teeth help your smile look brighter and healthier. When flossing becomes a habit, you will notice cleaner teeth and fresher breath.</span></p>
<h2 dir="ltr"><span>3. Use Whitening Toothpaste Regularly</span></h2>
<p dir="ltr"><span>Whitening toothpaste is a simple way to slowly improve tooth color. These toothpastes are made to remove surface stains caused by food and drinks. They are safe for daily use when chosen correctly.</span></p>
<p dir="ltr"><span>Do not expect instant results, but with regular use, whitening toothpaste can help maintain a brighter smile. Choose a trusted brand and avoid products that promise extreme whitening in a short time.</span></p>
<h2 dir="ltr"><span>4. Be Careful With Staining Foods and Drinks</span></h2>
<p dir="ltr"><span>Some foods and drinks are known to stain teeth. Coffee, tea, red wine, soft drinks, and dark sauces can slowly darken your teeth. Sugary foods can also cause plaque buildup, which leads to discoloration.</span></p>
<p dir="ltr"><span>You do not need to stop enjoying these items completely. Instead, drink water after consuming them or rinse your mouth. Using a straw for dark drinks can also reduce direct contact with your teeth.</span></p>
<h2 dir="ltr"><span>5. Drink More Water Every Day</span></h2>
<p dir="ltr"><span>Water is one of the easiest ways to protect your smile. It helps wash away food particles and reduces the risk of stains. Drinking water also keeps your mouth moist, which supports natural saliva flow.</span></p>
<p dir="ltr"><span>Saliva helps protect teeth from bacteria and acids. Sipping water throughout the day is a simple habit that keeps your teeth clean and fresh.</span></p>
<h2 dir="ltr"><span>6. Avoid Smoking and Tobacco Products</span></h2>
<p dir="ltr"><span>Smoking is a major reason for yellow or brown teeth. Nicotine and tar stick to tooth enamel and create deep stains over time. Tobacco also increases the risk of gum disease and bad breath.</span></p>
<p dir="ltr"><span>Quitting smoking can greatly improve your smile and overall health. Many people notice whiter teeth and healthier gums within a short time after stopping tobacco use.</span></p>
<h2 dir="ltr"><span>7. Try At-Home Whitening Products</span></h2>
<p dir="ltr"><span>At-home whitening products are popular because they are easy to use. These include whitening strips, gels, and trays. They help break down surface stains and lighten teeth over time.</span></p>
<p dir="ltr"><span>Results depend on how often and how correctly the product is used. While these products may take longer than professional treatments, they can still give visible improvement when used regularly.</span></p>
<h2 dir="ltr"><span>8. Use Natural Methods With Care</span></h2>
<p dir="ltr"><span>Some people try natural options like baking soda or coconut oil. Baking soda can help remove surface stains, while oil pulling may reduce bacteria in the mouth.</span></p>
<p dir="ltr"><span>These methods should be used carefully and not too often. Overuse can harm tooth enamel and cause sensitivity. Always use gentle methods and stop if you feel discomfort.</span></p>
<h2 dir="ltr"><span>9. Get Regular Dental Cleanings</span></h2>
<p dir="ltr"><span>Professional dental cleanings are one of the quickest ways to refresh your smile. Dentists remove plaque and tartar that brushing cannot reach. This makes teeth look cleaner and brighter instantly.</span></p>
<p dir="ltr"><span>Regular cleanings also help prevent cavities and gum problems. Most people benefit from visiting the dentist every six months.</span></p>
<h2 dir="ltr"><span>10. Think About Professional Teeth Whitening</span></h2>
<p dir="ltr"><span>For faster and stronger results, professional teeth whitening is a good option. These treatments use advanced methods and stronger whitening agents under expert care.</span></p>
<p dir="ltr"><span>Many people looking for </span><a href="https://www.whiteandbright.com.au/teeth-whitening-ascot"><span>Affordable Teeth Whitening Ascot</span><span> </span></a><span>choose professional services because they are safe, effective, and long-lasting. A dentist can also adjust the treatment based on your tooth sensitivity and needs.</span></p>
<h2 dir="ltr"><span>11. Protect Your Teeth After Whitening</span></h2>
<p dir="ltr"><span>After whitening, teeth can be more sensitive and easier to stain. Avoid dark foods and drinks for at least one to two days after treatment. This helps keep the results longer.</span></p>
<p dir="ltr"><span>Use a gentle toothpaste and continue good oral hygiene. Simple care after whitening can make a big difference in how long your smile stays bright.</span></p>
<h2 dir="ltr"><span>12. Stay Consistent With Your Oral Care</span></h2>
<p dir="ltr"><span>Consistency is very important for a bright smile. Brushing, flossing, and healthy habits must be followed daily. One-time treatments help, but daily care keeps results lasting.</span></p>
<p dir="ltr"><span>Small daily actions give the best long-term results. A steady routine keeps your teeth clean, strong, and naturally white.</span></p>
<h2 dir="ltr"><span>13. Get Advice From a Dental Expert When Needed</span></h2>
<p dir="ltr"><span>If your teeth stay discolored despite good care, the cause may be deeper stains or dental issues. A dental professional can check your teeth and suggest the right solution.</span></p>
<p dir="ltr"><span>Many people exploring Affordable Teeth Whitening Ascot options benefit from expert advice to choose safe and effective treatments that suit their smile.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>A brighter smile is easier to achieve than many people think. Simple habits like brushing properly, drinking water, and watching what you eat can make a big difference. At-home products and natural methods can help when used correctly.</span></p>
<p dir="ltr"><span>For quicker and longer-lasting results, professional care and regular dental visits are excellent choices. By following these easy steps, you can enjoy a healthier, brighter smile and feel confident every day.</span></p>]]> </content:encoded>
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<title>Cloth Banner Printing Singapore: Transform Every Promotion Into a Show&#45;Stopping Success</title>
<link>https://news.bangboxonline.com/cloth-banner-printing-singapore-transform-every-promotion-into-a-show-stopping-success</link>
<guid>https://news.bangboxonline.com/cloth-banner-printing-singapore-transform-every-promotion-into-a-show-stopping-success</guid>
<description><![CDATA[ Get high quality cloth banner printing Singapore for exhibitions, events, and marketing campaigns. Durable fabrics, vibrant colors, and custom sizes make your banners eye-catching. Fast and professional services to showcase your brand effectively. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a36309a9b0e6.jpg" length="124902" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 11:18:12 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>In today’s fast-moving marketplace, visibility is everything. Businesses that fail to stand out often miss valuable opportunities, while brands that create a strong visual impact attract customers instantly. That is why<span> </span><strong><a href="https://share.google/VDOmLKdAP4Hmn7Yee">cloth banner printing singapore</a></strong><span> </span>has become one of the most powerful marketing tools for businesses seeking maximum exposure. Whether you are promoting a product launch, corporate event, retail sale, exhibition, or grand opening, high-quality banners can help your message dominate the space and leave a lasting impression.</p>
<p>With premium banner solutions, companies can showcase their branding with remarkable clarity, vibrant colors, and professional presentation. Every day without a compelling display is another day your competitors have the opportunity to capture your audience’s attention.</p>
<p><strong>Elevate Your Brand Presence With Premium Visual Marketing</strong></p>
<p>Modern consumers are surrounded by advertisements everywhere they go. To break through the noise, businesses need promotional materials that command attention instantly. Professionally produced banners offer an elegant and impactful way to communicate your message while strengthening brand recognition.</p>
<p>High-quality fabric materials provide a sophisticated appearance that traditional signage often struggles to match. The smooth texture, vivid printing quality, and premium finish create a polished image that reflects positively on your business. This professional presentation can significantly influence customer perception and build trust from the very first glance.</p>
<p>When your marketing materials look exceptional, your business naturally appears more credible, established, and reliable.</p>
<p><strong>Create Stunning Displays for Every Occasion</strong></p>
<p>One of the greatest advantages of banner marketing is its versatility. Businesses across countless industries use banners for a wide range of applications. From trade shows and conferences to retail promotions and corporate events, banners deliver consistent results in virtually any environment.</p>
<p>Indoor exhibitions benefit from elegant displays that enhance booth visibility, while outdoor campaigns gain increased attention through large-format promotional graphics. Educational institutions, shopping centers, event organizers, hospitality venues, and corporate offices all leverage banner solutions to communicate messages effectively.</p>
<p>The flexibility of these displays allows businesses to adapt their marketing efforts quickly without sacrificing visual quality or professionalism.</p>
<p><strong>Experience the Power of Fabric-Based Advertising</strong></p>
<p>More businesses are choosing<span> </span><strong><a href="https://share.google/VDOmLKdAP4Hmn7Yee">fabric banner printing singapore</a></strong><span> </span>because it offers a premium look that enhances overall brand presentation. Fabric banners provide a softer, more refined appearance compared to conventional materials while maintaining excellent durability and image quality.</p>
<p>The ability to reproduce vibrant graphics, sharp text, and detailed branding elements makes fabric an outstanding choice for businesses seeking superior results. These banners are lightweight, easy to transport, simple to install, and highly effective in creating an upscale visual environment.</p>
<p>As customer expectations continue to rise, investing in premium promotional materials can help your business maintain a competitive edge and project a more professional image.</p>
<p><strong>Maximize Marketing Value Without Overspending</strong></p>
<p>Effective advertising does not always require enormous budgets. Banner marketing remains one of the most cost-efficient promotional solutions available today. A single professionally produced banner can generate repeated exposure over an extended period, making it an excellent long-term investment.</p>
<p>Unlike digital campaigns that require ongoing spending, banners continue promoting your business day after day. Their reusable nature allows organizations to achieve exceptional value while maintaining a strong marketing presence across multiple events and campaigns.</p>
<p>This combination of affordability and effectiveness makes banners a strategic choice for businesses seeking measurable marketing impact.</p>
<p><strong>Deliver Memorable Customer Experiences</strong></p>
<p>Customers are naturally drawn to visually appealing environments. High-quality banners contribute to a more engaging and professional atmosphere that encourages interaction and strengthens customer engagement.</p>
<p>Whether placed in a retail store, exhibition hall, event venue, or corporate setting, banners help create a cohesive visual experience that reinforces your brand message. Clear communication combined with striking design can increase customer interest, boost foot traffic, and improve overall campaign performance.</p>
<p>The stronger the visual impression, the more likely customers are to remember your business long after the event or promotion has ended.</p>
<p><strong>Partner With Experts Who Understand Quality</strong></p>
<p>Choosing the right printing partner can make a significant difference in the success of your promotional campaign. Landmark Print delivers exceptional attention to detail, ensuring every project meets the highest standards of quality and professionalism.</p>
<p>From color accuracy and material selection to finishing and production excellence, every aspect of the process contributes to creating banners that exceed expectations. Businesses rely on<span> </span><strong><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></strong><span> </span>because consistent quality translates directly into stronger brand representation and improved marketing results.</p>
<p>When every detail matters, working with experienced professionals helps ensure your promotional materials achieve maximum effectiveness.</p>
<p><strong>Stay Ahead in a Competitive Marketplace</strong></p>
<p>As competition intensifies across industries, businesses must continuously find new ways to attract attention and differentiate themselves. Investing in<span> </span><strong>cloth banner printing singapore</strong><span> </span>provides a powerful opportunity to strengthen visibility, increase engagement, and reinforce brand identity.</p>
<p>At the same time,<span> </span><strong>fabric banner printing singapore</strong><span> </span>continues to gain popularity among organizations seeking premium-quality promotional displays that deliver both elegance and performance. The ability to combine visual impact with professional presentation makes fabric banners an increasingly valuable marketing asset.</p>
<p>Forward-thinking companies recognize that exceptional branding is no longer optional—it is essential for growth and success.</p>
<p><strong>Take Action Before the Opportunity Passes</strong></p>
<p>Every day presents new opportunities to connect with potential customers, build brand awareness, and drive business growth. Waiting too long to upgrade your promotional materials could mean missing valuable exposure and losing attention to competitors.</p>
<p>Landmark Print helps businesses create extraordinary visual displays that capture attention, inspire confidence, and generate results. Whether you are preparing for a major event, launching a new product, or enhancing your brand visibility, professionally produced banners can become one of your most effective marketing investments.</p>
<p><strong>Read More:<br></strong><strong><a href="https://share.google/VDOmLKdAP4Hmn7Yee">print store near me</a><br></strong><strong><a href="https://share.google/VDOmLKdAP4Hmn7Yee">printing services singapore near me</a><br></strong><strong><a href="https://share.google/VDOmLKdAP4Hmn7Yee">pull up banners singapore</a></strong></p>]]> </content:encoded>
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<title>Step&#45;by&#45;Step Exterior Car Detailing Tips for a Shiny Car</title>
<link>https://news.bangboxonline.com/step-by-step-exterior-car-detailing-tips-for-a-shiny-car</link>
<guid>https://news.bangboxonline.com/step-by-step-exterior-car-detailing-tips-for-a-shiny-car</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a36303a10e90.jpg" length="71177" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 11:16:33 +0500</pubDate>
<dc:creator>Jacson Sanders</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Keeping a car clean is more than just a matter of looks. A well-maintained exterior not only makes your vehicle more attractive but also protects it from damage caused by dirt, debris, and harsh weather. Exterior car detailing goes beyond a simple wash. It involves carefully cleaning, restoring, and protecting your car’s paint, trim, wheels, and glass to keep it in the best possible condition.</span></p>
<p dir="ltr"><span>A shiny car can give a sense of pride and enjoyment every time you drive. It also helps preserve the value of your vehicle over time, as a well-cared-for exterior shows that the car has been maintained properly. Following the right steps for detailing ensures your car looks its best while also protecting it from the elements. For residents interested in professional guidance, services such as Car Detailing Conway NH offer tips and support for achieving a long-lasting, polished finish.</span></p>
<h2 dir="ltr"><span>Why Exterior Car Detailing Matters</span></h2>
<p dir="ltr"><span>Exterior detailing is not just about aesthetics. It helps remove dirt and contaminants that can damage the paint and other surfaces. Dirt, road salt, bird droppings, and tree sap can all cause scratches or corrosion if left on the car for too long. By detailing the exterior, you are protecting your vehicle from long-term wear and tear while making it shine like new.</span></p>
<p dir="ltr"><span>Proper detailing also makes routine cleaning easier. When the paint and trim are protected with wax or sealant, dirt does not stick as easily, and washing becomes less labor-intensive. Detailing can also reveal minor paint imperfections early, which allows for quick fixes before they become bigger problems.</span></p>
<h2 dir="ltr"><span>Preparing Your Car for Detailing</span></h2>
<p dir="ltr"><span>Before starting the detailing process, preparation is essential. Make sure you have all the supplies you need, including car wash soap, microfiber towels, clay bars, polish, wax or sealant, wheel cleaner, and tire dressing. Working in a shaded area helps prevent water spots from forming during washing and drying.</span></p>
<p dir="ltr"><span>Clear your workspace of dirt and debris to prevent scratches while working. Proper preparation makes the detailing process smoother and ensures you don’t miss any areas. This step also sets the stage for professional-level results even if you are doing the work yourself.</span></p>
<h2 dir="ltr"><span>Washing Your Vehicle</span></h2>
<p dir="ltr"><span>The first hands-on step in detailing is a thorough wash. Begin by rinsing the car to remove loose dirt and debris. This initial rinse prevents scratches when you use soap and a wash mitt on the surface. Use a high-quality car shampoo rather than household detergents, which can strip protective wax and damage the paint.</span></p>
<p dir="ltr"><span>The two-bucket method—one bucket for soapy water and one for rinsing your mitt—is an effective way to prevent dirt from returning to the car. Wash the car from the top down, section by section, and rinse thoroughly after washing. Dry the car with microfiber towels to avoid water spots. This clean surface prepares your car for deeper cleaning steps like clay bar treatment and polishing.</span></p>
<h2 dir="ltr"><span>Clay Bar Treatment</span></h2>
<p dir="ltr"><span>Even after washing, your car’s paint can still have embedded contaminants like tree sap, road tar, and industrial fallout. Using a clay bar helps remove these stubborn particles. Apply a lubricant to the area and gently rub the clay bar across the surface in small sections.</span></p>
<p dir="ltr"><span>This step smooths the paint and prepares it for polishing and waxing. After claying, the paint should feel silky to the touch. Regular clay bar treatment can make a noticeable difference in the shine of your car’s finish and helps prolong the life of protective wax layers.</span></p>
<h2 dir="ltr"><span>Polishing Your Car</span></h2>
<p dir="ltr"><span>Polishing is the step that removes minor scratches, swirl marks, and oxidation from the paint. Using a polish and a soft applicator pad or a dual-action polisher, apply it in small, circular motions over the paint. This helps restore depth and shine to your car’s surface.</span></p>
<p dir="ltr"><span>Polishing enhances the car’s color and smooths out imperfections, giving your vehicle a freshly finished look. It also prepares the paint for waxing, which will lock in the shine and provide protection.</span></p>
<h2 dir="ltr"><span>Applying Wax or Sealant</span></h2>
<p dir="ltr"><span>After polishing, applying a protective layer of wax or sealant is essential. Wax adds a warm shine, while synthetic sealants last longer and provide extra protection from UV rays, road grime, and moisture.</span></p>
<p dir="ltr"><span>Use a foam applicator pad to apply the wax or sealant evenly in thin layers. Allow it to dry as instructed on the product label, then buff it with a clean microfiber towel. This step protects your paint and keeps your car looking glossy and polished for weeks.</span></p>
<h2 dir="ltr"><span>Cleaning Wheels and Tires</span></h2>
<p dir="ltr"><span>Wheels and tires are often the dirtiest parts of a car. Brake dust, road grime, and salt can make them look dull. Use a wheel cleaner and a brush to scrub rims, spokes, and lug nuts thoroughly.</span></p>
<p dir="ltr"><span>Tires benefit from a tire cleaner followed by a tire dressing to restore a deep black look. Be careful to avoid spraying tire dressing onto painted surfaces, as it can leave streaks. Shiny, clean wheels and tires complete the polished appearance of your car.</span></p>
<h2 dir="ltr"><span>Cleaning Glass and Mirrors</span></h2>
<p dir="ltr"><span>Clean glass is important for both safety and appearance. Use a glass cleaner made for automotive use, and wipe in a circular motion followed by vertical strokes. Don’t forget to clean side mirrors and the rearview mirror, as these areas collect fingerprints and dirt.</span></p>
<p dir="ltr"><span>Sparkling glass enhances the overall look of your vehicle and ensures better visibility while driving.</span></p>
<h2 dir="ltr"><span>Protecting Plastic and Trim</span></h2>
<p dir="ltr"><span>Exterior plastic and rubber trim can fade over time due to sun and weather exposure. Using a trim restorer or protectant can bring back the original color and shine. Apply with a soft cloth or applicator and wipe evenly to avoid streaks.</span></p>
<p dir="ltr"><span>Protecting trim not only improves appearance but also helps maintain the value of your car. Faded trim can make an otherwise clean car look older than it is.</span></p>
<h2 dir="ltr"><span>Maintaining Your Shine</span></h2>
<p dir="ltr"><span>Once your car is detailed, maintaining it is easier if you follow a regular care routine. Frequent washing and occasional use of a quick detail spray will help preserve the shine. Waxing periodically will protect the paint and make future washes simpler.</span></p>
<p dir="ltr"><span>Regular maintenance keeps your car looking polished and prevents buildup that can harm the paint over time. Following these steps allows your vehicle to stay in excellent condition year-round.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>Exterior car detailing is a process that combines cleaning, restoring, and protecting your vehicle to make it look its best. From washing and claying to polishing and waxing, every step contributes to a long-lasting shine. Detailing also protects your car from damage caused by environmental factors, helping maintain its value and appearance.</span></p>
<p dir="ltr"><span>For those looking for guidance or professional support, local experts in </span><a href="https://www.everylastdetailnh.com/"><span>Car Detailing Conway NH</span></a><span> can provide tips, advice, and services that ensure a high-quality finish. With proper care and attention, your car can stay shiny and well-protected, making every drive a source of pride.</span></p>]]> </content:encoded>
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<title>Menelusuri Berbagai Inovasi Nagaspin99</title>
<link>https://news.bangboxonline.com/menelusuri-berbagai-inovasi-nagaspin99</link>
<guid>https://news.bangboxonline.com/menelusuri-berbagai-inovasi-nagaspin99</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="71177" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 11:02:35 +0500</pubDate>
<dc:creator>Ateeb Khatri</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-start="252" data-end="591">Nagaspin99 hadir sebagai salah satu platform hiburan digital yang semakin dikenal oleh banyak pengguna yang mencari pengalaman online yang nyaman dan praktis. Di era teknologi yang berkembang pesat, masyarakat menginginkan sebuah platform yang mampu memberikan akses cepat, tampilan sederhana, dan berbagai fitur menarik dalam satu tempat.</p>
<p data-start="593" data-end="842">Platform ini dirancang untuk memenuhi kebutuhan pengguna modern yang mengutamakan kemudahan akses. Dengan antarmuka yang ramah pengguna, <a href="https://1st-street.com/cara-akses-akun-nagaspin99/">slot gacor</a> memberikan pengalaman yang efisien baik untuk pengguna baru maupun pengguna yang sudah berpengalaman.</p>
<p data-start="844" data-end="1034">Selain itu, perkembangan teknologi digital membuat platform seperti Nagaspin99 terus berinovasi agar dapat memberikan layanan yang lebih baik dan mengikuti tren kebutuhan pengguna masa kini.</p>
<h2 data-section-id="19p9yy8" data-start="1036" data-end="1092">Keunggulan Nagaspin99 yang Menarik Perhatian Pengguna</h2>
<p data-start="1094" data-end="1326">Salah satu faktor yang membuat Nagaspin99 semakin populer adalah kemampuannya menghadirkan pengalaman yang sederhana namun efektif. Pengguna tidak perlu melalui proses yang rumit untuk mulai menikmati berbagai layanan yang tersedia.</p>
<p data-start="1328" data-end="1605">Kecepatan akses menjadi salah satu keunggulan utama. Platform ini dirancang agar dapat berjalan dengan baik di berbagai perangkat, mulai dari smartphone, tablet, hingga komputer desktop. Fleksibilitas tersebut memberikan kenyamanan bagi pengguna yang memiliki mobilitas tinggi.</p>
<p data-start="1607" data-end="1797">Selain itu, sistem navigasi yang terstruktur membantu pengguna menemukan berbagai fitur dengan lebih mudah. Desain yang modern juga menciptakan pengalaman penggunaan yang lebih menyenangkan.</p>
<h2 data-section-id="byi9bu" data-start="1799" data-end="1840">Tampilan Antarmuka yang Ramah Pengguna</h2>
<p data-start="1842" data-end="2040">Nagaspin99 mengutamakan kenyamanan melalui tampilan yang bersih dan mudah dipahami. Setiap menu ditempatkan secara terorganisir sehingga pengguna tidak mengalami kesulitan saat menjelajahi platform.</p>
<p data-start="2042" data-end="2247">Desain responsif menjadi salah satu elemen penting yang membuat platform ini dapat digunakan di berbagai ukuran layar. Pengguna dapat menikmati pengalaman yang konsisten tanpa mengurangi kualitas tampilan.</p>
<p data-start="2249" data-end="2368">Antarmuka yang sederhana juga membantu pengguna baru beradaptasi dengan cepat tanpa memerlukan waktu belajar yang lama.</p>
<h2 data-section-id="1go5svj" data-start="2370" data-end="2412">Pentingnya Keamanan Data di Era Digital</h2>
<p data-start="2414" data-end="2597">Dalam dunia digital, keamanan merupakan aspek yang sangat penting. Nagaspin99 memahami bahwa perlindungan data pengguna menjadi prioritas utama dalam menciptakan rasa aman dan nyaman.</p>
<p data-start="2599" data-end="2834">Pengguna juga memiliki peran penting dalam menjaga keamanan akun mereka. Menggunakan kata sandi yang kuat, menghindari membagikan informasi pribadi, dan selalu memperbarui data keamanan merupakan langkah sederhana yang dapat dilakukan.</p>
<p data-start="2836" data-end="2992">Kesadaran terhadap keamanan digital akan membantu menciptakan pengalaman online yang lebih positif dan terhindar dari berbagai risiko yang tidak diinginkan.</p>
<h2 data-section-id="10if3zt" data-start="2994" data-end="3050">Pengalaman Akses yang Fleksibel di Berbagai Perangkat</h2>
<p data-start="3052" data-end="3239">Masyarakat modern membutuhkan platform yang dapat diakses kapan saja dan di mana saja. Nagaspin99 memberikan fleksibilitas tersebut dengan dukungan kompatibilitas pada berbagai perangkat.</p>
<p data-start="3241" data-end="3399">Baik saat berada di rumah, kantor, maupun dalam perjalanan, pengguna tetap dapat mengakses platform dengan mudah selama memiliki koneksi internet yang stabil.</p>
<p data-start="3401" data-end="3555">Kemampuan beradaptasi dengan teknologi mobile menjadi salah satu alasan mengapa platform digital seperti Nagaspin99 terus diminati oleh berbagai kalangan.</p>
<h2 data-section-id="rqtym2" data-start="3557" data-end="3611">Peran Teknologi dalam Perkembangan Platform Digital</h2>
<p data-start="3613" data-end="3810">Teknologi terus berkembang dan membawa perubahan besar pada cara masyarakat menikmati layanan online. Nagaspin99 memanfaatkan perkembangan tersebut untuk menghadirkan pengalaman yang lebih efisien.</p>
<p data-start="3812" data-end="4056">Integrasi teknologi modern membantu meningkatkan kecepatan sistem, stabilitas platform, dan kenyamanan pengguna. Inovasi yang berkelanjutan juga menjadi faktor penting agar platform tetap relevan di tengah persaingan digital yang semakin ketat.</p>
<p data-start="4058" data-end="4168">Dengan memanfaatkan teknologi secara optimal, platform digital dapat memberikan nilai tambah bagi penggunanya.</p>
<h2 data-section-id="1oudixq" data-start="4170" data-end="4222">Masa Depan Nagaspin99 di Industri Hiburan Digital</h2>
<p data-start="4224" data-end="4451">Perkembangan industri hiburan digital diperkirakan akan terus meningkat dalam beberapa tahun mendatang. Nagaspin99 memiliki peluang besar untuk terus berkembang dengan menghadirkan inovasi yang sesuai dengan kebutuhan pengguna.</p>
<p data-start="4453" data-end="4672">Fokus pada kenyamanan, kemudahan akses, dan keamanan akan menjadi fondasi penting dalam mempertahankan kualitas layanan. Adaptasi terhadap perkembangan teknologi juga akan menentukan keberhasilan platform di masa depan.</p>
<p data-start="4674" data-end="4813">Dengan strategi yang tepat, Nagaspin99 dapat terus menjadi salah satu pilihan platform hiburan digital yang relevan bagi masyarakat modern.</p>
<h2 data-section-id="1806px6" data-start="4815" data-end="4828">Kesimpulan</h2>
<p data-start="4830" data-end="5118">Nagaspin99 merupakan platform hiburan digital yang menawarkan kemudahan, fleksibilitas, dan pengalaman penggunaan yang nyaman. Dengan desain yang modern, akses yang cepat, serta perhatian terhadap keamanan digital, platform ini mampu memenuhi kebutuhan pengguna di era teknologi saat ini.</p>
<p data-start="5120" data-end="5379" data-is-last-node="" data-is-only-node="">Seiring perkembangan zaman, platform digital akan terus menjadi bagian penting dalam kehidupan sehari-hari. Oleh karena itu, memilih platform yang mengutamakan kenyamanan dan keamanan menjadi langkah bijak untuk mendapatkan pengalaman digital yang lebih baik.</p>]]> </content:encoded>
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<title>In Home Senior Care in New Brunswick: The Life&#45;Changing Support Families Are Choosing Right Now</title>
<link>https://news.bangboxonline.com/in-home-senior-care-in-new-brunswick-the-life-changing-support-families-are-choosing-right-now</link>
<guid>https://news.bangboxonline.com/in-home-senior-care-in-new-brunswick-the-life-changing-support-families-are-choosing-right-now</guid>
<description><![CDATA[ Trusted in-home senior care in New Brunswick, NJ. Care Advocates USA offers reliable caregivers, daily living support, and compassionate senior home care services. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a362aee2469e.jpg" length="68791" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 10:53:56 +0500</pubDate>
<dc:creator>careadvocatesusa</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When it comes to caring for aging loved ones, families are facing one of the most important decisions of their lives. The reality is simple: seniors deserve comfort, dignity, independence, and compassionate support without having to leave the place they love most—their home. That is why<span> </span><a href="https://care-advocates-usa.com/homecare/"><strong>In home senior care in New Brunswick</strong></a><span> </span>has become the preferred solution for families seeking exceptional care without the stress and disruption of institutional living.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At<span> </span>Care Advocates USA, we believe every senior deserves personalized attention, meaningful companionship, and professional assistance that enhances their quality of life. Our services are designed to help seniors thrive in familiar surroundings while giving family members the peace of mind they desperately need.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Families Are Turning to In Home Senior Care in New Brunswick</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The demand for<span> </span>In home senior care in New Brunswick<span> </span>has never been higher. Families are discovering that professional home care offers a powerful alternative to nursing facilities and assisted living communities. Instead of adjusting to a new environment, seniors can remain where they feel most comfortable while receiving the support they need.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Imagine your loved one waking up in their own bed, enjoying familiar routines, and staying connected to cherished memories. That is the incredible advantage of home-based care. From assistance with daily activities to companionship and specialized care plans, professional caregivers help seniors maintain independence while receiving expert support.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The benefits are remarkable:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Personalized one-on-one attention</span></li>
<li><span style="font-size: 14pt;">Greater independence and comfort</span></li>
<li><span style="font-size: 14pt;">Reduced stress and anxiety</span></li>
<li><span style="font-size: 14pt;">Improved emotional well-being</span></li>
<li><span style="font-size: 14pt;">Enhanced safety within the home</span></li>
<li><span style="font-size: 14pt;">Flexible care schedules tailored to individual needs</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Families often wait too long before seeking help, only to find themselves overwhelmed by caregiving responsibilities. Acting early can make a tremendous difference in preserving a senior’s health, happiness, and overall quality of life.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">A Trusted Partner for Aging Loved Ones</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Care Advocates USA, we understand that no two seniors are alike. Every individual has unique needs, preferences, and challenges. That is why our caregivers create customized care plans designed around each client's lifestyle and goals.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our comprehensive<span> </span>In home senior care in New Brunswick<span> </span>services can include:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Personal care assistance</span></li>
<li><span style="font-size: 14pt;">Meal preparation</span></li>
<li><span style="font-size: 14pt;">Medication reminders</span></li>
<li><span style="font-size: 14pt;">Transportation support</span></li>
<li><span style="font-size: 14pt;">Light housekeeping</span></li>
<li><span style="font-size: 14pt;">Mobility assistance</span></li>
<li><span style="font-size: 14pt;">Companionship services</span></li>
<li><span style="font-size: 14pt;">Respite care for family caregivers</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">These services are more than simple tasks. They represent a pathway to greater confidence, independence, and fulfillment for seniors who want to continue living life on their own terms.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Growing Need for Dementia Home Care Care Hamilton Township</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For families caring for a loved one with dementia, everyday life can become increasingly challenging. Memory loss, confusion, wandering behaviors, and changes in communication often create overwhelming stress for both seniors and their families.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is where<span> </span>Dementia Home Care Care Hamilton Township<span> </span>becomes invaluable.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Specialized dementia care provides trained caregivers who understand the unique needs of individuals living with memory-related conditions. Rather than relying on generalized support, families can access compassionate professionals equipped with strategies specifically designed to promote safety, engagement, and comfort.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The benefits of<span> </span>Dementia Home Care Care Hamilton Township<span> </span>include:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Structured daily routines</span></li>
<li><span style="font-size: 14pt;">Cognitive stimulation activities</span></li>
<li><span style="font-size: 14pt;">Enhanced safety monitoring</span></li>
<li><span style="font-size: 14pt;">Emotional support and companionship</span></li>
<li><span style="font-size: 14pt;">Reduced caregiver burnout</span></li>
<li><span style="font-size: 14pt;">Personalized dementia-focused care strategies</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Maintaining familiar surroundings is particularly important for individuals with dementia. Home environments often reduce confusion and anxiety while helping preserve a sense of normalcy. Through professional<span> </span><a href="https://care-advocates-usa.com/homecare/"><strong>Dementia Home Care Care Hamilton Township</strong></a><span> </span>services, families can ensure their loved ones receive specialized support while remaining in a place that feels secure and familiar.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Hidden Cost of Waiting Too Long</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many families delay seeking professional care because they believe they can manage everything themselves. Unfortunately, this decision often leads to exhaustion, stress, and preventable health complications.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The warning signs are often easy to miss:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Frequent falls or mobility concerns</span></li>
<li><span style="font-size: 14pt;">Missed medications</span></li>
<li><span style="font-size: 14pt;">Difficulty preparing meals</span></li>
<li><span style="font-size: 14pt;">Increased isolation</span></li>
<li><span style="font-size: 14pt;">Memory-related challenges</span></li>
<li><span style="font-size: 14pt;">Personal hygiene difficulties</span></li>
<li><span style="font-size: 14pt;">Family caregiver fatigue</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The sooner families explore<span> </span>In home senior care in New Brunswick, the sooner they can create a safer and more supportive environment for their loved ones. Early intervention frequently prevents larger problems from developing and helps seniors maintain their independence for longer periods.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Exceptional Care Creates Extraordinary Results</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Families consistently report dramatic improvements after introducing professional home care services. Seniors often experience increased confidence, stronger social engagement, and a renewed sense of purpose.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Professional caregivers become trusted companions who offer encouragement, meaningful interaction, and practical support. This powerful combination can significantly improve emotional well-being and overall quality of life.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Similarly, families utilizing<span> </span>Dementia Home Care Care Hamilton Township<span> </span>frequently notice reduced stress levels, greater peace of mind, and improved family relationships. Instead of spending every moment managing caregiving responsibilities, family members can focus on creating meaningful memories with their loved ones.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Choose Care Advocates USA?</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Selecting a care provider is one of the most important decisions a family can make. At<span> </span><a href="https://care-advocates-usa.com/"><strong>Care Advocates USA</strong></a>, our mission is to deliver compassionate, dependable, and personalized care that empowers seniors to live with dignity and confidence.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our commitment includes:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Highly trained caregivers</span></li>
<li><span style="font-size: 14pt;">Customized care plans</span></li>
<li><span style="font-size: 14pt;">Flexible scheduling options</span></li>
<li><span style="font-size: 14pt;">Compassionate support</span></li>
<li><span style="font-size: 14pt;">Reliable communication</span></li>
<li><span style="font-size: 14pt;">A client-centered approach</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether your family is seeking<span> </span>In home senior care in New Brunswick<span> </span>or specialized<span> </span>Dementia Home Care Care Hamilton Township<span> </span>services, our team is dedicated to providing exceptional care tailored to your loved one's unique needs.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Take the First Step Toward Better Care Today</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every day matters when it comes to senior health and well-being. The right support can transform daily life, reduce stress, and help seniors maintain the independence they value most.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">If you have been considering<span> </span>In home senior care in New Brunswick<span> </span>or exploring options for<span> </span>Dementia Home Care Care Hamilton Township, now is the time to act. The sooner professional care begins, the sooner your loved one can experience the comfort, safety, and personalized attention they deserve.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info visit here:-  <a href="https://care-advocates-usa.com/homecare/"><strong>Dementia Home care Jackson</strong></a></span></p>]]> </content:encoded>
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<title>Off grid tiny home for sale: Why Echelon Tiny Homes Is Redefining Freedom Living Before It’s Too Late</title>
<link>https://news.bangboxonline.com/off-grid-tiny-home-for-sale-why-echelon-tiny-homes-is-redefining-freedom-living-before-its-too-late</link>
<guid>https://news.bangboxonline.com/off-grid-tiny-home-for-sale-why-echelon-tiny-homes-is-redefining-freedom-living-before-its-too-late</guid>
<description><![CDATA[ Discover a 400 sq ft off-grid tiny home for sale with 2 bedrooms, a kitchen, and a bathroom. It is perfect for a sustainable lifestyle, remote living, or as a vacation retreat. The design is energy-efficient, the layout is compact, and it comes equipped with modern amenities. Come see this affordable tiny home today! ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3627ccc7aaf.jpg" length="116274" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 10:41:10 +0500</pubDate>
<dc:creator>echelontinyhomes</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>There is a growing window of opportunity that won’t stay open forever. If you have been searching for an off grid tiny home for sale, you are already ahead of the curve—but the reality is that demand is accelerating faster than supply, and the most desirable builds are being claimed quickly. At the forefront of this movement is Echelon Tiny Homes, a brand committed to turning radical independence into a livable, luxurious reality.</p>
<p>This is not just about downsizing. This is about upgrading your entire lifestyle.</p>
<p><strong>The Surge in Demand for Off-Grid Living Is Real—and Rapid</strong></p>
<p>The world is shifting. Rising energy costs, crowded cities, and the desire for self-sufficiency have pushed thousands toward alternative housing solutions. An<span> </span><strong><a href="https://echelontinyhomes.com/product/k68-off-grid-tiny-home-with-2-bedrooms-kitchen-bathroom-400-sq-ft-2/">off grid tiny home for sale</a></strong><span> </span>is no longer a niche curiosity—it is becoming one of the most sought-after housing solutions for people who want control over their environment, finances, and future.</p>
<p>But here’s the catch: high-quality builds are limited.</p>
<p>Mass-produced units cannot keep up with the demand for sustainable, durable, and fully functional off-grid living. That is where Echelon Tiny Homes stands apart. Every structure is designed with precision engineering, long-term resilience, and aesthetic appeal that transforms compact living into something extraordinary.</p>
<p><strong>Why an Off Grid Tiny Home for Sale Is the Smartest Investment Right Now</strong></p>
<p>When you invest in an off grid tiny home for sale, you are not simply buying a structure—you are buying freedom. Independence from utility companies. Freedom from inflated rent. Freedom from urban stress cycles that never seem to end.</p>
<p>Echelon Tiny Homes integrates advanced off-grid systems that make living seamless and reliable, including:</p>
<ul>
<li>High-efficiency solar readiness for near-total energy independence</li>
<li>Water storage and filtration options designed for remote environments</li>
<li>Insulated construction built to handle extreme climates</li>
<li>Space-optimized interiors that eliminate wasted square footage</li>
</ul>
<p>The result is a self-sustaining lifestyle that feels anything but restrictive.</p>
<p>And while others wait years for affordability to improve, early adopters are securing their place in a growing movement that rewards decisiveness.</p>
<p><strong>The Mini Log Cabin Revolution: Rustic Living Reimagined</strong></p>
<p>If the idea of modern minimalism feels too sleek or sterile, the mini log cabin design trend is where nostalgia meets innovation.</p>
<p>A mini log cabin from<span> </span><strong><a href="https://echelontinyhomes.com/product/k68-off-grid-tiny-home-with-2-bedrooms-kitchen-bathroom-400-sq-ft-2/">Echelon Tiny Homes</a></strong><span> </span>captures the warmth of traditional cabin architecture while integrating modern off-grid functionality. Think handcrafted wood aesthetics paired with cutting-edge energy systems. It is rustic charm without rustic inconvenience.</p>
<p>The appeal is undeniable:</p>
<ul>
<li>Cozy, timber-rich interiors that feel grounded and timeless</li>
<li>Compact layouts that maximize livability without excess</li>
<li>Strong, weather-resistant builds designed for rural and wilderness settings</li>
<li>A perfect blend of heritage design and modern sustainability</li>
</ul>
<p>For buyers torn between modern tiny homes and classic cabin living, the mini log cabin delivers both worlds without compromise.</p>
<p><strong>Why Echelon Tiny Homes Is Dominating the Off-Grid Market</strong></p>
<p>Not all tiny homes are created equal. Many companies cut corners in insulation, energy systems, or structural integrity. Echelon Tiny Homes takes the opposite approach—every build is engineered to perform in real-world off-grid conditions, not just showroom environments.</p>
<p>When you choose an off grid tiny home for sale from Echelon Tiny Homes, you are choosing:</p>
<ul>
<li>Precision craftsmanship designed for longevity</li>
<li>Customizable layouts to match lifestyle needs</li>
<li>Premium materials that reduce long-term maintenance costs</li>
<li>A design philosophy rooted in independence and resilience</li>
</ul>
<p>This is not mass production. This is intentional construction for people who refuse to settle.</p>
<p>And when it comes to the mini log cabin, Echelon elevates the design beyond aesthetic appeal. These cabins are built to function as full-time residences, weekend retreats, or rental income properties—all while maintaining a low environmental footprint.</p>
<p><strong>The Urgency You Should Not Ignore</strong></p>
<p>The tiny home and off-grid housing movement is no longer emerging—it is accelerating. Land availability, material costs, and production slots are tightening. Every month, waitlists grow longer and availability becomes more limited.</p>
<p>That means hesitation comes at a cost.</p>
<p>Securing an off grid tiny home for sale today is significantly easier than waiting even a short period in this rapidly evolving market. The same applies to the increasingly popular<span> </span><strong><a href="https://echelontinyhomes.com/product/jss-438-small-log-cabin-kit-96-sq-ft-2/">mini log cabin</a></strong>, which has seen a surge in demand from both rural buyers and investment property seekers.</p>
<p>Those who act early gain access to better customization options, faster build timelines, and more favorable pricing structures.</p>
<p>Those who wait often find themselves adapting to what is left.</p>
<p><strong>A Lifestyle Shift That Pays You Back</strong></p>
<p>Owning an off grid tiny home for sale from Echelon Tiny Homes is not just a housing decision—it is a financial and emotional shift. Lower living costs. Reduced environmental impact. Increased mobility. And perhaps most importantly, a life designed on your terms.</p>
<p>Meanwhile, the mini log cabin offers something equally powerful: permanence without dependency. A retreat that can generate income, host family escapes, or serve as a long-term residence rooted in simplicity and strength.<br><strong>Read More:</strong></p>
<p><strong><a href="https://echelontinyhomes.com/product/jss-438-small-log-cabin-kit-96-sq-ft-2/">best tiny house builders</a></strong></p>
<p><strong><a href="https://echelontinyhomes.com/product-category/tiny-homes/">buy tiny homes</a></strong></p>
<p><strong><a href="https://echelontinyhomes.com/product-category/tiny-homes/">best built manufactured homes</a></strong></p>
<p><strong> </strong></p>
<p> </p>]]> </content:encoded>
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<title>Booklet Pages That Captivate: Transform Your Brand with Premium Printing</title>
<link>https://news.bangboxonline.com/booklet-pages-that-captivate-transform-your-brand-with-premium-printing</link>
<guid>https://news.bangboxonline.com/booklet-pages-that-captivate-transform-your-brand-with-premium-printing</guid>
<description><![CDATA[ Design and print high-quality booklet pages for events, reports, or promotional materials. Our booklet pages service offers full customization, vibrant colors, and durable materials. Perfect for businesses, schools, or personal projects needing professional booklets. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3627a5b4c22.jpg" length="98948" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 10:40:00 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's competitive business landscape, first impressions matter more than ever. A professionally designed booklet can instantly capture attention, communicate your message, and inspire action. Whether you're showcasing products, presenting company information, or launching a new campaign, high-quality <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>booklet pages</b></a></span></strong> can turn ordinary marketing materials into extraordinary brand assets.<o:p></o:p></p>
<p class="MsoNormal">Businesses that invest in premium printed materials consistently stand out from the crowd. A visually stunning booklet creates credibility, builds trust, and keeps your audience engaged from the first page to the last. The opportunity to impress potential customers is enormous, and there has never been a better time to elevate your marketing strategy.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Printed Booklets Still Dominate Customer Engagement<o:p></o:p></b></p>
<p class="MsoNormal">Despite the rise of digital communication, printed booklets continue to deliver remarkable results. People naturally engage more deeply with tangible materials they can hold, browse, and revisit whenever they choose.<o:p></o:p></p>
<p class="MsoNormal">A professionally printed booklet offers unmatched versatility. It can be used for corporate presentations, event promotions, product catalogs, educational materials, and sales proposals. Unlike digital advertisements that disappear with a click, printed booklets remain within reach, extending your marketing impact long after distribution.<o:p></o:p></p>
<p class="MsoNormal">This lasting visibility makes print one of the most effective tools for strengthening brand recognition and increasing customer retention.<o:p></o:p></p>
<p class="MsoNormal"><b>Unlock Premium Quality with Advanced Printing Technology<o:p></o:p></b></p>
<p class="MsoNormal">Modern printing technology has completely transformed the quality and effectiveness of promotional materials. Sharp images, vibrant colors, precise finishing, and exceptional paper quality create a polished appearance that instantly reflects professionalism.<o:p></o:p></p>
<p class="MsoNormal">With expert <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>digital printing in singapore</b></a></span></strong>, businesses can enjoy faster turnaround times, superior color consistency, and exceptional customization options. This advanced approach allows companies to produce stunning materials without compromising on quality or efficiency.<o:p></o:p></p>
<p class="MsoNormal">Whether you need a small quantity for a targeted campaign or larger volumes for a major launch, digital printing offers the flexibility required to meet demanding business needs while maintaining outstanding results.<o:p></o:p></p>
<p class="MsoNormal"><b>Create a Lasting Impression That Drives Results<o:p></o:p></b></p>
<p class="MsoNormal">The difference between an average booklet and an exceptional one often determines whether your audience remembers your brand. Every design element, image, and message contributes to the overall experience.<o:p></o:p></p>
<p class="MsoNormal">Professionally crafted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">booklet pages</span></strong> help organize information in a visually appealing format that encourages readers to keep turning pages. This improved engagement increases the likelihood that your key messages will be noticed, remembered, and acted upon.<o:p></o:p></p>
<p class="MsoNormal">When customers perceive quality in your printed materials, they naturally associate that same level of quality with your products and services. This powerful psychological advantage can significantly influence purchasing decisions.<o:p></o:p></p>
<p class="MsoNormal"><b>Speed Matters in Today's Fast-Paced Market<o:p></o:p></b></p>
<p class="MsoNormal">Businesses operate in an environment where timing can determine success or failure. Marketing opportunities appear quickly and often require immediate action. Delayed promotional materials can mean missed opportunities and reduced campaign effectiveness.<o:p></o:p></p>
<p class="MsoNormal">This is where <b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> delivers exceptional value. Fast production processes and attention to detail ensure that businesses receive premium-quality materials exactly when they need them. Quick turnaround times empower organizations to respond rapidly to market demands and maintain a competitive edge.<o:p></o:p></p>
<p class="MsoNormal">The ability to launch campaigns without unnecessary delays provides a significant advantage in increasingly competitive industries.<o:p></o:p></p>
<p class="MsoNormal"><b>Maximize Value While Controlling Costs<o:p></o:p></b></p>
<p class="MsoNormal">Many businesses assume premium printing requires a substantial investment. However, modern solutions make professional-quality materials more accessible than ever before.<o:p></o:p></p>
<p class="MsoNormal">Through efficient <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">digital printing in singapore</span></strong>, organizations can reduce waste, print only the quantities they need, and maintain greater control over project budgets. This cost-effective approach helps businesses achieve maximum marketing impact without overspending.<o:p></o:p></p>
<p class="MsoNormal">The combination of affordability, flexibility, and exceptional quality makes digital printing an ideal solution for companies seeking measurable returns on their marketing investments.<o:p></o:p></p>
<p class="MsoNormal"><b>Strengthen Brand Authority Through Professional Presentation<o:p></o:p></b></p>
<p class="MsoNormal">Customers often judge businesses based on the quality of their marketing materials. A well-produced booklet demonstrates attention to detail, professionalism, and commitment to excellence.<o:p></o:p></p>
<p class="MsoNormal">Every aspect of your booklet contributes to your brand image. High-resolution graphics, premium finishes, and carefully structured <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">booklet pages</span></strong> communicate confidence and credibility. These qualities help establish trust with prospective customers and reinforce relationships with existing clients.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print understands the importance of creating printed materials that accurately represent your brand's values and objectives, ensuring every project leaves a positive and lasting impression.<o:p></o:p></p>
<p class="MsoNormal"><b>The Perfect Time to Elevate Your Marketing Is Now<o:p></o:p></b></p>
<p class="MsoNormal">Opportunities do not wait, and neither should your marketing strategy. Businesses that act quickly gain valuable visibility, attract more customers, and strengthen their market position ahead of competitors.<o:p></o:p></p>
<p class="MsoNormal">Premium printed booklets offer a unique opportunity to communicate your message with impact, clarity, and professionalism. By leveraging expert printing solutions, businesses can create memorable marketing materials that generate attention and drive meaningful results.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">flyer printing singapore price</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">fortune wheel</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">leaflet printing cost</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>A1 Printing: Make a Powerful Statement Before Your Competitors Do</title>
<link>https://news.bangboxonline.com/a1-printing-make-a-powerful-statement-before-your-competitors-do</link>
<guid>https://news.bangboxonline.com/a1-printing-make-a-powerful-statement-before-your-competitors-do</guid>
<description><![CDATA[ Get high-quality A1 printing for posters, banners, and displays. Our A1 printing service offers vibrant colors, durable materials, and full customization to suit your needs. Perfect for events, promotions, and personal projects that demand attention. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3624b3b5908.jpg" length="98948" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 10:27:23 +0500</pubDate>
<dc:creator>Landmark print-3</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's fast-moving business world, visibility is everything. Brands that stand out win customers, generate leads, and dominate their markets. Those that blend into the background often struggle to get noticed. That's why investing in premium-quality print solutions is no longer optional—it's essential. Whether you're launching a product, promoting an event, or showcasing your business at an exhibition, professionally produced marketing materials can instantly elevate your brand presence and leave a lasting impression.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Large-Format Marketing Materials Deliver Exceptional Results<o:p></o:p></b></p>
<p class="MsoNormal">When businesses want to capture attention from a distance, size matters. Eye-catching displays create immediate visual impact and communicate professionalism before a single word is spoken. High-quality <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>a1 printing</b></a></span></strong> provides the perfect balance between visibility and practicality, making it an ideal choice for promotional campaigns, retail displays, presentations, and trade show graphics.<o:p></o:p></p>
<p class="MsoNormal">Large-format prints help businesses command attention in crowded environments. They showcase vibrant colors, sharp details, and persuasive messaging that encourages customers to stop, look, and engage. In highly competitive industries, that extra attention can be the difference between a missed opportunity and a successful sale.<o:p></o:p></p>
<p class="MsoNormal"><b>Turn Every Marketing Opportunity Into a Revenue Opportunity<o:p></o:p></b></p>
<p class="MsoNormal">Every customer interaction represents a chance to influence purchasing decisions. Businesses that consistently present polished, professional marketing materials build stronger credibility and trust. From product launches to corporate events, premium print solutions help reinforce your message and make your brand appear more established.<o:p></o:p></p>
<p class="MsoNormal">This is where Landmark Print delivers exceptional value. By combining advanced technology, premium materials, and expert craftsmanship, businesses can achieve impressive results that strengthen brand recognition and maximize marketing effectiveness.<o:p></o:p></p>
<p class="MsoNormal"><b>The Secret Weapon Smart Businesses Use<o:p></o:p></b></p>
<p class="MsoNormal">Many successful companies understand that print remains one of the most powerful marketing tools available. While digital advertising competes for attention online, professionally printed materials create a tangible experience that customers remember.<o:p></o:p></p>
<p class="MsoNormal">Strategically designed brochures, posters, and promotional displays allow businesses to communicate key messages quickly and effectively. High-quality <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee"><b>brochure printing</b></a></span></strong> enables organizations to showcase products, services, and achievements in a format customers can hold, review, and revisit whenever needed. This lasting presence often generates stronger engagement than temporary digital advertisements.<o:p></o:p></p>
<p class="MsoNormal"><b>Create Instant Credibility With Professional Presentation<o:p></o:p></b></p>
<p class="MsoNormal">First impressions happen fast. Potential customers often form opinions within seconds of seeing your marketing materials. Low-quality prints can damage credibility, while professionally produced materials communicate reliability, quality, and attention to detail.<o:p></o:p></p>
<p class="MsoNormal">Premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">a1 printing</span></strong> helps businesses present information in a visually compelling format that captures attention immediately. Whether used for presentations, promotional displays, educational materials, or retail advertising, professionally printed graphics help establish authority and build confidence among potential customers.<o:p></o:p></p>
<p class="MsoNormal">Businesses that invest in superior presentation often experience improved customer perception, stronger engagement, and increased conversion opportunities.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Timing Matters More Than Ever<o:p></o:p></b></p>
<p class="MsoNormal">Markets move quickly. Competitors launch campaigns, introduce products, and target customers every day. Delaying your marketing efforts can mean missed opportunities and lost revenue. Businesses that act now gain a significant advantage by increasing visibility before competitors capture audience attention.<o:p></o:p></p>
<p class="MsoNormal">This is why many organizations choose <b><a href="https://maps.app.goo.gl/SdJY2e9CWDu3Gv7L8">Landmark Print</a></b> when speed and quality are equally important. Fast turnaround times help businesses meet deadlines without sacrificing the professional standards necessary for impactful marketing campaigns.<o:p></o:p></p>
<p class="MsoNormal">The sooner your message reaches customers, the sooner your business can start generating results.<o:p></o:p></p>
<p class="MsoNormal"><b>Strengthen Brand Recognition Across Every Campaign<o:p></o:p></b></p>
<p class="MsoNormal">Consistency is one of the most important factors in successful marketing. Customers are more likely to remember brands they see repeatedly across multiple touchpoints. Professionally produced materials help create a cohesive image that reinforces your business identity wherever customers encounter your brand.<o:p></o:p></p>
<p class="MsoNormal">Effective <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">brochure printing</span></strong> supports this goal by providing an attractive, informative format that communicates your value proposition clearly. When combined with large-format displays, promotional materials, and branded graphics, brochures become part of a comprehensive marketing strategy that increases brand recall and customer trust.<o:p></o:p></p>
<p class="MsoNormal">The result is stronger recognition, greater credibility, and improved marketing performance over time.<o:p></o:p></p>
<p class="MsoNormal"><b>Quality That Reflects Your Business Standards<o:p></o:p></b></p>
<p class="MsoNormal">Your marketing materials represent your company. Every color, image, and detail contributes to the perception customers develop about your business. High-resolution printing, premium finishes, and precise production standards demonstrate a commitment to excellence that customers appreciate.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print understands the importance of quality and delivers solutions designed to help businesses make a memorable impact. From concept to completion, every project receives the attention required to produce impressive results that support business growth and customer engagement.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">color printing near me</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">custom printing singapore</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://share.google/VDOmLKdAP4Hmn7Yee">customized stickers singapore</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<item>
<title>House Movers Perth: Relocation Tips Every Household Should Know</title>
<link>https://news.bangboxonline.com/perthmoverspackers</link>
<guid>https://news.bangboxonline.com/perthmoverspackers</guid>
<description><![CDATA[ Moving house is often listed among life&#039;s most stressful events, but it doesn&#039;t have to feel chaotic. Whether you&#039;re relocating your family home, downsizing, upsizing, or shifting closer to your workplace, proper planning can save time, money, and unnecessary headaches. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3624a40f336.jpg" length="110912" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 10:27:15 +0500</pubDate>
<dc:creator>perthmoverspackers</dc:creator>
<media:keywords>House Movers Perth</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Moving house is often listed among life's most stressful events, but it doesn't have to feel chaotic. Whether you're relocating your family home, downsizing, upsizing, or shifting closer to your workplace, proper planning can save time, money, and unnecessary headaches.</span></p>
<p dir="ltr"><span>Many Perth households underestimate how much organisation is involved before moving day arrives. The difference between a smooth transition and a frustrating experience often comes down to preparation.</span></p>
<p dir="ltr"><span>If you're searching for reliable house movers Perth services, these practical relocation tips will help you stay ahead of common moving challenges.</span></p>
<h2 dir="ltr"><span>Why More Perth Households Are Planning Their Moves Earlier</span></h2>
<p dir="ltr"><span>Perth continues to grow, with families, professionals, and business owners relocating across suburbs for lifestyle, schooling, and work opportunities.</span></p>
<p dir="ltr"><span>Booking </span><a href="https://perthmoverspackers.com.au/services/house-removalists-perth/"><span>house movers Perth</span></a><span> services early provides several advantages:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better availability during peak moving seasons</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>More affordable pricing options</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduced last-minute stress</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Greater flexibility with moving dates</span></p>
</li>
</ul>
<p dir="ltr"><span>Waiting until the final week often limits your choices and increases costs.</span></p>
<p dir="ltr"><span>"A successful move isn't about working harder on moving day. It's about making hundreds of small decisions weeks beforehand."</span></p>
<h2 dir="ltr"><span>Create a Moving Timeline Four to Six Weeks Before Relocation</span></h2>
<p dir="ltr"><span>One of the biggest mistakes people make is leaving everything until the final few days.</span></p>
<p dir="ltr"><span>Instead, break your move into manageable tasks.</span></p>
<h3 dir="ltr"><span>4-6 Weeks Before Moving</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Declutter unwanted belongings</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Gather packing supplies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Notify schools and workplaces</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Create a room-by-room inventory</span></p>
</li>
</ul>
<h3 dir="ltr"><span>2-3 Weeks Before Moving</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Begin packing non-essential items</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Redirect mail</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Organise important documents</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Arrange utility transfers</span></p>
</li>
</ul>
<h3 dir="ltr"><span>1 Week Before Moving</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pack remaining household items</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Prepare an essentials box</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Confirm moving schedules</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Clean your current property</span></p>
</li>
</ul>
<p dir="ltr"><span>A timeline keeps everyone accountable and prevents unnecessary pressure.</span></p>
<h2 dir="ltr"><span>Declutter Before You Pack</span></h2>
<p dir="ltr"><span>Moving offers the perfect opportunity to reduce unnecessary belongings.</span></p>
<p dir="ltr"><span>Ask yourself:</span></p>
<p dir="ltr"><span>Have I used this item in the last year?</span></p>
<p dir="ltr"><span>If the answer is no, it may be time to donate, sell, recycle, or dispose of it.</span></p>
<p dir="ltr"><span>Focus on:</span></p>
<h3 dir="ltr"><span>Donate</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Clothing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Toys</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Kitchenware</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Furniture</span></p>
</li>
</ul>
<h3 dir="ltr"><span>Sell</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Electronics</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Appliances</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Collectables</span></p>
</li>
</ul>
<h3 dir="ltr"><span>Recycle</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Old paperwork</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Broken items</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cardboard</span></p>
</li>
</ul>
<p dir="ltr"><span>Less clutter means fewer boxes and lower moving costs.</span></p>
<h2 dir="ltr"><span>Choose Experienced House Movers Perth Professionals</span></h2>
<p dir="ltr"><span>Price should never be the only deciding factor.</span></p>
<p dir="ltr"><span>Look for companies that provide:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Transparent quotes</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Experienced staff</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Positive customer reviews</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Flexible scheduling</span></p>
</li>
</ul>
<p dir="ltr"><span>Before booking, ask these questions:</span></p>
<ol>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Are packing services available?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Are there additional fees?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>What happens if delays occur?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>How are fragile items protected?</span></p>
</li>
</ol>
<p dir="ltr"><span>A trustworthy team makes a substantial difference to your moving experience.</span></p>
<h2 dir="ltr"><span>Pack Smarter, Not Faster</span></h2>
<p dir="ltr"><span>Random packing creates confusion later.</span></p>
<p dir="ltr"><span>Instead, follow a simple system.</span></p>
<h3 dir="ltr"><span>Label Every Box Clearly</span></h3>
<p dir="ltr"><span>Include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Room destination</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Item category</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Fragile indicators</span></p>
</li>
</ul>
<p dir="ltr"><span>For example:</span></p>
<p dir="ltr"><span>Kitchen – Plates – Fragile</span></p>
<p dir="ltr"><span>Avoid overloading boxes.</span></p>
<p dir="ltr"><span>Heavy items should go into smaller boxes, while lightweight items can fill larger cartons.</span></p>
<p dir="ltr"><span>Useful packing materials include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Bubble wrap</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Packing paper</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Furniture blankets</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Strong tape</span></p>
</li>
</ul>
<h2 dir="ltr"><span>Prepare an Essentials Box</span></h2>
<p dir="ltr"><span>The first night in your new home can be exhausting.</span></p>
<p dir="ltr"><span>Pack one box separately containing:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Phone chargers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Toiletries</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Medication</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Basic kitchen supplies</span></p>
</li>
</ul>
<p dir="ltr"><span>Keep this box with you rather than inside the moving truck.</span></p>
<h2 dir="ltr"><span>Moving Interstate? Plan Well Ahead</span></h2>
<p dir="ltr"><span>Some Perth families relocate between states for work or lifestyle reasons.</span></p>
<p dir="ltr"><span>If that's your situation, booking experienced </span><a href="https://perthmoverspackers.com.au/services/interstate-removalists-perth/"><span>interstate removalists Perth</span></a><span> can simplify the process considerably.</span></p>
<p dir="ltr"><span>Interstate relocations require additional planning for:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Delivery schedules</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Storage options</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Inventory management</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Transit timelines</span></p>
</li>
</ul>
<p dir="ltr"><span>Always ask for estimated arrival windows to avoid unnecessary surprises.</span></p>
<h2 dir="ltr"><span>Smaller Moves Still Need Professional Help</span></h2>
<p dir="ltr"><span>Not every relocation requires a large truck.</span></p>
<p dir="ltr"><span>Students, singles, and small households often prefer </span><a href="https://perthmoverspackers.com.au/services/man-with-van-perth/"><span>man with a van perth</span></a><span> services because they're cost-effective and practical.</span></p>
<p dir="ltr"><span>These services are ideal for:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Apartment moves</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Single-room relocations</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Furniture transportation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Small office moves</span></p>
</li>
</ul>
<p dir="ltr"><span>Choosing the right vehicle size prevents overpaying for unused space.</span></p>
<h2 dir="ltr"><span>Protect Your Furniture Properly</span></h2>
<p dir="ltr"><span>Furniture often suffers the most damage during relocations.</span></p>
<p dir="ltr"><span>Take these precautions:</span></p>
<h3 dir="ltr"><span>Before Moving</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Remove table legs where possible</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Empty drawers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Wrap delicate surfaces</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Secure loose parts</span></p>
</li>
</ul>
<p dir="ltr"><span>This creates a clear record of their condition before transportation.</span></p>
<h2 dir="ltr"><span>Don't Forget Utility Transfers</span></h2>
<p dir="ltr"><span>Many households remember electricity but overlook other important services.</span></p>
<p dir="ltr"><span>Update these before moving day:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Electricity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Gas</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Water</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Internet</span></p>
</li>
</ul>
<p dir="ltr"><span>Schedule connections at your new address at least one week before moving.</span></p>
<p dir="ltr"><span>Nobody wants to spend their first evening without the internet or hot water.</span></p>
<h2 dir="ltr"><span>Businesses and Home Offices Need Extra Planning</span></h2>
<p dir="ltr"><span>Many Australian professionals now operate businesses from home.</span></p>
<p dir="ltr"><span>If that's your situation, relocating requires additional organisation.</span></p>
<p dir="ltr"><span>Protect:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Laptops</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Client documents</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Printers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Monitors</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Office equipment</span></p>
</li>
</ul>
<p dir="ltr"><span>Back up important files before moving.</span></p>
<p dir="ltr"><span>Business downtime can impact productivity, so prioritise workspace setup early.</span></p>
<p dir="ltr"><span>A professional </span><a href="https://perthmoverspackers.com.au/"><span>removalist in perth</span></a><span> with experience handling office equipment can minimise disruptions.</span></p>
<h2 dir="ltr"><span>Moving Day Checklist</span></h2>
<p dir="ltr"><span>Keep this quick checklist handy.</span></p>
<h3 dir="ltr"><span>Before Leaving Your Old Home</span></h3>
<p dir="ltr"><span>✓ Turn off lights</span></p>
<p dir="ltr"><span>✓ Lock windows</span></p>
<p dir="ltr"><span>✓ Check cupboards</span></p>
<p dir="ltr"><span>✓ Empty rubbish bins</span></p>
<p dir="ltr"><span>At Your New Home</span></p>
<p dir="ltr"><span>✓ Inspect rooms</span></p>
<p dir="ltr"><span>✓ Direct movers</span></p>
<p dir="ltr"><span>✓ Assemble beds first</span></p>
<p dir="ltr"><span>✓ Connect appliances</span></p>
<p dir="ltr"><span>Small actions can make settling in much easier.</span></p>
<h2 dir="ltr"><span>Common Moving Mistakes to Avoid</span></h2>
<p dir="ltr"><span>Many people repeat the same errors.</span></p>
<p dir="ltr"><span>Avoid these pitfalls:</span></p>
<h3 dir="ltr"><span>Underestimating Packing Time</span></h3>
<p dir="ltr"><span>Packing always takes longer than expected.</span></p>
<h3 dir="ltr"><span>Forgetting Measurements</span></h3>
<p dir="ltr"><span>Measure doorways, hallways, and furniture beforehand.</span></p>
<h3 dir="ltr"><span>Not Comparing Quotes</span></h3>
<p dir="ltr"><span>Obtain multiple estimates before choosing movers.</span></p>
<h3 dir="ltr"><span>Leaving Everything Until The Weekend</span></h3>
<p dir="ltr"><span>Spread tasks across several weeks.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>Relocating doesn't have to become an overwhelming experience. Proper planning, organised packing, and choosing experienced house movers Perth professionals can make the entire process far more manageable.</span></p>
<p dir="ltr"><span>Whether you're moving locally, relocating your family, operating a home-based business, or transitioning interstate, preparation remains the biggest factor behind a successful move.</span></p>
<p></p>]]> </content:encoded>
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<title>Top 10 Reasons to Visit a Chiropractor in 2026</title>
<link>https://news.bangboxonline.com/top-10-reasons-to-visit-a-chiropractor-in-2026</link>
<guid>https://news.bangboxonline.com/top-10-reasons-to-visit-a-chiropractor-in-2026</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3623f87cdd7.jpg" length="61522" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 10:24:14 +0500</pubDate>
<dc:creator>Jacson Sanders</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>In 2026, more people are paying attention to their overall health and looking for natural ways to stay active and pain-free. Long hours at desks, increased screen time, and busy schedules have led to a rise in back pain, neck pain, poor posture, and other physical discomforts. As a result, many people are searching online for Chiropractors Near Me to find professional help that doesn't rely heavily on medication or surgery.</span></p>
<p dir="ltr"><span>Chiropractic care has become a popular choice for people of all ages. While many people associate it with back pain treatment, chiropractic care can also help improve movement, support recovery from injuries, reduce muscle tension, and contribute to overall wellness. Whether you're experiencing daily discomfort or simply want to take better care of your body, chiropractic treatment can offer several benefits.</span></p>
<h2 dir="ltr"><span>1. Helps Relieve Back Pain</span></h2>
<p dir="ltr"><span>Back pain is one of the most common reasons people visit a chiropractor. Sitting for long periods, lifting heavy objects incorrectly, and poor posture can all put stress on the spine.</span></p>
<p dir="ltr"><span>Chiropractic adjustments help improve spinal alignment, reduce pressure on joints, and support the body's natural healing process. Many people notice less pain and better movement after receiving treatment.</span></p>
<h2 dir="ltr"><span>2. Reduces Neck Pain and Headaches</span></h2>
<p dir="ltr"><span>Spending hours looking at phones, tablets, and computers can place extra strain on the neck. Over time, this may lead to stiffness, headaches, and discomfort.</span></p>
<p dir="ltr"><span>Chiropractic care focuses on correcting alignment issues that may be contributing to these problems. Patients often experience:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduced headache frequency</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better neck mobility</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Less muscle tension</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved comfort during daily activities</span></p>
</li>
</ul>
<h2 dir="ltr"><span>3. Improves Posture</span></h2>
<p dir="ltr"><span>Poor posture has become increasingly common in today's digital world. Slouching while working, studying, or using mobile devices can affect the spine and surrounding muscles.</span></p>
<p dir="ltr"><span>A chiropractor can identify posture-related issues and recommend treatments and exercises to help improve body alignment. Better posture can make everyday activities more comfortable and reduce strain on the body.</span></p>
<h2 dir="ltr"><span>4. Increases Mobility and Flexibility</span></h2>
<p dir="ltr"><span>Healthy joints and muscles are essential for staying active. When joints become stiff or restricted, simple movements can become difficult.</span></p>
<p dir="ltr"><span>Chiropractic adjustments help restore normal movement in the spine and joints, making it easier to stay active and enjoy daily activities without discomfort.</span></p>
<h2 dir="ltr"><span>5. Provides a Drug-Free Approach to Pain Relief</span></h2>
<p dir="ltr"><span>Many people prefer natural treatment options whenever possible. Chiropractic care offers a non-invasive approach to managing pain without relying on long-term medication use.</span></p>
<p dir="ltr"><span>It may help with conditions such as:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Lower back pain</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Neck pain</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sciatica</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Joint discomfort</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Muscle tightness</span></p>
</li>
</ul>
<p dir="ltr"><span>Instead of only treating symptoms, chiropractic care focuses on addressing the underlying cause of the problem.</span></p>
<h2 dir="ltr"><span>6. Supports Active Lifestyles</span></h2>
<p dir="ltr"><span>Whether you're an athlete, fitness enthusiast, or someone who enjoys regular exercise, chiropractic care can help support physical performance.</span></p>
<p dir="ltr"><span>Regular treatment may help improve flexibility, reduce the risk of injury, and support faster recovery after physical activity. This is one reason many active individuals search for chiropractors near them as part of their wellness routine.</span></p>
<h2 dir="ltr"><span>7. Helps with Injury Recovery</span></h2>
<p dir="ltr"><span>Accidents and injuries can affect the body in ways that are not always immediately noticeable. Even minor injuries may lead to ongoing pain if they are not properly addressed.</span></p>
<p dir="ltr"><span>Chiropractors can assess the affected areas and create a personalized treatment plan designed to support healing and restore normal movement.</span></p>
<h2 dir="ltr"><span>8. May Help Reduce Stress</span></h2>
<p dir="ltr"><span>Physical tension and stress often go hand in hand. Tight muscles, headaches, and discomfort can make daily life more challenging.</span></p>
<p dir="ltr"><span>By improving spinal function and reducing physical tension, chiropractic care may help people feel more relaxed and comfortable. Many patients report feeling refreshed after their appointments.</span></p>
<h2 dir="ltr"><span>9. Can Improve Sleep Quality</span></h2>
<p dir="ltr"><span>Pain and discomfort can make it difficult to get a good night's sleep. When the body feels better, sleeping often becomes easier.</span></p>
<p dir="ltr"><span>Many patients find that regular chiropractic care helps them:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Fall asleep more comfortably</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Experience fewer interruptions during the night</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Wake up feeling more refreshed</span></p>
</li>
</ul>
<p dir="ltr"><span>Good sleep plays an important role in overall health and recovery.</span></p>
<h2 dir="ltr"><span>10. Supports Long-Term Wellness</span></h2>
<p dir="ltr"><span>Chiropractic care is not only about treating pain. Many people choose regular visits as part of a long-term wellness plan.</span></p>
<p dir="ltr"><span>Routine care can help maintain healthy movement, support proper posture, and address minor issues before they become larger problems. This proactive approach is one of the reasons chiropractic care continues to grow in popularity.</span></p>
<h2 dir="ltr"><span>What Happens During Your First Visit?</span></h2>
<p dir="ltr"><span>If you've never visited a chiropractor before, your first appointment usually includes a discussion about your health history, current symptoms, and lifestyle.</span></p>
<p dir="ltr"><span>The chiropractor may also perform:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>A physical examination</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Posture assessment</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Movement evaluation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Personalized treatment recommendations</span></p>
</li>
</ul>
<p dir="ltr"><span>This information helps create a care plan tailored to your specific needs.</span></p>
<h2 dir="ltr"><span>How to Choose the Right Chiropractor</span></h2>
<p dir="ltr"><span>When looking for </span><a href="https://sfcustomchiro.com/mission-bay/"><span>chiropractors near me</span></a><span>, it's important to choose a provider who understands your goals and takes the time to explain treatment options clearly.</span></p>
<p dir="ltr"><span>Consider factors such as experience, patient reviews, communication style, and location when making your decision.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>Chiropractic care continues to be a trusted option for people looking to improve their physical health naturally. From relieving back and neck pain to supporting mobility, recovery, and overall wellness, the benefits go far beyond simple adjustments.</span></p>
<p dir="ltr"><span>If you're exploring treatment options and searching for chiropractors near me, working with an experienced provider can help you move more comfortably and maintain a healthier lifestyle. Practices such as </span><a href="http://sfcustomchiro.com/"><span>SF Custom Chiropractic</span></a><span> focus on helping patients improve spinal health, reduce discomfort, and support long-term wellness through personalized chiropractic care.</span></p>
<p dir="ltr"><span>As more people prioritize preventive healthcare in 2026, chiropractic treatment remains a practical and effective way to support everyday health, mobility, and quality of life.</span></p>]]> </content:encoded>
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<title>Luxury Divine Massage Puerto Banus: The Ultimate Escape You Deserve Today</title>
<link>https://news.bangboxonline.com/luxury-divine-massage-puerto-banus-the-ultimate-escape-you-deserve-today</link>
<guid>https://news.bangboxonline.com/luxury-divine-massage-puerto-banus-the-ultimate-escape-you-deserve-today</guid>
<description><![CDATA[ Discover ultimate luxury Divine Massage experience in Puerto Banus. Crafted for discerning clients, this bespoke treatment, add best techniques to deeply relax, rejuvenate, and revitalize your body and mind. Enjoy a tranquil, high-end atmosphere that ensures total relaxation and bliss. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3620f45654f.jpg" length="69085" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 10:11:25 +0500</pubDate>
<dc:creator>Banusmassage</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In a world filled with endless responsibilities, constant deadlines, and daily stress, finding the perfect way to relax has become more important than ever. If you are searching for an unforgettable wellness experience that combines elegance, comfort, and complete rejuvenation, <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.banusmassage.com/en/masajes/"><b>Luxury Divine Massage Puerto Banus</b></a></span></strong> is the answer. This exclusive experience offers a sanctuary where relaxation meets sophistication, allowing you to disconnect from the pressures of life and reconnect with your inner peace.<o:p></o:p></p>
<p class="MsoNormal">Every moment spent in a premium massage environment is designed to help you feel renewed, energized, and ready to take on the world. The demand for high-quality wellness experiences continues to grow, making now the perfect time to secure your session before availability becomes limited.<o:p></o:p></p>
<p class="MsoNormal"><b>Discover a New Standard of Relaxation<o:p></o:p></b></p>
<p class="MsoNormal">Not all massage experiences are created equal. Premium massage services focus on creating a personalized journey that caters to your specific needs. From the moment you arrive, every detail is carefully arranged to maximize comfort and satisfaction.<o:p></o:p></p>
<p class="MsoNormal">Professional therapists understand how to release tension, improve circulation, and promote overall well-being. Whether you are a visitor enjoying the glamour of Puerto Banus or a local resident seeking regular self-care, a luxurious massage experience provides benefits that extend far beyond the treatment room.<o:p></o:p></p>
<p class="MsoNormal">The combination of expert techniques, tranquil surroundings, and personalized attention creates an atmosphere that leaves guests feeling completely transformed. This is why so many people choose <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Banus Massage</span></strong> when searching for exceptional wellness services in the region.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Wellness Should Be Your Priority<o:p></o:p></b></p>
<p class="MsoNormal">Many individuals delay self-care, believing they can always schedule it later. Unfortunately, stress has a way of accumulating over time, affecting both physical and mental health. Investing in professional massage therapy is not simply a luxury—it is a powerful tool for maintaining balance and wellness.<o:p></o:p></p>
<p class="MsoNormal">Regular treatments can help reduce muscle tension, support relaxation, improve sleep quality, and encourage mental clarity. These benefits make massage one of the most effective wellness investments available today.<o:p></o:p></p>
<p class="MsoNormal">For those seeking an elevated experience, <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Luxury Divine Massage Puerto Banus</span></strong> provides a remarkable opportunity to enjoy premium care in an environment dedicated to total relaxation. The growing popularity of these services means appointments can fill quickly, making early booking highly recommended.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Your Marbella Lifestyle<o:p></o:p></b></p>
<p class="MsoNormal">Marbella is known worldwide for luxury, elegance, and unforgettable experiences. Wellness services have become an essential part of this lifestyle, offering residents and visitors the opportunity to enhance their quality of life.<o:p></o:p></p>
<p class="MsoNormal">One particularly sought-after option is <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.banusmassage.com/es/masajes-eroticos-marbella/"><b>Sado Massage Marbella</b></a></span></strong>, which has gained attention among wellness enthusiasts looking for unique and highly personalized experiences. Its growing reputation highlights the increasing demand for specialized massage services that prioritize client satisfaction and relaxation.<o:p></o:p></p>
<p class="MsoNormal">When combined with the vibrant energy of Marbella and Puerto Banus, these wellness experiences create the perfect balance between excitement and tranquility. Visitors often describe the feeling as an escape from reality—a chance to reset both body and mind.<o:p></o:p></p>
<p class="MsoNormal"><b>The Perfect Choice for Visitors and Locals<o:p></o:p></b></p>
<p class="MsoNormal">Whether you are enjoying a luxury holiday or living in the area year-round, premium massage services offer an exceptional way to recharge. Travelers often spend days exploring beaches, shopping destinations, and entertainment venues, leaving little time for recovery.<o:p></o:p></p>
<p class="MsoNormal">A professional massage session provides the ideal solution, helping reduce fatigue and restore energy levels. Locals also benefit from incorporating massage therapy into their regular wellness routines, creating long-term improvements in comfort and relaxation.<o:p></o:p></p>
<p class="MsoNormal">This commitment to excellence is one of the reasons why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.banusmassage.com/es/"><b>Banus Massage</b></a></span></strong> continues to attract clients who value professionalism, quality, and personalized care.<o:p></o:p></p>
<p class="MsoNormal"><b>Feel the Difference From the First Session<o:p></o:p></b></p>
<p class="MsoNormal">One of the most remarkable aspects of professional massage therapy is how quickly clients notice the benefits. Many individuals report feeling lighter, calmer, and significantly more relaxed after just one appointment.<o:p></o:p></p>
<p class="MsoNormal">The soothing environment, expert techniques, and dedicated attention work together to create a truly memorable experience. These immediate results encourage many clients to return regularly, making massage an essential part of their wellness journey.<o:p></o:p></p>
<p class="MsoNormal">As demand continues to increase, securing an appointment for <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Sado Massage Marbella</span></strong> has become a priority for those seeking premium relaxation services. Waiting too long could mean missing the opportunity to enjoy one of Marbella's most sought-after wellness experiences.<o:p></o:p></p>
<p class="MsoNormal"><b>A Luxury Experience Worth Every Moment<o:p></o:p></b></p>
<p class="MsoNormal">Modern lifestyles often leave little room for relaxation. Between work obligations, family commitments, and social responsibilities, finding time for yourself can be challenging. Yet the benefits of taking that time are undeniable.<o:p></o:p></p>
<p class="MsoNormal">Choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Luxury Divine Massage Puerto Banus</span></strong> allows you to step away from daily pressures and immerse yourself in a world of comfort and serenity. Every session is designed to help you feel refreshed, revitalized, and completely renewed.<o:p></o:p></p>
<p class="MsoNormal">This dedication to client satisfaction has helped <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Banus Massage</span></strong> build a reputation for delivering exceptional wellness experiences that exceed expectations.<o:p></o:p></p>
<p class="MsoNormal"><b>Book Before Availability Disappears<o:p></o:p></b></p>
<p class="MsoNormal">The popularity of luxury wellness services continues to grow as more people recognize the importance of self-care. Premium massage appointments are increasingly in demand, especially during peak travel seasons when visitors flock to Marbella and Puerto Banus.<o:p></o:p></p>
<p class="MsoNormal">If you have been considering a wellness escape, now is the ideal time to act. The opportunity to experience <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Luxury Divine Massage Puerto Banus</span></strong> and discover the benefits associated with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Sado Massage Marbella</span></strong> should not be postponed.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://www.banusmassage.com/en/casting/">Experienced Masseuse Jobs in Puerto Banus</a></span><br></b><b><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://www.banusmassage.com/en/casting/">Erotic Massage Jobs Puerto Banus</a></span><br></b><b><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://www.banusmassage.com/es/">massage puerto banus</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>Experienced Masseuse Jobs in Puerto Banus: Unlock a Rewarding Career Opportunity Today</title>
<link>https://news.bangboxonline.com/experienced-masseuse-jobs-in-puerto-banus-unlock-a-rewarding-career-opportunity-today</link>
<guid>https://news.bangboxonline.com/experienced-masseuse-jobs-in-puerto-banus-unlock-a-rewarding-career-opportunity-today</guid>
<description><![CDATA[ Hiring for experienced masseuses in Puerto Banus! Get a chance to work with our professional team and offers exceptional massage therapy in a luxurious setting. Competitive pay, flexible hours, and a supportive work environment. Apply now and take your career to the next level! ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a361e0129f8b.jpg" length="29006" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 09:58:53 +0500</pubDate>
<dc:creator>Banusmassage</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">The wellness and relaxation sector continues to grow at an extraordinary pace, creating exciting opportunities for skilled professionals who want to build a successful future. If you have experience, passion, and a commitment to exceptional client care, now is the perfect time to explore <b><a href="https://www.banusmassage.com/en/casting/">Experienced Masseuse Jobs in Puerto Banus</a></b>. This vibrant destination attracts visitors from around the world, generating strong demand for premium wellness services and creating a highly rewarding environment for talented practitioners.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">Why Puerto Banus Is the Ideal Career Destination<o:p></o:p></span></b></p>
<p class="MsoNormal">Puerto Banus has become synonymous with luxury, lifestyle, and world-class hospitality. Visitors expect outstanding experiences, and wellness services play a crucial role in meeting those expectations. This growing demand means experienced professionals can enjoy consistent opportunities, attractive earning potential, and exposure to an international clientele. Working in such a dynamic setting allows practitioners to sharpen their skills while building a strong professional reputation in a competitive marketplace.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">Stand Out in a High-Demand Market<o:p></o:p></span></b></p>
<p class="MsoNormal">Employers are constantly searching for dedicated specialists who can deliver memorable experiences for guests. The demand for quality massage services extends across hotels, wellness centers, private clients, and luxury establishments. Professionals who possess excellent communication skills, technical expertise, and a customer-focused mindset are especially valued. This is why <b><a href="https://www.banusmassage.com/es/">Banus Massage</a></b> focuses on connecting talented individuals with opportunities that help them achieve long-term success.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">The Power of Professional Growth<o:p></o:p></span></b></p>
<p class="MsoNormal">A successful career is about more than income alone. It is also about continuous learning, personal development, and professional advancement. The best opportunities provide exposure to diverse client needs, allowing practitioners to expand their expertise and gain valuable experience. Those seeking <b>Experienced Masseuse Jobs in Puerto Banus</b> can benefit from working in an environment where excellence is expected and rewarded. The combination of luxury clientele and strong market demand creates ideal conditions for career progression.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">Meeting Modern Wellness Expectations<o:p></o:p></span></b></p>
<p class="MsoNormal">Today’s clients are increasingly focused on relaxation, stress reduction, and overall well-being. They seek professional services delivered by knowledgeable practitioners who understand the importance of comfort and personalized care. Search trends such as <b>nuru massage marbella</b> demonstrate the growing online interest in specialized wellness-related experiences and the broader demand for premium relaxation services. Businesses that recognize these evolving preferences are positioned to attract more clients and create more employment opportunities.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">Build a Reputation That Opens Doors<o:p></o:p></span></b></p>
<p class="MsoNormal">A strong professional reputation can transform a career. Positive client experiences often lead to repeat bookings, referrals, and expanded opportunities. Professionals who consistently exceed expectations can establish themselves as trusted experts within the wellness sector. Through dedication, reliability, and outstanding service standards, individuals can create a powerful personal brand that supports long-term growth and financial success.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">Act Now Before Opportunities Pass By<o:p></o:p></span></b></p>
<p class="MsoNormal">The most sought-after positions do not remain available for long. As the tourism and wellness industries continue expanding, competition for top roles is increasing. Professionals who wait too long may miss the chance to secure positions that offer excellent working conditions and valuable career advantages. This makes now the ideal moment to pursue <b>Experienced Masseuse Jobs in Puerto Banus</b> and take the next step toward a brighter future.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">A Destination Where Talent Is Rewarded<o:p></o:p></span></b></p>
<p class="MsoNormal">One of the greatest advantages of working in a luxury-focused environment is the ability to showcase your expertise to an international audience. Clients appreciate exceptional service and are often willing to invest in quality experiences. As a result, skilled practitioners can enjoy both professional satisfaction and meaningful career rewards. Organizations such as <b>Banus Massage</b> understand the importance of matching talented professionals with opportunities that recognize and value their abilities.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">Growing Interest Creates More Possibilities<o:p></o:p></span></b></p>
<p class="MsoNormal">The wellness market continues to evolve, driven by changing consumer preferences and increasing awareness of self-care. Online searches for terms such as <b><a href="https://www.banusmassage.com/en/masajes/">nuru massage marbella</a></b> highlight how people actively explore relaxation and wellness experiences before making decisions. This sustained interest supports business growth and contributes to the ongoing need for qualified professionals capable of delivering exceptional service standards.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://www.banusmassage.com/en/masajes/">Anal Prostate Massage in Puerto Banus</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://www.banusmassage.com/es/">Tantric Massage Marbella</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://www.banusmassage.com/es/masajes-eroticos-marbella/">Erotic Sado Experience Marbella</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<item>
<title>The Rise of Liquid Pods: Why They’re Becoming So Popular</title>
<link>https://news.bangboxonline.com/the-rise-of-liquid-pods-why-theyre-becoming-so-popular</link>
<guid>https://news.bangboxonline.com/the-rise-of-liquid-pods-why-theyre-becoming-so-popular</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a361cb5e674d.jpg" length="51744" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 09:53:17 +0500</pubDate>
<dc:creator>Jacson Sanders</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The vaping market has changed a lot over the years. What started with basic e-cigarettes has now grown into a wide range of devices designed for different types of users. Among these options, liquid pods have become one of the most popular choices because they offer a simple and convenient vaping experience.</span></p>
<p dir="ltr"><span>Many adult vapers are moving away from larger, more complicated devices and choosing pod systems instead. Whether someone is new to vaping or has been vaping for years, liquid pods provide an easy way to enjoy their favourite e-liquids without dealing with complicated settings or regular maintenance. Their growing popularity shows that convenience and ease of use are becoming more important than ever.</span></p>
<h2 dir="ltr"><span>What Are Liquid Pods?</span></h2>
<p dir="ltr"><span>Liquid pods are small cartridges that hold e-liquid and work with pod vaping devices. Some pods come pre-filled and are ready to use straight away, while others can be refilled with the user's preferred e-liquid.</span></p>
<p dir="ltr"><span>These pods are designed to make vaping simple. Instead of handling large tanks and replacing multiple parts, users can simply insert a pod into their device and start vaping. When the pod is empty, it can either be refilled or replaced depending on the type of system being used.</span></p>
<h2 dir="ltr"><span>Why More People Are Choosing Liquid Pods</span></h2>
<p dir="ltr"><span>One of the main reasons liquid pods have become so popular is their simplicity. Many users do not want devices that require constant adjustments or regular maintenance.</span></p>
<p dir="ltr"><span>Pod systems are easy to understand and use. Most devices work automatically when the user inhales, removing the need for complicated controls. This makes them appealing to both beginners and experienced vapers who prefer a straightforward experience.</span></p>
<h2 dir="ltr"><span>Easy to Carry Anywhere</span></h2>
<p dir="ltr"><span>Portability is another major advantage of liquid pods.</span></p>
<p dir="ltr"><span>Most pod devices are compact enough to fit comfortably in a pocket or small bag. Their lightweight design makes them practical for everyday use, whether someone is travelling, commuting, or simply spending the day away from home.</span></p>
<p dir="ltr"><span>Unlike larger vape kits, pod systems usually require fewer accessories, making them easier to carry and manage throughout the day.</span></p>
<h2 dir="ltr"><span>Consistent Flavour and Performance</span></h2>
<p dir="ltr"><span>Many users appreciate </span><a href="https://fogfathers.co.uk/collections/liquidpod"><span>liquid pods</span></a><span> because they provide a reliable vaping experience. Modern pod systems are designed to deliver consistent flavour and vapour production from the first puff to the last.</span></p>
<p dir="ltr"><span>A good pod system can help provide:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Smooth flavour delivery</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reliable nicotine satisfaction</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Steady vapour production</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Less chance of leaking</span></p>
</li>
</ul>
<p dir="ltr"><span>This consistency is one reason many users continue to choose pod-based devices over more complicated setups.</span></p>
<h2 dir="ltr"><span>A Great Option for Beginners</span></h2>
<p dir="ltr"><span>For people who are new to vaping, liquid pods offer an easy starting point.</span></p>
<p dir="ltr"><span>Traditional vape kits can sometimes feel confusing because they involve different settings, coils, and maintenance tasks. Pod systems remove much of that complexity and allow users to focus on the vaping experience itself.</span></p>
<p dir="ltr"><span>Many beginners prefer liquid pods because they offer:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Simple setup</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Easy operation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Minimal maintenance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Quick learning process</span></p>
</li>
</ul>
<p dir="ltr"><span>This user-friendly design has helped pod systems attract a large number of new vapers.</span></p>
<h2 dir="ltr"><span>Wide Variety of Flavours</span></h2>
<p dir="ltr"><span>Flavour choice plays a big role in the popularity of liquid pods. Manufacturers now offer a huge selection of flavours to suit different tastes.</span></p>
<p dir="ltr"><span>Popular flavour categories include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Fruit flavours</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Mint and menthol flavours</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Drink-inspired flavours</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Dessert flavours</span></p>
</li>
</ul>
<p dir="ltr"><span>This variety allows users to experiment and find flavours that match their personal preferences.</span></p>
<h2 dir="ltr"><span>Perfect for Nicotine Salts</span></h2>
<p dir="ltr"><span>Liquid pods work especially well with nicotine salt e-liquids, which have become increasingly popular in recent years.</span></p>
<p dir="ltr"><span>Nicotine salts are known for providing a smoother vaping experience and quicker nicotine satisfaction. Many pod devices are specifically designed to work with these e-liquids, making them a natural choice for users who want a more satisfying vape without harsh throat hits.</span></p>
<p dir="ltr"><span>This combination has helped liquid pods become a popular option among people moving away from smoking.</span></p>
<h2 dir="ltr"><span>Less Maintenance Than Traditional Devices</span></h2>
<p dir="ltr"><span>One of the biggest benefits of liquid pods is the reduced amount of maintenance required.</span></p>
<p dir="ltr"><span>With larger vape tanks, users often need to clean components, change coils, and deal with various setup issues. Pod systems simplify this process significantly.</span></p>
<p dir="ltr"><span>In most cases, users only need to:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Replace or refill the pod</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Charge the device</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Keep the device clean</span></p>
</li>
</ul>
<p dir="ltr"><span>This simplicity saves time and makes vaping more convenient for everyday use.</span></p>
<h2 dir="ltr"><span>Improved Leak Protection</span></h2>
<p dir="ltr"><span>Leaking e-liquid has been a common problem with some vaping devices over the years. Modern liquid pods are designed with improved sealing systems that help reduce this issue.</span></p>
<p dir="ltr"><span>While no device can completely eliminate the possibility of leaks, today's pod technology offers much better protection than many older systems. This improvement helps create a cleaner and more reliable vaping experience.</span></p>
<h2 dir="ltr"><span>Affordable and Practical</span></h2>
<p dir="ltr"><span>Another reason for the rise of liquid pods is their affordability.</span></p>
<p dir="ltr"><span>Many pod devices are available at reasonable prices, making them accessible to a wide range of adult users. Since they often require fewer replacement parts and less maintenance, ongoing costs can also be lower compared to some advanced vaping setups.</span></p>
<p dir="ltr"><span>For users looking for a balance between performance and value, pod systems are often a practical choice.</span></p>
<h2 dir="ltr"><span>A More Discreet Vaping Experience</span></h2>
<p dir="ltr"><span>Not everyone wants large clouds of vapour. Many users prefer a more subtle vaping experience that fits easily into their daily routine.</span></p>
<p dir="ltr"><span>Liquid pods typically produce moderate vapour levels, making them suitable for people who prefer a discreet option. Their compact size also makes them less noticeable than larger devices.</span></p>
<p dir="ltr"><span>This combination of portability and discretion continues to attract many adult vapers.</span></p>
<h2 dir="ltr"><span>Continuous Improvements in Pod Technology</span></h2>
<p dir="ltr"><span>The popularity of liquid pods has encouraged manufacturers to keep improving their products.</span></p>
<p dir="ltr"><span>Today's pod systems often include features such as:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better coil technology</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Longer battery life</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Faster charging</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved flavour production</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Enhanced leak resistance</span></p>
</li>
</ul>
<p dir="ltr"><span>As technology continues to advance, pod systems are expected to become even more efficient and user-friendly.</span></p>
<h2 dir="ltr"><span>The Growing Demand for Refillable Pods</span></h2>
<p dir="ltr"><span>Many users are now choosing refillable liquid pods because they offer greater flexibility.</span></p>
<p dir="ltr"><span>Refillable systems allow users to choose their preferred e-liquids rather than being limited to pre-filled options. They can also help reduce waste and lower long-term costs.</span></p>
<p dir="ltr"><span>As more people look for practical and flexible vaping solutions, refillable pod systems are becoming increasingly popular.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>The popularity of liquid pods continues to grow because they offer exactly what many adult vapers are looking for: simplicity, convenience, portability, and reliable performance. They are easy to use, require less maintenance, and provide a satisfying vaping experience without the complexity of larger devices.</span></p>
<p dir="ltr"><span>Many users looking for information about modern pod systems, e-liquids, and vaping products often explore resources such as </span><a href="https://fogfathers.co.uk/"><span>FogFathers</span></a><span> to stay updated on the latest developments in the vaping market and learn more about available options.</span></p>
<p dir="ltr"><span>As vaping technology continues to evolve, liquid pods are expected to remain a major part of the industry. Their combination of ease of use, flavour variety, and practical design makes them a popular choice for both new and experienced adult vapers, and their popularity shows no sign of slowing down.</span></p>]]> </content:encoded>
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<title>Moving Made Easy with Professional Man With a Van Melbourne</title>
<link>https://news.bangboxonline.com/melbournemoverspackers</link>
<guid>https://news.bangboxonline.com/melbournemoverspackers</guid>
<description><![CDATA[ Moving a home office retail shop or warehouse can turn into a really time consuming thing fast. One minute you are lifting furniture, the next you are packing fragile bits, and then suddenly your trying to coordinate transport too. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a361831a9285.jpg" length="205681" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 09:34:07 +0500</pubDate>
<dc:creator>melbournemoverspackers</dc:creator>
<media:keywords>Man With a Van Melbourne</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1047}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:16,&quot;w&quot;:1186,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1049}">Moving a home office retail shop or warehouse can turn into a really time consuming thing fast. One minute you are lifting furniture, the next you are packing fragile bits, and then suddenly your trying to coordinate transport too. It’s a lot to juggle, really. So that’s why a good number of residents and business owners go with a pro man with a van Melbourne service, just to simplify the whole move, a little.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:91,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1124}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:89,&quot;w&quot;:570,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1122}">Why More Melburnians Choose a Man With a Van Service</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:128,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1161}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:130,&quot;w&quot;:1145,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1163}">Traditional moving services are not always the best , or even the most practical. If you’re shifting a small apartment, moving furniture around, or doing a last minute relocation, a full scale removal service might be more than you actually require.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:182,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1215}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:184,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1217}">A professional </span><a href="https://melbournemoverspackers.com.au/services/man-with-van-melbourne/" bis_size="{&quot;x&quot;:99,&quot;y&quot;:184,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:401,&quot;abs_y&quot;:1217}"><span bis_size="{&quot;x&quot;:99,&quot;y&quot;:184,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:401,&quot;abs_y&quot;:1217}">man with a van Melbourne</span></a><span bis_size="{&quot;x&quot;:264,&quot;y&quot;:184,&quot;w&quot;:789,&quot;h&quot;:16,&quot;abs_x&quot;:566,&quot;abs_y&quot;:1217}"> service gives you that kind of flexibility, a bit more affordability, yet still delivers professional moving help in a calm, reliable way.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:216,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1249}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:218,&quot;w&quot;:503,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1251}">Some common situations where people use a man with a van Melbourne include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:250,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1283}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:250,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1283}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:250,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1283}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:252,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1285}">Apartment relocations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:284,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1317}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:284,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1317}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:286,&quot;w&quot;:93,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1319}">Student moves</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:318,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1351}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:318,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1351}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:320,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1353}">Office furniture transport</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:352,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1385}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:352,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1385}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:354,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1387}">Retail stock transfers</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:386,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1419}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:388,&quot;w&quot;:845,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1421}">The convenience of having skilled movers and a well-equipped vehicle makes the process far easier than attempting everything yourself.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:424,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1457}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:422,&quot;w&quot;:639,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1455}">The Benefits of Hiring a Professional Man With a Van Melbourne</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:461,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1494}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:462,&quot;w&quot;:260,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1495}">1. Cost-Effective Moving Solution</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:498,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1531}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:500,&quot;w&quot;:308,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1533}">Budget is often a major concern during relocation.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:532,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1565}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:534,&quot;w&quot;:1114,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1567}">A professional man with a van service usually costs less than the bigger removals outfits , because you’re mainly paying for the space and the extra pair of hands you actually need.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:566,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1599}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:568,&quot;w&quot;:218,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1601}">This makes it a practical choice for:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:600,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1633}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:600,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1633}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:600,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1633}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:602,&quot;w&quot;:108,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1635}">Small businesses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:634,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1667}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:634,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1667}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:636,&quot;w&quot;:56,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1669}">Start-ups</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:668,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1701}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:668,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1701}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:670,&quot;w&quot;:94,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1703}">Online retailers</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:702,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1735}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:702,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1735}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:704,&quot;w&quot;:55,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1737}">Students</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:736,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1769}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:738,&quot;w&quot;:680,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1771}">Instead of hiring a large truck that may be half empty, you can choose a solution tailored to your requirements.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:772,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1805}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:773,&quot;w&quot;:211,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1806}">2. Faster Local Relocations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:808,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1841}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:810,&quot;w&quot;:479,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1843}">Melbourne's roads can be challenging, particularly during peak traffic periods.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:842,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1875}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:844,&quot;w&quot;:1032,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1877}">An experienced man with a van in Melbourne kind of understands the local routes , the traffic patterns , and also access requirements moving across different suburbs.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:876,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1909}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:878,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1911}">This local knowledge helps:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:910,&quot;w&quot;:1190,&quot;h&quot;:88,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1943}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:910,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1943}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:910,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1943}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:912,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1945}">Reduce travel delays</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:944,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1977}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:944,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1977}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:946,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1979}">Improve delivery times</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:978,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2011}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:978,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2011}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:980,&quot;w&quot;:263,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2013}">Minimise disruption to business operations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1012,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2045}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1014,&quot;w&quot;:693,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2047}">For business owners, every hour saved during a move can translate into less downtime and greater productivity.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1049,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2082}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1050,&quot;w&quot;:410,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2083}">3. Professional Handling of Furniture and Equipment</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1085,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2118}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1087,&quot;w&quot;:477,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2120}">Moving valuable items requires more than simply loading them into a vehicle.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1119,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2152}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1121,&quot;w&quot;:552,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2154}">Experienced movers use proper lifting techniques and secure loading methods to protect:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1153,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2186}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1153,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2186}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1153,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2186}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1155,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2188}">Office furniture</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1187,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2220}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1187,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2220}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1189,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2222}">Computer equipment</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1221,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2254}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1221,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2254}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1223,&quot;w&quot;:90,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2256}">Retail displays</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1255,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2288}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1255,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2288}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1257,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2290}">Appliances</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1289,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2322}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1291,&quot;w&quot;:1120,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2324}">Many professional men with a van Melbourne provider also toss in furniture blankets, fastening straps, little trolleys, and protective materials , to help avoid damage while it’s moving.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1326,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2359}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1324,&quot;w&quot;:367,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2357}">Ideal for Small Business Relocations</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1364,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2397}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1366,&quot;w&quot;:800,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2399}">Small and medium-sized businesses often need a practical relocation option without the expense of large-scale removal services.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1398,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2431}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1400,&quot;w&quot;:354,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2433}">A reliable man with a van service is particularly useful for:</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1434,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2467}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1435,&quot;w&quot;:101,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2468}">Office Moves</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1471,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2504}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1473,&quot;w&quot;:560,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2506}">Businesses frequently relocate due to growth, lease changes, or operational requirements.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1505,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2538}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1507,&quot;w&quot;:225,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2540}">Professional movers can assist with:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1539,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2572}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1539,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2572}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1539,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2572}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1541,&quot;w&quot;:76,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2574}">Office desks</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1573,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2606}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1573,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2606}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1575,&quot;w&quot;:40,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2608}">Chairs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1607,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2640}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1607,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2640}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1609,&quot;w&quot;:89,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2642}">Filing cabinets</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1641,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2674}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1641,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2674}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1643,&quot;w&quot;:81,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2676}">IT equipment</span></p>
</li>
</ul>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1677,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2710}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1678,&quot;w&quot;:169,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2711}">Retail Store Transfers</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1713,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2746}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1715,&quot;w&quot;:520,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2748}">Retailers moving inventory between locations need efficient transportation solutions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1747,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2780}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1749,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2782}">A trusted man with a van Melbourne can help move:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1781,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2814}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1781,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2814}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1781,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2814}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1783,&quot;w&quot;:87,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2816}">Shelving units</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1815,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2848}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1815,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2848}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1817,&quot;w&quot;:35,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2850}">Stock</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1849,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2882}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1849,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2882}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1851,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2884}">Point-of-sale equipment</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1883,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2916}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1883,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2916}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1885,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2918}">Promotional displays</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1921,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2954}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1919,&quot;w&quot;:481,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2952}">Packing Matters More Than Most People Realise</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1958,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2991}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1960,&quot;w&quot;:410,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2993}">One of the biggest causes of moving-day damage is poor packing.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1992,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3025}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1994,&quot;w&quot;:470,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3027}">Many customers now combine a man with a van service with a professional </span><a href="https://melbournemoverspackers.com.au/services/packing-unpacking-melbourne/" bis_size="{&quot;x&quot;:478,&quot;y&quot;:1994,&quot;w&quot;:261,&quot;h&quot;:16,&quot;abs_x&quot;:780,&quot;abs_y&quot;:3027}"><span bis_size="{&quot;x&quot;:478,&quot;y&quot;:1994,&quot;w&quot;:261,&quot;h&quot;:16,&quot;abs_x&quot;:780,&quot;abs_y&quot;:3027}">packing and unpacking service Melbourne</span></a><span bis_size="{&quot;x&quot;:740,&quot;y&quot;:1994,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:1042,&quot;abs_y&quot;:3027}"> to improve efficiency and reduce risk.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2026,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3059}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2028,&quot;w&quot;:297,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3061}">Professional packing offers several advantages:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2060,&quot;w&quot;:1190,&quot;h&quot;:88,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3093}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2060,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3093}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2060,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3093}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2062,&quot;w&quot;:202,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3095}">Better protection for fragile items</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2094,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3127}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2094,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3127}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2096,&quot;w&quot;:180,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3129}">Faster loading and unloading</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2128,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3161}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2128,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3161}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2130,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3163}">Reduced breakage</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2162,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3195}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2164,&quot;w&quot;:651,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3197}">Proper labelling and packaging can also make unpacking significantly quicker after the move is complete.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2196,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3229}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2198,&quot;w&quot;:311,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3231}">"A well-packed move is usually a smoother move."</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2234,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3267}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2232,&quot;w&quot;:383,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3265}">Perfect for Small Removals Melbourne</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2271,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3304}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2273,&quot;w&quot;:398,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3306}">Not every relocation involves an entire household or large office.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2305,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3338}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2307,&quot;w&quot;:450,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3340}">Many customers only need assistance moving a limited number of items.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2339,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3372}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2341,&quot;w&quot;:86,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3374}">This is where </span><a href="https://melbournemoverspackers.com.au/services/small-removals-melbourne/" bis_size="{&quot;x&quot;:94,&quot;y&quot;:2341,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:396,&quot;abs_y&quot;:3374}"><span bis_size="{&quot;x&quot;:94,&quot;y&quot;:2341,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:396,&quot;abs_y&quot;:3374}">small removals Melbourne</span></a><span bis_size="{&quot;x&quot;:257,&quot;y&quot;:2341,&quot;w&quot;:209,&quot;h&quot;:16,&quot;abs_x&quot;:559,&quot;abs_y&quot;:3374}"> services become highly valuable.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2373,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3406}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2375,&quot;w&quot;:113,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3408}">Examples include:</span></p>
<ol bis_size="{&quot;x&quot;:8,&quot;y&quot;:2407,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3440}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2407,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3440}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2407,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3440}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2409,&quot;w&quot;:120,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3442}">Transporting a sofa</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2441,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3474}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2441,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3474}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2443,&quot;w&quot;:132,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3476}">Moving a dining table</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2475,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3508}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2475,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3508}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2477,&quot;w&quot;:172,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3510}">Relocating office equipment</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2509,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3542}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2509,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3542}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2511,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3544}">Delivering appliances</span></p>
</li>
</ol>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2543,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3576}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2545,&quot;w&quot;:735,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3578}">A professional man with a van provides the ideal balance between affordability and convenience for these smaller jobs.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2581,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3614}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2579,&quot;w&quot;:150,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3612}">Final Thoughts</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2618,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3651}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2620,&quot;w&quot;:1158,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3653}">A professional man with a van Melbourne service gives an efficient, and practical answer for residential moves, office relocations, retail transfers, and moving furniture around. With flexible timing and cost effective pricing, plus experienced movers, it is often the smartest route for households and businesses that want to shift location without silly complications, or all that extra hassle.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2692,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3725}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2694,&quot;w&quot;:1135,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3727}">If you need help with furniture transport, office relocation, or even those little removals in Melbourne, plus if you’re looking for a full packing and unpacking service Melbourne , picking a seasoned man with a van provider can make the whole thing more arranged, quicker, and honestly less stressful.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2746,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3779}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2748,&quot;w&quot;:381,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3781}">When planning your next relocation, partnering with a trusted </span><a href="https://melbournemoverspackers.com.au/" bis_size="{&quot;x&quot;:389,&quot;y&quot;:2748,&quot;w&quot;:232,&quot;h&quot;:16,&quot;abs_x&quot;:691,&quot;abs_y&quot;:3781}"><span bis_size="{&quot;x&quot;:389,&quot;y&quot;:2748,&quot;w&quot;:232,&quot;h&quot;:16,&quot;abs_x&quot;:691,&quot;abs_y&quot;:3781}">moving company melbourne australia</span></a><span bis_size="{&quot;x&quot;:622,&quot;y&quot;:2748,&quot;w&quot;:413,&quot;h&quot;:16,&quot;abs_x&quot;:924,&quot;abs_y&quot;:3781}"> can make the entire process significantly easier from start to finish</span><span bis_size="{&quot;x&quot;:1035,&quot;y&quot;:2748,&quot;w&quot;:7,&quot;h&quot;:16,&quot;abs_x&quot;:1337,&quot;abs_y&quot;:3781}">. </span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2783,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3816}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2781,&quot;w&quot;:283,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3814}">Frequently Asked Questions</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2821,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3854}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2822,&quot;w&quot;:479,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3855}">Is a man with a van Melbourne suitable for office relocations?</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2857,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3890}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2859,&quot;w&quot;:785,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3892}">Yes. Many businesses use a man with a van Melbourne service for moving office furniture, equipment, stock, and workstations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2894,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3927}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2895,&quot;w&quot;:396,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3928}">How much does a man with a van Melbourne cost?</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2930,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3963}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2932,&quot;w&quot;:556,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3965}">Pricing varies based on distance, vehicle size, labour requirements, and move complexity.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2966,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3999}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2967,&quot;w&quot;:465,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4000}">Can I book a man with a van in Melbourne for a single item?</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3003,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4036}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3005,&quot;w&quot;:738,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4038}">Absolutely. Many providers specialise in transporting individual furniture items, appliances, and marketplace purchases.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3039,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4072}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3040,&quot;w&quot;:428,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4073}">Do men with van services provide packing assistance?</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3075,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4108}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3077,&quot;w&quot;:727,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4110}">Many companies offer additional services, including professional packing and unpacking service Melbourne solutions.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3109,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4142}"></p>]]> </content:encoded>
</item>

<item>
<title>Tips for Finding Reliable Garage Door Installation Parts</title>
<link>https://news.bangboxonline.com/tips-for-finding-reliable-garage-door-installation-parts</link>
<guid>https://news.bangboxonline.com/tips-for-finding-reliable-garage-door-installation-parts</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3615795129c.jpg" length="45876" type="image/jpeg"/>
<pubDate>Sat, 20 Jun 2026 09:22:25 +0500</pubDate>
<dc:creator>Pop&apos;s Garage</dc:creator>
<media:keywords>High-Quality Garage Door</media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr"><span>Introduction</span></h2>
<p dir="ltr"><span>A garage door is something most homeowners use every day without thinking much about it. It opens and closes many times, protects your car and belongings, and adds safety to your home. But for it to work properly, every small part inside the system must be strong and reliable. If even one part is weak or not made well, the whole system can stop working correctly. That is why choosing the right garage door installation parts is very important.</span></p>
<p dir="ltr"><span>Many people in the USA only think about fixing their garage door when something breaks. But the truth is, most problems can be avoided if the right parts are used from the beginning. Good quality parts help your garage door move smoothly, reduce noise, and last longer. In this guide, you will learn simple and practical tips to help you find the right parts without confusion and make better decisions for your garage door system.</span></p>
<h2 dir="ltr"><span>Why Strong Garage Door Parts Matter</span></h2>
<p dir="ltr"><span>Garage doors are heavy and used many times a day. Because of this, they need parts that can handle pressure and constant movement. Weak or low-quality parts can wear out quickly and cause problems like shaking, loud sounds, or even complete failure of the door.</span></p>
<p dir="ltr"><span>When you use strong and well-made parts, your garage door works in a smooth and safe way. It also puts less pressure on the opener and other parts. This means fewer repairs and less spending in the long run. Many homeowners do not realize that spending a little more on good parts at the start can save a lot of money later.</span></p>
<p dir="ltr"><span>Good parts also improve safety. A garage door has heavy springs and moving parts that must stay balanced. If something breaks, it can be dangerous. That is why choosing reliable materials is always a smart decision for any homeowner.</span></p>
<h2 dir="ltr"><span>Basic Parts of a Garage Door System You Should Know</span></h2>
<p dir="ltr"><span>Before choosing parts, it helps to understand what they do. A garage door system is made of several small but important components working together.</span></p>
<p dir="ltr"><span>Springs are one of the most important parts. They carry the weight of the door and help it open and close easily. If springs are weak or not correct for the door size, the system will not work properly.</span></p>
<p dir="ltr"><span>Rollers help the door move along the tracks. When they are in good condition, the door moves quietly and smoothly. If they are worn out, you may hear loud noises or feel uneven movement.</span></p>
<p dir="ltr"><span>Cables work with the springs to lift and lower the door safely. Hinges connect the door panels and allow them to bend as the door moves. Tracks guide the entire door so it moves in a straight and controlled path.</span></p>
<p dir="ltr"><span>All these parts must work together. If one part is low quality or damaged, it can affect the whole system. That is why choosing the right components is so important.</span></p>
<h2 dir="ltr"><span>Simple Tips for Finding Reliable Garage Door Parts</span></h2>
<p dir="ltr"><span>When looking for garage door installation parts, the first thing to focus on is material quality. Strong metals and durable materials last much longer and handle daily use better. Avoid parts that feel light, weak, or poorly made.</span></p>
<p dir="ltr"><span>Another important thing is making sure the parts match your garage door system. Not all doors are the same, so the parts must fit properly. If something does not match, it can cause alignment problems or reduce performance.</span></p>
<p dir="ltr"><span>You should also think about how much weight the parts can handle. This is especially important for springs and cables. These parts carry heavy loads, so they must be the right size and strength for your door.</span></p>
<p dir="ltr"><span>Long-lasting performance is another key factor. Reliable parts are designed to work well for years without breaking down easily. This is where choosing </span><a href="https://popsgaragedoors.com/blog/how-to-find-high-quality-garage-door-installation-parts/"><span>High-Quality Garage Door</span></a><span> parts becomes very important, because better quality means fewer repairs and better safety.</span></p>
<h2 dir="ltr"><span>How to Spot Good Quality Garage Door Components</span></h2>
<p dir="ltr"><span>There are some easy ways to check if a part is good quality. First, look at the surface and finishing. Smooth edges and solid construction usually mean the part is made carefully and with good materials.</span></p>
<p dir="ltr"><span>Another sign is how the part feels when installed. If it moves smoothly and fits properly without force, it is usually a good quality product. Poor parts often feel rough, tight, or unstable during installation.</span></p>
<p dir="ltr"><span>Weight can also help you understand quality. Strong parts are usually heavier because they are made from stronger materials. Light parts may not last as long under pressure.</span></p>
<p dir="ltr"><span>It also helps when parts are designed to fit correctly without extra adjustments. Well-made parts reduce installation problems and help the whole system work better.</span></p>
<p dir="ltr"><span>Choosing trusted solutions like Pop's Garage Doors can help ensure you get reliable and safe parts that are made for long-term use.</span></p>
<h2 dir="ltr"><span>Mistakes People Often Make When Buying Parts</span></h2>
<p dir="ltr"><span>One of the biggest mistakes homeowners make is choosing parts only because they are cheap. While saving money feels good at first, low-quality parts often break quickly and lead to higher repair costs later.</span></p>
<p dir="ltr"><span>Another common mistake is not checking if the parts match the garage door system. Even small differences can cause problems with movement, balance, and safety.</span></p>
<p dir="ltr"><span>Some people also try to fix or replace parts without understanding how the system works. This can lead to incorrect installation and damage to other components.</span></p>
<p dir="ltr"><span>Safety is another thing people often ignore. Garage doors use strong tension in springs and cables. If the wrong parts are used, it can create dangerous situations. Always make sure the parts are safe and properly rated for your system.</span></p>
<h2 dir="ltr"><span>Easy Maintenance Tips for Longer Life</span></h2>
<p dir="ltr"><span>Even the best garage door parts need care to last long. Simple maintenance can make a big difference in how your system works over time.</span></p>
<p dir="ltr"><span>You should check your garage door regularly to make sure everything is working smoothly. Look for signs of wear like noise, shaking, or slow movement. Small problems should be fixed early before they become bigger issues.</span></p>
<p dir="ltr"><span>Lubricating moving parts like rollers and hinges helps reduce friction and keeps the door quiet. Tightening loose bolts and checking alignment also helps improve performance.</span></p>
<p dir="ltr"><span>It is also important to replace worn-out parts quickly instead of waiting for them to fail completely. This helps protect the rest of the system and keeps everything working safely.</span></p>
<h2 dir="ltr"><span>Choosing the Right Source for Garage Door Parts</span></h2>
<p dir="ltr"><span>Where you buy your garage door parts matters just as much as the parts themselves. A trusted source gives you better quality, better safety, and better support.</span></p>
<p dir="ltr"><span>When parts are made with care and tested for durability, they last longer and perform better. This also reduces the chance of unexpected breakdowns.</span></p>
<p dir="ltr"><a href="https://popsgaragedoors.com/"><span>Pop's Garage Doors</span></a><span> is a trusted option for homeowners who want reliable and strong garage door solutions. They focus on providing parts that are built for safety, smooth performance, and long-term use. Whether you need small replacements or full installation support, choosing the right provider helps you avoid problems in the future.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Finding the right garage door installation parts is not difficult if you know what to look for. The key is to focus on quality, proper fit, and long-lasting performance. Every small part in a garage door system plays an important role, and choosing the right ones helps keep everything safe and smooth.</span></p>
<p dir="ltr"><span>By avoiding cheap or mismatched parts and focusing on strong materials, you can reduce repair costs and improve the life of your garage door system. Regular maintenance also helps keep everything in good condition for years</span><span>.</span></p>
<p></p>]]> </content:encoded>
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<title>Bulk Filtration Market Forecast Growth Driven by Expanding Industrial Processing and Wastewater Treatment</title>
<link>https://news.bangboxonline.com/bulk-filtration-market-forecast-growth-driven-by-expanding-industrial-processing-and-wastewater-treatment</link>
<guid>https://news.bangboxonline.com/bulk-filtration-market-forecast-growth-driven-by-expanding-industrial-processing-and-wastewater-treatment</guid>
<description><![CDATA[ Bulk Filtration Market was valued at USD 14.37 Bn. in 2025, and the total revenue is expected to grow at a CAGR of 5.5% from 2026 to 2032 ]]></description>
<enclosure url="" length="45876" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 23:20:43 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<h1><strong><a href="https://www.stellarmr.com/report/bulk-filtration-market/2639">Bulk Filtration Market<span> </span></a>Expands as Industrial Growth and Environmental Regulations Drive Global Demand</strong></h1>
<h2><strong>Introduction</strong></h2>
<p>The global<span> </span><strong>Bulk Filtration Market</strong><span> </span>is witnessing robust growth as industries increasingly invest in advanced filtration technologies to improve operational efficiency, ensure product quality, and comply with stringent environmental regulations. Bulk filtration involves the large-scale removal of contaminants, suspended solids, and impurities from liquids and gases across high-volume industrial processes. It plays a vital role in sectors such as water and wastewater treatment, pharmaceuticals, food and beverages, chemicals, oil and gas, and manufacturing. According to industry analysis, the global Bulk Filtration Market was valued at<span> </span><strong>USD 13.63 billion in 2024</strong><span> </span>and is projected to reach<span> </span><strong>USD 20.92 billion by 2032</strong>, registering a<span> </span><strong>CAGR of 5.5%</strong><span> </span>during the forecast period.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/bulk-filtration-market/2639">https://www.stellarmr.com/report/req_sample/bulk-filtration-market/2639</a> <br></strong></h2>
<h2><strong>Increasing Demand for Clean Water Fuels Market Growth</strong></h2>
<p>One of the primary drivers of the Bulk Filtration Market is the growing global demand for clean water and efficient wastewater treatment. Governments and industries are investing heavily in modern water purification infrastructure to address rising water scarcity, pollution, and stricter environmental regulations.</p>
<p>Bulk filtration systems help remove suspended solids, microorganisms, and industrial contaminants while ensuring compliance with water quality standards. Rapid urbanization and industrial expansion, particularly in emerging economies, continue to increase the need for reliable and high-capacity filtration solutions.</p>
<h2><strong>Industrial Automation Strengthens Market Expansion</strong></h2>
<p>Industrial manufacturing continues to be one of the largest end users of bulk filtration technologies. Industries such as chemicals, pharmaceuticals, mining, power generation, and food processing require highly efficient filtration systems to maintain product purity, protect equipment, and improve production efficiency.</p>
<p>Modern filtration systems minimize equipment wear, reduce maintenance costs, and extend the operational life of machinery by preventing contamination in process fluids. As manufacturers increasingly adopt automated production systems and Industry 4.0 technologies, demand for advanced filtration solutions is expected to rise steadily.</p>
<h2><strong>Technological Innovation Improves Filtration Efficiency</strong></h2>
<p>Continuous advancements in filtration materials and engineering are transforming the Bulk Filtration Market. Manufacturers are introducing advanced membrane technologies, nano-filtration materials, smart monitoring systems, and energy-efficient filtration equipment that deliver higher contaminant removal rates with lower operating costs.</p>
<p>Digital monitoring, predictive maintenance, and sensor-based filtration management enable real-time performance optimization while reducing downtime. These innovations improve filtration accuracy, increase throughput, and help industries meet increasingly stringent quality and environmental standards. Sustainable filtration media and recyclable filter materials are also gaining popularity as organizations prioritize environmentally responsible operations.</p>
<h2><strong>Cartridge Filters Lead Product Adoption</strong></h2>
<p>Among filtration system types,<span> </span><strong>cartridge filters</strong><span> </span>account for the largest share of the Bulk Filtration Market due to their high filtration efficiency, simple maintenance, and broad industrial applicability. They are widely used in water treatment, pharmaceutical manufacturing, food processing, and chemical production where precise contaminant removal is essential.</p>
<p>Liquid-liquid and solid-liquid filtration applications continue to dominate market demand as industries increasingly focus on improving product quality, reducing waste, and maintaining operational reliability. Industrial applications remain the largest end-use segment due to extensive deployment across manufacturing and processing facilities worldwide.</p>
<h2><strong>Regional Outlook</strong></h2>
<p>North America currently holds the largest share of the Bulk Filtration Market due to advanced industrial infrastructure, strict environmental regulations, and substantial investments in water treatment and manufacturing modernization. The region continues to adopt advanced filtration technologies across pharmaceuticals, food processing, chemicals, and municipal water systems.</p>
<p>Asia-Pacific is expected to register the fastest growth during the forecast period. Rapid industrialization, expanding manufacturing sectors, increasing infrastructure investment, and growing environmental awareness across China, India, Japan, and Southeast Asia are creating significant opportunities for filtration system manufacturers. Europe also remains a key market, supported by sustainability initiatives, industrial modernization, and rigorous environmental compliance requirements.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/bulk-filtration-market/2639">https://www.stellarmr.com/report/req_sample/bulk-filtration-market/2639</a> <br></strong></h2>
<h2><strong>Competitive Landscape</strong></h2>
<p>The Bulk Filtration Market remains highly competitive, with leading companies focusing on technological innovation, product development, strategic partnerships, and global expansion. Manufacturers are investing in smart filtration systems, advanced membrane technologies, and environmentally sustainable filtration materials to strengthen their competitive position.</p>
<p>Growing demand for customized filtration solutions across multiple industries is encouraging companies to expand research and development activities while improving after-sales support and digital monitoring capabilities. Strategic acquisitions and regional manufacturing expansion continue to shape the competitive landscape.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the<span> </span><strong>Bulk Filtration Market</strong><span> </span>remains highly promising as industries continue prioritizing operational efficiency, environmental sustainability, and regulatory compliance. Rising investments in water infrastructure, expanding industrial production, technological advancements in filtration media, and increasing adoption of automated process control systems will continue supporting long-term market growth. As manufacturers seek cleaner, more efficient, and cost-effective production processes, bulk filtration technologies will remain an essential component of modern industrial operations, creating substantial opportunities for equipment manufacturers and technology providers worldwide.</p>
<h1><strong style="font-size: 11px;">About Stellar Market Research:</strong></h1>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
<p>3rd Floor, Navale IT Park, Phase 2</p>
<p>Pune Banglore Highway, Narhe,</p>
<p>Pune, Maharashtra 411041, India</p>
<p><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong></p>
<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
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<title>Distributed Control Systems Market Forecast Growth Fueled by Process Industry Modernization</title>
<link>https://news.bangboxonline.com/distributed-control-systems-market-forecast-growth-fueled-by-process-industry-modernization</link>
<guid>https://news.bangboxonline.com/distributed-control-systems-market-forecast-growth-fueled-by-process-industry-modernization</guid>
<description><![CDATA[ Distributed Control Systems Market is expected to expand from USD 22.77 billion in 2025 to USD 33.31 billion by 2032, delivering an increasing CAGR of 5.58%. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a35883076d26.jpg" length="69821" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 22:57:09 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<h1><strong><a href="https://www.stellarmr.com/report/Distributed-Control-Systems-Market/2631">Distributed Control Systems Market<span> </span></a>Expands as Industrial Automation and Digital Transformation Accelerate Worldwide</strong></h1>
<h2><strong>Introduction</strong></h2>
<p>The global<span> </span><strong>Distributed Control Systems (DCS) Market</strong><span> </span>is witnessing significant growth as industries increasingly adopt advanced automation technologies to improve operational efficiency, process reliability, and plant safety. Distributed Control Systems are integrated automation platforms that monitor and control complex industrial processes through decentralized controllers connected via communication networks. These systems are widely used in industries such as oil and gas, power generation, chemicals, pharmaceuticals, food and beverages, water treatment, and manufacturing. According to industry analysis, the global Distributed Control Systems Market was valued at<span> </span><strong>USD 20.6 billion in 2024</strong><span> </span>and is expected to reach<span> </span><strong>USD 34.2 billion by 2032</strong>, growing at a<span> </span><strong>CAGR of 6.5%</strong><span> </span>during the forecast period.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Distributed-Control-Systems-Market/2631">https://www.stellarmr.com/report/req_sample/Distributed-Control-Systems-Market/2631</a> <br></strong></h2>
<h2><strong>Industrial Automation Drives Market Growth</strong></h2>
<p>One of the primary factors fueling the Distributed Control Systems Market is the increasing adoption of industrial automation across process industries. Manufacturers are investing in automation technologies to improve production efficiency, reduce operational costs, minimize human intervention, and enhance workplace safety.</p>
<p>DCS solutions enable centralized monitoring while allowing decentralized process control, helping industries optimize production workflows and respond quickly to operational changes. As companies continue embracing Industry 4.0 initiatives, the demand for advanced distributed control systems continues to rise.</p>
<h2><strong>Growing Demand for Smart Manufacturing</strong></h2>
<p>The transition toward smart manufacturing is creating substantial opportunities for DCS providers. Modern manufacturing facilities rely on connected sensors, Industrial Internet of Things (IIoT) devices, artificial intelligence, and advanced analytics to improve production quality and equipment performance.</p>
<p>Distributed Control Systems serve as the backbone of intelligent manufacturing by integrating production equipment, collecting real-time operational data, and enabling predictive maintenance. These capabilities help reduce equipment downtime, improve product consistency, and increase overall plant productivity.</p>
<h2><strong>Energy and Process Industries Remain Key End Users</strong></h2>
<p>The oil and gas sector continues to be one of the largest users of Distributed Control Systems due to the need for continuous process monitoring and operational safety. DCS platforms help manage upstream, midstream, and downstream operations while improving production efficiency and reducing operational risks.</p>
<p>Power generation facilities also rely heavily on distributed control systems to monitor turbines, boilers, generators, and electrical distribution networks. In addition, industries such as chemicals, pharmaceuticals, pulp and paper, mining, food processing, and water treatment increasingly deploy DCS solutions to automate complex production processes and maintain regulatory compliance.</p>
<h2><strong>Technological Advancements Enhance System Performance</strong></h2>
<p>Continuous technological innovation is transforming the capabilities of Distributed Control Systems. Cloud computing, edge computing, artificial intelligence, machine learning, and digital twin technologies are enabling more intelligent process control and predictive analytics.</p>
<p>Modern DCS platforms provide remote monitoring, advanced cybersecurity, real-time diagnostics, and seamless integration with enterprise resource planning (ERP) and manufacturing execution systems (MES). These features improve operational visibility while enabling faster and more informed decision-making.</p>
<p>Manufacturers are also introducing modular and scalable DCS architectures that simplify system upgrades and support expanding industrial operations.</p>
<h2><strong>Regional Outlook</strong></h2>
<p>North America remains a major market for Distributed Control Systems due to the widespread adoption of industrial automation, significant investments in digital manufacturing, and the presence of leading automation technology providers. The region continues to modernize aging industrial infrastructure while expanding smart manufacturing capabilities.</p>
<p>Asia-Pacific is expected to register the fastest growth during the forecast period. Rapid industrialization, expanding manufacturing sectors, increasing investments in power generation, and government support for industrial modernization across China, India, Japan, and South Korea are driving strong market demand.</p>
<p>Europe also maintains a substantial market share, supported by advanced manufacturing industries, stringent environmental regulations, and increasing adoption of energy-efficient industrial automation solutions.</p>
<h2><strong>Competitive Landscape</strong></h2>
<p>The Distributed Control Systems Market remains highly competitive, with global automation companies focusing on product innovation, software integration, strategic acquisitions, and digital transformation solutions. Leading manufacturers continue investing in cloud-enabled control platforms, cybersecurity enhancements, and artificial intelligence-powered automation technologies.</p>
<p>Strategic collaborations between automation vendors, software developers, and industrial enterprises are accelerating the development of next-generation process control solutions that improve operational flexibility and plant performance.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Distributed-Control-Systems-Market/2631">https://www.stellarmr.com/report/req_sample/Distributed-Control-Systems-Market/2631</a> <br></strong></h2>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the<span> </span><strong>Distributed Control Systems Market</strong><span> </span>remains highly promising as industries continue accelerating automation and digital transformation initiatives. Growing demand for smart factories, increasing investments in industrial IoT, rising focus on operational safety, and continuous advancements in intelligent process control technologies will continue driving market growth. As industrial facilities prioritize efficiency, sustainability, and real-time decision-making, Distributed Control Systems will remain a critical component of modern industrial automation, creating substantial opportunities for technology providers and end-user industries worldwide.</p>
<h1><strong style="font-size: 11px;">About Stellar Market Research:</strong></h1>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
<p>3rd Floor, Navale IT Park, Phase 2</p>
<p>Pune Banglore Highway, Narhe,</p>
<p>Pune, Maharashtra 411041, India</p>
<p><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong></p>
<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
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<title>Electric Hob Market Forecast Analysis by Product Type, Distribution Channel, and Region</title>
<link>https://news.bangboxonline.com/electric-hob-market-forecast-analysis-by-product-type-distribution-channel-and-region</link>
<guid>https://news.bangboxonline.com/electric-hob-market-forecast-analysis-by-product-type-distribution-channel-and-region</guid>
<description><![CDATA[ Electric Hob Market is composed for steady growth, with projected revenue growing from USD 21.86 billion in 2025 to USD 33.61 billion by 2032, at a CAGR of 6.34%. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3587fa6cbba.jpg" length="47691" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 22:54:34 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<h1><strong><a href="https://www.stellarmr.com/report/Electric-Hob-Market/2630">Electric Hob Market</a><span> </span>Expands as Smart Kitchens and Energy-Efficient Cooking Appliances Gain Popularity</strong></h1>
<h2><strong>Introduction</strong></h2>
<p>The global<span> </span><strong>Electric Hob Market</strong><span> </span>is witnessing strong growth as consumers increasingly embrace modern kitchen appliances that offer convenience, energy efficiency, and advanced cooking features. Electric hobs have become a preferred alternative to conventional gas stoves due to their sleek designs, precise temperature control, enhanced safety, and compatibility with smart home technologies. Growing urbanization, rising disposable incomes, expanding residential construction, and increasing demand for premium kitchen appliances are expected to fuel market growth throughout the forecast period. According to industry analysis, the global Electric Hob Market was valued at<span> </span><strong>USD 5.68 billion in 2024</strong><span> </span>and is projected to reach<span> </span><strong>USD 8.91 billion by 2032</strong>, growing at a<span> </span><strong>CAGR of 5.8%</strong>. (<a href="https://www.stellarmr.com/report/Electric-Hob-Market/2630?utm_source=chatgpt.com">stellarmr.com</a>)</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Electric-Hob-Market/2630">https://www.stellarmr.com/report/req_sample/Electric-Hob-Market/2630</a> <br></strong></h2>
<h2><strong>Rising Demand for Modern Kitchen Appliances</strong></h2>
<p>One of the key factors driving the Electric Hob Market is the growing consumer preference for stylish and technologically advanced kitchen solutions. Modern homeowners increasingly choose electric hobs because they provide faster heating, uniform cooking performance, easy maintenance, and aesthetically appealing designs.</p>
<p>The popularity of modular kitchens and premium home interiors has significantly increased the adoption of built-in electric cooking appliances. Consumers are also attracted by features such as touch controls, digital timers, child safety locks, automatic shut-off systems, and flexible cooking zones that enhance convenience and safety. (<a href="https://www.stellarmr.com/report/Electric-Hob-Market/2630?utm_source=chatgpt.com">stellarmr.com</a>)</p>
<h2><strong>Energy Efficiency and Sustainability Drive Adoption</strong></h2>
<p>Growing environmental awareness is encouraging consumers to invest in energy-efficient kitchen appliances that reduce electricity consumption while improving cooking performance. Electric induction hobs, in particular, have gained widespread popularity because they transfer heat directly to cookware, minimizing energy loss and reducing cooking time.</p>
<p>Governments worldwide continue promoting energy-efficient household appliances through efficiency standards and sustainability initiatives. As consumers seek environmentally responsible lifestyle choices, demand for advanced electric hobs is expected to continue rising across residential and commercial applications. (<a href="https://www.stellarmr.com/report/Electric-Hob-Market/2630?utm_source=chatgpt.com">stellarmr.com</a>)</p>
<h2><strong>Smart Technology Enhances Consumer Experience</strong></h2>
<p>Technological innovation is transforming the Electric Hob Market through the integration of smart features and connected home capabilities. Manufacturers are introducing electric hobs equipped with Wi-Fi connectivity, smartphone controls, voice assistant compatibility, intelligent cooking sensors, and automatic heat adjustment technologies.</p>
<p>Artificial intelligence and smart cooking algorithms help users achieve precise cooking temperatures while reducing the risk of overcooking. These innovations improve cooking efficiency, convenience, and energy management, making electric hobs increasingly attractive to tech-savvy consumers. (<a href="https://www.stellarmr.com/report/Electric-Hob-Market/2630?utm_source=chatgpt.com">stellarmr.com</a>)</p>
<h2><strong>Residential Sector Dominates Market Demand</strong></h2>
<p>The residential segment accounts for the largest share of the Electric Hob Market due to increasing home renovation activities and growing demand for modern kitchen appliances. Urban households are increasingly investing in premium cooking solutions that offer durability, safety, and contemporary aesthetics.</p>
<p>The commercial sector, including restaurants, hotels, cafes, and institutional kitchens, is also contributing to market growth as food service operators seek efficient and reliable cooking equipment capable of supporting high-volume food preparation while reducing operating costs. (<a href="https://www.stellarmr.com/report/Electric-Hob-Market/2630?utm_source=chatgpt.com">stellarmr.com</a>)</p>
<h2><strong>Regional Outlook</strong></h2>
<p>Europe currently leads the global Electric Hob Market due to widespread adoption of energy-efficient appliances, strong environmental regulations, and high consumer demand for premium kitchen technologies. North America also maintains a significant market share, supported by increasing home remodeling activities and growing smart home adoption.</p>
<p>Meanwhile, Asia-Pacific is expected to experience the fastest growth during the forecast period. Rapid urbanization, rising disposable incomes, expanding residential construction, and increasing consumer awareness of modern kitchen appliances across China, India, Japan, and South Korea continue creating substantial opportunities for manufacturers. Emerging economies in Latin America, the Middle East, and Africa are also witnessing increased demand as living standards improve and modern housing developments expand. (<a href="https://www.stellarmr.com/report/Electric-Hob-Market/2630?utm_source=chatgpt.com">stellarmr.com</a>)</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Electric-Hob-Market/2630">https://www.stellarmr.com/report/req_sample/Electric-Hob-Market/2630</a> <br></strong></h2>
<h2><strong>Competitive Landscape</strong></h2>
<p>The Electric Hob Market remains highly competitive, with leading appliance manufacturers investing in product innovation, smart technologies, energy-efficient designs, and premium aesthetics. Companies continue expanding their product portfolios with induction hobs, ceramic hobs, hybrid cooking systems, and connected kitchen appliances that address evolving consumer preferences.</p>
<p>Strategic partnerships, digital marketing initiatives, and expansion into emerging markets are helping manufacturers strengthen their global presence while improving customer accessibility through online and offline retail channels. (<a href="https://www.stellarmr.com/report/Electric-Hob-Market/2630?utm_source=chatgpt.com">stellarmr.com</a>)</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the<span> </span><strong>Electric Hob Market</strong><span> </span>remains highly promising as consumers increasingly prioritize convenience, energy efficiency, and smart home integration in modern kitchens. Continued technological innovation, expanding residential construction, growing environmental awareness, and increasing adoption of connected appliances will continue driving market growth over the coming years. As manufacturers introduce more intelligent, efficient, and sustainable cooking solutions, electric hobs are expected to play a central role in the evolution of next-generation kitchens worldwide. (<a href="https://www.stellarmr.com/report/Electric-Hob-Market/2630?utm_source=chatgpt.com">stellarmr.com</a>)</p>
<h1><strong style="font-size: 11px;">About Stellar Market Research:</strong></h1>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
<p>3rd Floor, Navale IT Park, Phase 2</p>
<p>Pune Banglore Highway, Narhe,</p>
<p>Pune, Maharashtra 411041, India</p>
<p><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong></p>
<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
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<title>Sustainable Aviation Fuel Market Forecast Driven by Net&#45;Zero Aviation and Carbon Reduction Goals</title>
<link>https://news.bangboxonline.com/sustainable-aviation-fuel-market-forecast-driven-by-net-zero-aviation-and-carbon-reduction-goals</link>
<guid>https://news.bangboxonline.com/sustainable-aviation-fuel-market-forecast-driven-by-net-zero-aviation-and-carbon-reduction-goals</guid>
<description><![CDATA[ Sustainable Aviation Fuel Market size was valued at USD 1.7 Billion in 2024 and the total Global Sustainable Aviation Fuel revenue is expected to grow at a CAGR of 55% from 2025 to 2032, reaching nearly USD 56. 8 billion by 2032. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3587688c85f.jpg" length="59401" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 22:26:28 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<h1><strong><a href="https://www.stellarmr.com/report/sustainable-aviation-fuel-market/2613">Sustainable Aviation Fuel Market<span> </span></a>Gains Momentum as Global Aviation Embraces Low-Carbon Solutions</strong></h1>
<h2><strong>Introduction</strong></h2>
<p>The global<span> </span><strong>Sustainable Aviation Fuel (SAF) Market</strong><span> </span>is experiencing unprecedented growth as the aviation industry accelerates efforts to reduce greenhouse gas emissions and achieve long-term sustainability goals. Sustainable Aviation Fuel is produced from renewable feedstocks such as used cooking oil, agricultural residues, municipal solid waste, biomass, and synthetic fuels. Unlike conventional jet fuel, SAF can be used in existing aircraft engines and fueling infrastructure while significantly reducing lifecycle carbon emissions. According to industry analysis, the global Sustainable Aviation Fuel Market was valued at<span> </span><strong>USD 1.7 billion in 2024</strong><span> </span>and is projected to reach<span> </span><strong>USD 56.8 billion by 2032</strong>, growing at an impressive<span> </span><strong>CAGR of 55%</strong><span> </span>during the forecast period.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/sustainable-aviation-fuel-market/2613">https://www.stellarmr.com/report/req_sample/sustainable-aviation-fuel-market/2613</a> <br></strong></h2>
<h2><strong>D</strong><strong>ecarbonization Goals Drive Market Expansion</strong></h2>
<p>The aviation industry's commitment to achieving net-zero carbon emissions is one of the strongest drivers of the Sustainable Aviation Fuel Market. International organizations, including the International Air Transport Association (IATA) and the International Civil Aviation Organization (ICAO), have established ambitious carbon reduction targets, encouraging airlines to adopt cleaner fuel alternatives.</p>
<p>SAF has emerged as one of the most practical solutions because it can reduce lifecycle greenhouse gas emissions by up to 80% compared with traditional jet fuel while remaining compatible with current aircraft and airport infrastructure. Airlines worldwide are increasingly signing long-term supply agreements to secure SAF availability and meet corporate sustainability commitments.</p>
<h2><strong>Government Support Accelerates Commercial Adoption</strong></h2>
<p>Government policies and financial incentives are playing a critical role in expanding SAF production and consumption. Tax credits, blending mandates, production subsidies, and research funding are encouraging fuel producers to increase manufacturing capacity while helping airlines offset the higher cost of sustainable fuel.</p>
<p>Several countries have introduced national SAF roadmaps to support aviation decarbonization. Governments across North America, Europe, and Asia-Pacific are investing heavily in renewable fuel infrastructure and encouraging collaboration between airlines, energy companies, and technology providers. These initiatives are expected to strengthen long-term market growth.</p>
<h2><strong>Technological Innovation Expands Production Capacity</strong></h2>
<p>Continuous advancements in fuel production technologies are improving the commercial viability of Sustainable Aviation Fuel. Processes such as<span> </span><strong>Hydroprocessed Esters and Fatty Acids (HEFA)</strong>,<span> </span><strong>Fischer-Tropsch Synthetic Paraffinic Kerosene (FT-SPK)</strong>,<span> </span><strong>Alcohol-to-Jet (ATJ)</strong>, and<span> </span><strong>Power-to-Liquid (PtL)</strong><span> </span>are enabling manufacturers to produce SAF from a wide variety of renewable feedstocks.</p>
<p>Researchers are also exploring algae-based fuels, waste-to-fuel technologies, and synthetic e-fuels to diversify raw material sources and reduce production costs. Strategic investments by aircraft manufacturers, fuel producers, and technology companies continue to accelerate innovation and expand global production capacity.</p>
<h2><strong>Commercial Aviation Leads Market Demand</strong></h2>
<p>Commercial airlines remain the largest consumers of Sustainable Aviation Fuel as they seek immediate solutions to reduce carbon emissions without replacing existing aircraft fleets. SAF functions as a "drop-in" fuel, allowing airlines to utilize existing engines and fueling systems while lowering environmental impact.</p>
<p>Beyond commercial aviation, SAF adoption is increasing across cargo operations, military aviation, business aviation, and unmanned aerial vehicles (UAVs). Growing demand from these sectors is creating additional opportunities for fuel producers and technology developers.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/sustainable-aviation-fuel-market/2613">https://www.stellarmr.com/report/req_sample/sustainable-aviation-fuel-market/2613</a> <br></strong></h2>
<h2><strong>Regional Outlook</strong></h2>
<p>North America currently dominates the Sustainable Aviation Fuel Market, supported by strong government incentives, advanced refining infrastructure, major airline investments, and the presence of leading SAF manufacturers. The region accounted for more than 44% of the global market in 2024.</p>
<p>Europe continues to expand rapidly due to ambitious climate policies and renewable energy initiatives. Meanwhile, Asia-Pacific is expected to register the fastest growth during the forecast period, driven by expanding aviation infrastructure, increasing passenger traffic, and government-backed sustainability programs in countries including India, China, Japan, and Malaysia.</p>
<h2><strong>Challenges and Competitive Landscape</strong></h2>
<p>Despite strong growth prospects, the Sustainable Aviation Fuel Market continues to face challenges related to high production costs, limited feedstock availability, and insufficient large-scale manufacturing capacity. Current SAF prices remain significantly higher than conventional jet fuel, limiting widespread adoption without continued policy support.</p>
<p>Leading market participants are investing in production expansion, strategic partnerships, and advanced conversion technologies to improve manufacturing efficiency and reduce costs. Collaboration between governments, fuel producers, airlines, and technology providers will remain essential for scaling SAF production globally.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the<span> </span><strong>Sustainable Aviation Fuel Market</strong><span> </span>remains highly promising as environmental regulations become more stringent and global demand for cleaner aviation continues to grow. Increasing investments in renewable fuel technologies, expanding production capacity, supportive government policies, and stronger airline commitments are expected to sustain long-term market growth. As Sustainable Aviation Fuel becomes a cornerstone of aviation decarbonization, it will play a vital role in enabling a more environmentally responsible and resilient global aviation industry.</p>
<h1><strong style="font-size: 11px;">About Stellar Market Research:</strong></h1>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
<p>3rd Floor, Navale IT Park, Phase 2</p>
<p>Pune Banglore Highway, Narhe,</p>
<p>Pune, Maharashtra 411041, India</p>
<p><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong></p>
<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
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<title>Dry Shampoo Market Forecast Expansion Through Clean Beauty and Sustainable Formulations</title>
<link>https://news.bangboxonline.com/dry-shampoo-market-forecast-expansion-through-clean-beauty-and-sustainable-formulations</link>
<guid>https://news.bangboxonline.com/dry-shampoo-market-forecast-expansion-through-clean-beauty-and-sustainable-formulations</guid>
<description><![CDATA[ Dry Shampoo Market to hit USD 5.71Bn by 2032, supported by waterless haircare adoption, sustainable clean-beauty formulations, premium product growth, and strong e-commerce acceleration in key global regions. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a358731a7586.jpg" length="48730" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 22:09:25 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<h1><strong><a href="https://www.mmrstatistics.com/reports/008184/dry-shampoo-market">Dry Shampoo Market</a><span> </span>Witnesses Strong Growth as Waterless Beauty and Busy Lifestyles Fuel Global Demand</strong></h1>
<h2><strong>Introduction</strong></h2>
<p>The global<span> </span><strong>Dry Shampoo Market</strong><span> </span>is experiencing steady growth as consumers increasingly seek convenient, waterless haircare solutions that fit modern lifestyles. Once considered a niche beauty product, dry shampoo has evolved into an everyday grooming essential for individuals looking to refresh their hair quickly while reducing the frequency of traditional washing. Growing awareness of sustainable beauty practices, increasing demand for premium personal care products, and rapid expansion of online retail channels are expected to drive the market throughout the forecast period. According to market analysis, the global dry shampoo market is projected to grow from<span> </span><strong>USD 3.45 billion in 2024 to USD 5.71 billion by 2032</strong>, registering a<span> </span><strong>CAGR of 6.5%</strong>.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.mmrstatistics.com/reports/008184/dry-shampoo-market/contact?type=sample">https://www.mmrstatistics.com/reports/008184/dry-shampoo-market/contact?type=sample</a> <br></strong></h2>
<h2><strong>Changing Consumer Lifestyles Drive Market Growth</strong></h2>
<p>One of the primary factors supporting the expansion of the dry shampoo market is the growing preference for fast and convenient personal care products. Urban consumers with busy schedules increasingly rely on dry shampoo to remove excess oil, refresh hair, and add volume within minutes without using water.</p>
<p>The trend toward waterless grooming has gained momentum among working professionals, travelers, fitness enthusiasts, and students seeking practical haircare solutions. This shift in consumer behavior continues to create strong demand across both developed and emerging markets.</p>
<h2><strong>Clean Beauty and Sustainability Shape Product Innovation</strong></h2>
<p>Consumers are becoming more conscious of product ingredients and environmental impact, encouraging manufacturers to develop cleaner and more sustainable formulations. Modern dry shampoos increasingly feature plant-based starches, natural powders, sulfate-free ingredients, paraben-free formulations, and low-VOC propellants.</p>
<p>Brands are also introducing recyclable packaging, refillable containers, and non-aerosol formats to align with growing sustainability goals. These innovations are strengthening customer trust while supporting the broader clean beauty movement.</p>
<h2><strong>E-Commerce Expands Global Accessibility</strong></h2>
<p>The rapid growth of online retail has significantly transformed the dry shampoo market. Digital platforms allow consumers to compare products, read reviews, discover influencer recommendations, and purchase premium haircare products from anywhere.</p>
<p>Subscription models, direct-to-consumer brands, and social media marketing have further accelerated product visibility. Online sales are expected to remain one of the fastest-growing distribution channels as consumers increasingly prefer convenient shopping experiences.</p>
<h2><strong>Regional Markets Continue to Grow</strong></h2>
<p>North America currently holds the largest share of the global dry shampoo market due to strong consumer awareness, premium product adoption, and well-established retail distribution networks. Europe follows closely, supported by increasing demand for natural and environmentally friendly beauty products.</p>
<p>Asia-Pacific is expected to register the fastest growth during the forecast period. Countries including India, China, Japan, and Indonesia are witnessing rising disposable incomes, growing beauty consciousness, expanding e-commerce platforms, and increasing adoption of premium personal care products. Latin America, the Middle East, and Africa also present promising opportunities as awareness of waterless beauty products continues to rise.</p>
<h2><strong>Technological Advancements Improve Product Performance</strong></h2>
<p>Continuous research and development are enabling manufacturers to introduce advanced dry shampoo formulations that provide longer-lasting freshness, better oil absorption, scalp nourishment, and residue-free performance. Innovations include ultra-fine powders, color-specific formulations for different hair shades, sweat-control variants, and products enriched with botanical extracts and vitamins.</p>
<p>Companies are also focusing on dermatologically tested formulations suitable for sensitive scalps while expanding product portfolios for both men and women. These innovations continue to improve customer satisfaction and encourage repeat purchases.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.mmrstatistics.com/reports/008184/dry-shampoo-market/contact?type=sample">https://www.mmrstatistics.com/reports/008184/dry-shampoo-market/contact?type=sample</a> <br></strong></h2>
<h2><strong>Competitive Landscape</strong></h2>
<p>The dry shampoo market remains highly competitive, with established global beauty brands and emerging personal care companies investing heavily in product innovation, marketing campaigns, sustainable packaging, and digital commerce strategies. Manufacturers continue launching premium formulations designed to meet diverse consumer preferences, including vegan, organic, fragrance-free, and color-protecting products.</p>
<p>Strategic partnerships with retailers, influencers, salons, and online marketplaces are helping brands strengthen market presence while expanding global distribution networks.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the<span> </span><strong>Dry Shampoo Market</strong><span> </span>remains highly promising as consumers continue embracing convenient, sustainable, and premium beauty solutions. Rising awareness of water conservation, expanding clean beauty trends, increasing online retail penetration, and ongoing product innovation are expected to drive sustained market growth over the coming years. As manufacturers invest in eco-friendly formulations and advanced haircare technologies, dry shampoo will continue evolving from a convenience product into a mainstream essential within the global personal care industry.</p>
<h1><strong style="font-size: 11px;">About Stellar Market Research:</strong></h1>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
<p>3rd Floor, Navale IT Park, Phase 2</p>
<p>Pune Banglore Highway, Narhe,</p>
<p>Pune, Maharashtra 411041, India</p>
<p><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong></p>
<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
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<title>Cloud Kitchen Setup Dubai: The Smart Way to Launch a Food Business</title>
<link>https://news.bangboxonline.com/cloud-kitchen-setup-dubai-the-smart-way-to-launch-a-food-business</link>
<guid>https://news.bangboxonline.com/cloud-kitchen-setup-dubai-the-smart-way-to-launch-a-food-business</guid>
<description><![CDATA[ A reliable cloud kitchen setup Dubai enables businesses to maintain high standards while ensuring orders are prepared and delivered promptly. ]]></description>
<enclosure url="https://encrypted-tbn0.gstatic.com/images" length="49398" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 20:25:03 +0500</pubDate>
<dc:creator>Kitchen work</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>The food industry in the UAE is rapidly evolving as more customers prefer ordering meals online rather than dining out. This shift has created exciting opportunities for entrepreneurs, restaurants, and catering companies looking to expand their reach while reducing operational costs. A delivery-focused business model allows food brands to serve customers efficiently without the expenses associated with traditional restaurant spaces.</span></p>
<h3><span>Why Cloud Kitchen Setup Dubai Is Gaining Popularity</span></h3>
<p class="isSelectedEnd"><span>A </span><a href="https://kitchenworks.ae/cloud-kitchens-setup-service-in-dubai/"><strong><span>cloud kitchen setup Dubai</span></strong></a><span> offers an innovative and cost-effective solution for food entrepreneurs who want to enter the market quickly. With lower overhead expenses, flexible operations, and access to growing food delivery platforms, cloud kitchens have become the preferred choice for modern food businesses. Kitchen Works provides a professional environment where brands can focus on cooking and customer satisfaction while minimizing startup challenges.</span></p>
<h3><span>A Fully Equipped Commercial Kitchen Solution</span></h3>
<p class="isSelectedEnd"><span>Welcome to <a href="https://kitchenworks.ae"><strong>Kitchen Works</strong></a>, the UAE’s leading cloud kitchen facility designed to empower food entrepreneurs, restaurants, and catering businesses to grow and thrive. Our state-of-the-art kitchens are equipped with everything needed to run a successful food operation. From advanced cooking equipment to hygienic workspaces, Kitchen Works provides a complete solution for businesses seeking a reliable foundation for success.</span></p>
<h3><span>Simplifying the Cloud Kitchen Journey</span></h3>
<p class="isSelectedEnd"><span>Starting a food business can be challenging, but a professional </span><strong><span>cloud kitchen setup Dubai</span></strong><span> makes the process significantly easier. Entrepreneurs can avoid large capital investments and instead focus on building their brand, creating unique menu offerings, and attracting customers through digital platforms. Kitchen Works supports businesses by providing ready-to-use kitchen facilities that help reduce setup time and operational complexity.</span></p>
<h3><span>Lower Costs and Higher Efficiency</span></h3>
<p class="isSelectedEnd"><span>One of the biggest benefits of a </span><strong><span>cloud kitchen setup Dubai</span></strong><span> is the ability to reduce operational expenses. Traditional restaurants require significant investment in dining spaces, interior design, and front-of-house staff. Cloud kitchens eliminate many of these costs, allowing business owners to allocate resources toward food quality, marketing, and customer service.</span></p>
<h3><span>Flexibility for Business Expansion</span></h3>
<p class="isSelectedEnd"><span>Cloud kitchens provide the flexibility needed to test new concepts, launch virtual brands, and expand into new markets. With a professionally managed </span><strong><span>cloud kitchen setup Dubai</span></strong><span>, businesses can quickly adapt to changing customer preferences and market trends. This flexibility gives entrepreneurs a competitive advantage in the fast-paced food delivery industry.</span></p>
<h3><span>Meeting Customer Expectations</span></h3>
<p class="isSelectedEnd"><span>Success in the food industry depends on consistency, quality, and efficient service. A reliable </span><strong><span>cloud kitchen setup Dubai</span></strong><span> enables businesses to maintain high standards while ensuring orders are prepared and delivered promptly. Customers value convenience, and cloud kitchens help brands meet these expectations effectively.</span></p>
<h3><span>Partnering with the Right Facility</span></h3>
<p class="isSelectedEnd"><span>Choosing the right kitchen facility plays a crucial role in long-term growth. Kitchen Works offers food entrepreneurs access to premium commercial kitchen spaces, professional support, and an environment designed for operational excellence. Whether launching a new venture or expanding an existing brand, Kitchen Works provides the resources needed to succeed in Dubai’s competitive food sector.</span></p>
<h3><span>Embracing Innovation and Growth</span></h3>
<p><span>The future of food entrepreneurship lies in smart, scalable, and technology-driven solutions. A </span><strong><span>cloud kitchen setup Dubai</span></strong><span> allows businesses to capitalize on the growing demand for food delivery while maintaining operational efficiency and profitability. With Kitchen Works as your trusted partner, launching and growing a successful food business becomes easier, faster, and more sustainable in the dynamic UAE market.</span></p>]]> </content:encoded>
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<title>Popcorn Boxes That Turn Every Snack Into a Memorable Experience</title>
<link>https://news.bangboxonline.com/custom-popcorn-boxes</link>
<guid>https://news.bangboxonline.com/custom-popcorn-boxes</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a354f6ab5240.jpg" length="35818" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 19:17:35 +0500</pubDate>
<dc:creator>alypackagingUK</dc:creator>
<media:keywords>custom packaging uk, packaging printing uk, custom boxes uk, bespoke packaging uk, packaging company</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>When it comes to serving popcorn, presentation matters just as much as freshness. Whether you run a cinema, food stall, event company, retail store, or snack brand, the right </span><strong><a href="https://alypackaging.co.uk/custom-boxes/popcorn/">popcorn boxes</a></strong><span> help create a professional impression while keeping products easy to serve and enjoy. Across the UK, businesses are looking for packaging that not only protects food but also strengthens brand recognition and improves customer experience.</span></p>
<p dir="ltr"><span>Today's customers pay attention to details. A well-designed </span><strong>popcorn box</strong><span> can instantly make a product feel more premium and memorable. This is why many businesses invest in </span><span>custom popcorn boxes</span><span> that reflect their brand identity and make every serving look appealing. From movie theatres to promotional events, quality packaging plays a key role in how customers perceive a brand.</span></p>
<h2 dir="ltr"><span>Designed for Modern Food Businesses</span></h2>
<p dir="ltr"><span>What makes popcorn packaging important?</span></p>
<p dir="ltr"><span>Customers often carry popcorn while walking, shopping, or watching a film. Strong and practical packaging helps prevent spills while making the product easier to enjoy. Businesses that use professionally designed<strong> </strong></span><strong>custom-printed popcorn boxes</strong><span> often find it easier to create a consistent brand image across different locations and events.</span></p>
<p dir="ltr"><span>In recent years, GEO-focused search trends, AISEO practices, and AI Overview optimisation have made user-focused content more important than ever. Search engines now prioritise helpful information, genuine expertise, and positive user experience. That means packaging businesses need solutions that deliver both functionality and visual appeal.</span></p>
<h2 dir="ltr"><span>Custom Packaging That Supports Brand Growth</span></h2>
<p dir="ltr"><span>Many companies choose </span><strong>branded popcorn boxes</strong><span><strong> </strong>because they act as a mobile advertisement. Every customer carrying a box becomes a potential brand ambassador. A simple logo, brand colours, and professional printing can significantly improve visibility.</span></p>
<p dir="ltr"><span>Whether you need a few hundred boxes for a local event or thousands for national distribution, </span><strong>customized popcorn boxes</strong><span> provide flexibility in design, size, and finishing options. Businesses can select from different shapes and styles to match their product presentation goals.</span></p>
<p dir="ltr"><span>At </span><a href="https://alypackaging.co.uk/"><span><strong>Aly Packaging UK</strong></span></a><span>, businesses can create packaging that reflects their brand personality while maintaining practical functionality for food service operations.</span></p>
<h2 dir="ltr"><span>Built with Reliable Cardboard Materials</span></h2>
<p dir="ltr"><span>Quality materials are essential for food packaging. Durable </span><strong><a href="https://alypackaging.co.uk/product/custom-cardboard-boxes/">Cardboard popcorn boxes</a></strong><span> offer excellent strength and stability while remaining lightweight and convenient for customers.</span></p>
<p dir="ltr"><span>The material helps maintain box structure even during busy events, festivals, and cinema screenings. It also provides a smooth printing surface, allowing brands to showcase vibrant colours, promotional messages, and eye-catching graphics without compromising durability.</span></p>
<p dir="ltr"><span>For </span><strong><a href="https://alypackaging.co.uk/product-category/custom-food-packaging-boxes/">food packaging</a></strong><span><strong>,</strong> cardboard remains one of the most trusted options because it balances protection, presentation, and affordability.</span></p>
<h2 dir="ltr"><span>Packaging Solutions for Every Serving Size</span></h2>
<p dir="ltr"><span>Different businesses require different packaging capacities. A cinema may need </span><strong>large popcorn boxes</strong><span> for movie-goers, while event organisers may prefer </span><span>mini popcorn boxes</span><span> for tasting sessions or children's parties.</span></p>
<p dir="ltr"><span>Similarly, </span><strong>small popcorn boxes</strong><span> work well for snack counters, school events, and takeaway services. Offering multiple size options helps businesses cater to different customer preferences while maintaining consistent branding.</span></p>
<p dir="ltr"><span>This flexibility allows companies to manage portion control, improve customer satisfaction, and create packaging that aligns with specific business goals.</span></p>
<h2 dir="ltr"><span>Why Printed Packaging Makes a Difference</span></h2>
<p dir="ltr"><span>A plain container serves a purpose, but </span><strong>printed popcorn boxes</strong><span> help tell a story. Professional printing transforms ordinary packaging into a branding tool that supports recognition and customer engagement.</span></p>
<p dir="ltr"><span>With modern printing technology, businesses can add:</span></p>
<p dir="ltr"><span>• Logos, promotional messages, event themes, seasonal artwork, QR codes, product information, and contact details are directly applied to packaging, creating a stronger connection between the brand and the customer while enhancing overall presentation.</span></p>
<p dir="ltr"><span>This simple addition often improves customer recall and helps brands stand out in competitive markets.</span></p>
<h2 dir="ltr"><span>Perfect for Entertainment and Events</span></h2>
<p dir="ltr"><span>The demand for </span><strong>movie popcorn boxes</strong><span> continues to grow throughout the UK entertainment sector. Cinemas, theatres, sports venues, and festivals rely on attractive packaging to improve the customer experience.</span></p>
<p dir="ltr"><span>People often associate popcorn with fun moments and memorable occasions. Professionally designed packaging helps strengthen that emotional connection while maintaining convenience and cleanliness.</span></p>
<p dir="ltr"><span>Event planners also use custom packaging for product launches, weddings, corporate gatherings, and promotional campaigns where presentation contributes directly to guest experience.</span></p>
<h2 dir="ltr"><span>Personalised Packaging for Stronger Customer Connections</span></h2>
<p dir="ltr"><span>Modern consumers appreciate customised experiences. This is why<strong> </strong></span><strong>personalised popcorn boxes</strong><span><strong> </strong>remain popular among businesses and event organisers alike.</span></p>
<p dir="ltr"><span>Adding personalised messages, themed artwork, or event-specific branding can make packaging feel unique and memorable. Many companies use customised packaging during seasonal promotions, holiday campaigns, and special events to increase engagement.</span></p>
<p dir="ltr"><span>Businesses targeting local audiences often benefit from </span><strong>personalised popcorn boxes UK</strong><span> designs that reflect regional preferences and customer expectations.</span></p>
<h2 dir="ltr"><span>Supporting Wholesale and Large-Scale Orders</span></h2>
<p dir="ltr"><span>Growing businesses often require larger quantities of packaging. Reliable </span><strong>popcorn boxes wholesale</strong><span> solutions help companies maintain consistent quality while managing costs effectively.</span></p>
<p dir="ltr"><span>Bulk ordering ensures supply continuity and provides greater flexibility for large-scale marketing campaigns, retail operations, and entertainment venues. Consistent packaging standards also help strengthen brand recognition across multiple customer touchpoints.</span></p>
<p dir="ltr"><span>For expanding brands, working with trusted packaging providers creates long-term value through dependable production and efficient fulfilment.</span></p>
<h1 dir="ltr"><span>Conclusion</span></h1>
<p dir="ltr"><span>As search behaviour evolves, businesses increasingly focus on creating content and products that align with user intent. Helpful content, EEAT principles, AISEO strategies, and AI Overview optimisation all emphasise trust, experience, authority, and relevance.</span></p>
<p dir="ltr"><span>The same principle applies to packaging. Customers want products that are functional, visually appealing, and aligned with modern expectations. Businesses that invest in quality </span><span>custom popcorn boxes</span><span> often improve both customer perception and brand credibility.</span></p>
<p dir="ltr"><span>From local food vendors to national entertainment brands, packaging remains a valuable part of the customer journey. A thoughtfully designed popcorn box does more than hold a snack—it supports branding, enhances presentation, and contributes to a better overall experience.</span></p>
<p dir="ltr"><span>Whether you need </span><strong>custom printed popcorn boxes</strong><span>, premium </span><span>branded popcorn boxes</span><span>, durable </span><span>Cardboard popcorn boxes</span><span>, or tailored packaging solutions for events and retail operations, choosing the right packaging can help your business create a lasting impression while delivering convenience and quality with every serving.</span></p>]]> </content:encoded>
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<title>Affordable MLM Software Development Company in India for Growing Businesses</title>
<link>https://news.bangboxonline.com/affordable-mlm-software-development-company-in-india-for-growing-businesses</link>
<guid>https://news.bangboxonline.com/affordable-mlm-software-development-company-in-india-for-growing-businesses</guid>
<description><![CDATA[ Dinoustech is an MLM software development company in India offering scalable, secure, and custom solutions for network marketing businesses. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a352fbe0275a.jpg" length="129604" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 17:32:25 +0500</pubDate>
<dc:creator>Dinoustech</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>In today's competitive business world, Multi-Level Marketing (MLM) has become a strong strategy for companies wanting to reach more customers and create effective distribution networks. As digital technology grows rapidly, MLM businesses are increasingly turning to software solutions to run their operations efficiently. Selecting an affordable </span><a href="https://www.dinoustech.com/mlm-software-development.html"><span>MLM software development company</span></a><span> in India is a smart choice for expanding businesses looking to improve processes without overspending.</span></p>
<h3 dir="ltr"><span>The Growing Demand for MLM Software</span></h3>
<p dir="ltr"><span>MLM businesses depend on organized networks, managing commissions, and tracking sales and performance in real-time. Old methods can't keep up with the complexity and scale of today's MLM operations. This has led to more businesses seeking smart MLM software that can automate tasks, minimize errors, and boost overall efficiency.</span></p>
<p dir="ltr"><span>India has become a popular choice for MLM software development because of its strong technical talent and cost-effective services. Companies worldwide are teaming up with Indian developers to build reliable and scalable MLM solutions that fit their specific needs. These solutions support various compensation plans, including binary, matrix, and unilevel structures, providing flexibility for different business types.</span></p>
<h3 dir="ltr"><span>Importance of Affordability for Growing Businesses</span></h3>
<p dir="ltr"><span>For startups and small to medium-sized businesses, budget is a key factor in decision-making. Investing in quality software while staying within budget is vital for sustainable growth. Indian MLM software development companies strike the right balance between cost and quality, making it easier for businesses to access advanced technology without financial stress.</span></p>
<p dir="ltr"><span>Dinoustech recognizes the challenges that growing businesses face and offers cost-effective MLM software solutions tailored to their needs. By focusing on value-driven services, Dinoustech ensures that clients receive robust and feature-rich software without sacrificing performance or reliability. This strategy helps businesses maximize their return on investment while keeping operations efficient.</span></p>
<h3 dir="ltr"><span>Customization and Flexibility in MLM Solutions</span></h3>
<p dir="ltr"><span>Each MLM business functions differently, with its own goals, compensation plans, and target markets. A universal solution rarely fits these diverse needs. That's why customization is crucial in MLM software development. A reliable development company guarantees that the software is designed to meet the specific requirements of the business.</span></p>
<p dir="ltr"><span>From creating user-friendly dashboards to integrating various payment options, customized MLM software gives businesses the flexibility they need to grow. Dinoustech specializes in developing personalized MLM solutions that align with business goals, ensuring smooth functionality and a better user experience.</span></p>
<h3 dir="ltr"><span>Scalability and Performance for Business Growth</span></h3>
<p dir="ltr"><span>As MLM businesses grow, their software must handle more data, users, and transactions. Scalability is crucial for the long-term success of MLM software. A well-built system should grow with the business without compromising performance.</span></p>
<p dir="ltr"><span>Indian development companies prioritize creating scalable systems that support business growth. By using cloud technology and modern frameworks, they ensure that the software remains fast, responsive, and reliable, even during peak times. Dinoustech incorporates advanced technology into its solutions, allowing businesses to scale smoothly while maintaining strong performance.</span></p>
<h3 dir="ltr"><span>Security and Transparency in MLM Software</span></h3>
<p dir="ltr"><span>Security is a top concern for MLM businesses since they involve financial transactions, personal data, and commission calculations. A secure MLM software system protects sensitive data and ensures transparency in operations. This builds trust among users and stakeholders, which is vital for long-term success.</span></p>
<p dir="ltr"><span>Professional MLM software development companies in India apply strong security measures, including data encryption, secure login systems, and fraud detection. These features not only protect the platform but also boost credibility. Dinoustech makes security a priority in every project, ensuring clients receive reliable and trustworthy solutions.</span></p>
<h3 dir="ltr"><span>Leveraging Technology for Competitive Advantage</span></h3>
<p dir="ltr"><span>Modern MLM software includes advanced features like real-time analytics, automated reporting, and mobile compatibility. These features give businesses valuable insights into their operations and help them make informed decisions to stay competitive.</span></p>
<p dir="ltr"><span>With the rise of smartphones, mobile-friendly MLM software is essential. Indian developers create responsive and cross-platform solutions that let users manage their business on the go. Dinoustech uses the latest technology to provide innovative MLM software that meets the changing demands of the market.</span></p>
<h3 dir="ltr"><span>Conclusion</span></h3>
<p dir="ltr"><span>Choosing an affordable MLM software development company in India is a smart move for growing businesses that want to achieve efficiency, scalability, and long-term success. With their expertise, cost-effective solutions, and focus on innovation, Indian developers create a solid foundation for building strong MLM systems.</span></p>
<p dir="ltr"><span>Dinoustech stands out as a dependable partner, offering customized and scalable MLM software solutions that help businesses thrive in a competitive environment. By investing in the right technology and development partner, companies can streamline operations, improve user experience, and discover new opportunities for success.</span></p>]]> </content:encoded>
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<title>DNA Data Storage Market Size, Trends, Growth, Forecast &amp;amp; Analysis 2034 | UnivDatos</title>
<link>https://news.bangboxonline.com/dna-data-storage-market</link>
<guid>https://news.bangboxonline.com/dna-data-storage-market</guid>
<description><![CDATA[ The global DNA Data Storage Market was valued at USD 156.48 million in 2025 and is expected to grow at a strong CAGR of around 86.80% during the forecast period (2026-2034F), ]]></description>
<enclosure url="https://d21aa2ghywi6oj.cloudfront.net/DNA_Data_Storage_Market_Size_and_Forecast_b26b8bad70.webp" length="49398" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 17:28:39 +0500</pubDate>
<dc:creator>univdatos2</dc:creator>
<media:keywords>DNA Data Storage Market</media:keywords>
<content:encoded><![CDATA[<p dir="auto"><strong>The global </strong><a href="https://univdatos.com/reports/dna-data-storage-market" target="_blank" rel="noopener"><strong>DNA Data Storage Market</strong></a><strong> was valued at USD 156.48 million in 2025 and is expected to grow at a strong CAGR of around 86.80% during the forecast period (2026-2034F), </strong></p>
<p dir="auto">DNA data storage is a next-generation memory and storage archiving technology that encodes digital information in synthetic DNA molecules, enabling very high-density storage and the retention of data over very long durations without constant power. It provides an interesting trade-off of storage permanence, space efficiency, and long-term sustainability, and is one of the promising solutions to traditional archival media. This technology involves DNA synthesis, sequencing, and decoding to write, store, and retrieve data and has the potential to provide ultra-compact data retention, low-energy standby, and long-term cold storage service. DNA data storage application facilitates archival preservation over time, optimization of physical storage space, and minimizing energy reliance, and it assists businesses and institutions to meet the increasing demands of storing large volumes of data that are rarely accessed. These are being designed to be used in research, cloud, and hyperscale storage, government archives, healthcare data repositories, media libraries, and other data-intensive settings.</p>
<p dir="auto">The forces behind this rise are the growing need to store data in ultra-high-density, long-term, and energy-efficient archival storage, the surging amount of data produced worldwide, and the rising need to minimize the use of power and infrastructure footprint in data centers. Furthermore, the reality that AI loads, cloud systems, and digital institutions are creating unprecedented amounts of cold data is also conducive to market demand as companies are in search of permanent solutions to traditional tape and disk-based archive systems. Other market forces are the development of DNA synthesis and sequencing technologies, the growing investment in molecular storage research, and the transition to enzymatic synthesis, multiplexed writing, and automated architecture of the DNA writing to enhance scalability and reduce costs. Increased partnership among biotechnology and data infrastructure companies and research institutions, and increasing interest in future-ready storage systems to support AI, IoT, and large-scale digital preservation, are further contributing to market growth.</p>
<p dir="auto"><strong><u>List of Top Companies Operating in the DNA Data Storage Market Worldwide:</u></strong></p>
<p dir="auto">The global DNA Data Storage market has several major players, including Agilent Technologies, Inc., Illumina Inc., Iridia Inc., Twist Biosciences, and Micron Technology, Inc. More information about these companies has been provided below:</p>
<p dir="auto"><strong>Access sample report (including graphs, charts, and figures): </strong><a href="https://univdatos.com/reports/dna-data-storage-market?popup=report-enquiry" target="_blank" rel="noopener"><strong>https://univdatos.com/reports/dna-data-storage-market?popup=report-enquiry</strong></a><strong> </strong></p>
<p dir="auto"><strong><u>Agilent Technologies, Inc.</u></strong></p>
<p dir="auto">Agilent Technologies, Inc. provides application focused solutions to the life sciences, diagnostics, and applied chemical markets worldwide. The company operates through three segments: Life Sciences and Diagnostics Markets, Agilent CrossLab, and Applied Markets. The Life Sciences and Diagnostics Markets segment offers liquid chromatography systems and components, and liquid chromatography mass spectrometry systems. This segment is also involved in genomics, contract development and manufacturing organization, pathology, companion diagnostics, and biomolecular analysis businesses. The Agilent CrossLab segment provides various services, including repairs, parts, maintenance, installations, training, compliance support, software as a service, asset management, consulting, and other custom services. This segment also offers consumables, including gas chromatography and liquid chromatography columns, sample preparation products, custom chemistries, and various laboratory supplies; software and informatics solutions comprising software for instrument control, data acquisition, data analysis, secure storage of results, and laboratory information and workflow management; and OpenLab laboratory software, an open software platform that enables customers to capture, analyze, and share scientific data throughout the lab and across the enterprise. In addition, it provides automated sample preparation solutions, such as liquid handling, plate management, consumables, and scheduling software. The Applied Markets segment offers products in the areas of gas chromatography, mass spectrometry, spectroscopy, vacuum technology, and remarketed instruments. It markets its products through direct sales, distributors, resellers, manufacturer's representatives, and electronic commerce. Agilent Technologies, Inc. was incorporated in 1999 and is headquartered in Santa Clara, California.</p>
<p dir="auto"><strong>Click here to view the Report Description &amp; TOC: </strong><a href="https://univdatos.com/reports/dna-data-storage-market" target="_blank" rel="noopener"><strong>https://univdatos.com/reports/dna-data-storage-market</strong></a><strong> </strong></p>
<p dir="auto"><strong><u>Illumina, Inc.</u></strong></p>
<p dir="auto">Illumina, Inc. provides sequencing- and array-based solutions for genetic and genomic analysis in the Americas, Europe, Greater China, the Asia Pacific, the Middle East, and Africa. The company offers sequencing- and array-based instruments and consumables, which include reagents, flow cells, and library preparation; whole-genome sequencing kits, which sequence entire genomes of various sizes and complexities; and targeted resequencing kits, which sequence exomes, specific genes, and RNA or other genomic regions of interest. It also provides whole-genome sequencing, genotyping, noninvasive prenatal testing, and product support services. The company serves genomic research centers, academic institutions, government laboratories, and hospitals, as well as pharmaceutical, biotechnology, commercial molecular diagnostic laboratories, and consumer genomics companies. The company markets and distributes its products directly to customers, as well as through life-science distributors. The company has a collaboration with Labcorp Holdings Inc. for the development of oncology treatments through applications of sequencing solutions across the healthcare ecosystem. Illumina, Inc. was incorporated in 1998 and is headquartered in San Diego, California.</p>
<p dir="auto"><strong><u>Iridia Inc.</u></strong></p>
<p dir="auto">Iridia, Inc. develops molecular identity technology and data storage hard drives. The company’s products include molecular avatar technology for asset protection and semiconductors to store large amounts of data volumes in DNA format. Iridia, Inc. was formerly known as Dodo OmniData, Inc. and changed its name to Iridia, Inc. in March 2018. The company was incorporated in 2016 and is based in Carlsbad, California.</p>
<p dir="auto"><strong><u>Twist Bioscience</u></strong></p>
<p dir="auto">Twist Bioscience Corporation manufactures and sells synthetic DNA-based products. The company offers synthetic genes and gene fragments used in product development for therapeutics, diagnostics, chemicals/materials, food/agriculture, data storage, and various applications within academic research by biotech, pharma, industrial chemical, and agricultural companies, as well as academic labs; Oligo pools used in targeted NGS, CRISPR gene editing, mutagenesis experiments, DNA origami, DNA computing, data storage in DNA, and other applications; and immunoglobulin G proteins for customers focused on the pursuit of drug discovery and development. It also provides NGS tools comprising library preparation kits, human exome kits, and fixed and custom panels, as well as alliance panels used within diagnostic tests for various indications, population genetics research and biomarker discovery, translational research, microbiology, and applied markets research; and methylation detection kits for cancer, and rare and inherited disease study, as well as fast hybridization and full RNA sequencing workflow solution. In addition, it offers synthetic SARS-CoV-2 RNA reference sequences as positive controls to develop both NGS and reverse transcription-polymerase chain reaction assays; synthetic monkeypox controls; and various respiratory viral controls, including for influenza, respiratory syncytial virus, rhinoviruses, SARS, MERS, and coronaviruses. Further, it offers SARS-CoV-2 Research Panels, such as the Twist Respiratory Virus Panel and the Pan-Viral Research Panel, for the detection of disease in a research setting; precision DNA libraries for antibody engineering, affinity maturation, and humanization; and an antibody optimization solution to enable simultaneous optimization of multiple characteristics of a given antibody. The company has a strategic collaboration with bitBiome Inc. The company was incorporated in 2013 and is headquartered in South San Francisco, California.</p>
<p dir="auto"><strong><u>Micron Technology, Inc.</u></strong></p>
<p dir="auto">Micron Technology, Inc. designs, develops, manufactures, and sells memory and storage products in the United States, Taiwan, Japan, Mainland China, Hong Kong, Europe, and internationally. It operates through the Cloud Memory Business Unit, Core Data Center Business Unit, Mobile and Client Business Unit, and Automotive and Embedded Business Unit segments. The company provides memory products, including dynamic random access memory components and modules, CXL-based memory, LPDDR components and modules, graphics memory, high-bandwidth memory, and data center memory products; multichip packages (MCP) comprising embedded multimedia card-based, universal flash storage-based, and NAND-based MCPs; and technology leadership products that include 1y DRAM and G9 NAND technologies. It also offers storage products, such as data center solid-state drives (SSD), client SSD storage, and auto and industrial SSD storage; managed NAND; NAND flash; NOR flash; and memory cards. In addition, the company provides design tools, including FBGA and part decoders; DRAM power calculators; NAND power calculators; simulation models; chipset compatibility guides; serial presence-detection tools; cross-reference tools; UFSparm; SSD firmware; software and drivers; storage executive software; and obsolete part catalogs. It markets its semiconductor memory and storage products under the Micron and Crucial brands. The company serves the data center, PC, graphics, networking, automotive, industrial, and consumer embedded markets, as well as the smartphone and other mobile-device markets. It sells its products through its direct sales force, independent sales representatives, distributors, and retailers; web-based customer direct sales channel; and channel and distribution partners. Micron Technology, Inc. was founded in 1978 and is headquartered in Boise, Idaho.</p>
<p dir="auto"><strong><em>According to UnivDatos, the growing need to store data in ultra-high-density, long-term, and energy-efficient archival storage, the surging amount of data produced worldwide, and the rising need to minimize the use of power and infrastructure footprint in data centers are the major factors driving the growth of the Global DNA Data Storage market. </em></strong></p>
<p dir="auto"><strong>Related Report:</strong></p>
<p dir="auto"><a href="https://univdatos.com/reports/southeast-asia-cloud-computing-market;" target="_blank" rel="noopener">Southeast Asia Cloud Computing Market: Current Analysis and Forecast (2025-2033)</a></p>
<p dir="auto"><a href="https://univdatos.com/reports/saudi-arabia-data-center-colocation-market" target="_blank" rel="noopener">Saudi Arabia Data Center Colocation Market: Current Analysis and Forecast (2025-2033)</a></p>
<p dir="auto"><a href="https://univdatos.com/reports/data-center-liquid-cooling-market" target="_blank" rel="noopener">Data Center Liquid Cooling Market: Current Analysis and Forecast (2025-2033)</a></p>
<p dir="auto"><a href="https://univdatos.com/reports/plasmid-dna-manufacturing-market" target="_blank" rel="noopener">Plasmid DNA Manufacturing Market: Current Analysis and Forecast (2024-2032</a></p>
<p dir="auto"><a href="https://univdatos.com/reports/epigenetics-diagnostics-market" target="_blank" rel="noopener">Epigenetics Diagnostics Market: Current Analysis and Forecast (2025-2033)</a></p>
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<p dir="auto"><strong>Contact Us:</strong></p>
<p dir="auto"><strong>UnivDatos </strong></p>
<p dir="auto"><strong>Email: </strong><a href="mailto:contact@univdatos.com"><strong>contact@univdatos.com</strong></a><strong> </strong></p>
<p dir="auto"><strong>Contact no: +1 978 7330253</strong></p>
<p dir="auto"><strong>Website: </strong><a href="http://www.univdatos.com/" target="_blank" rel="noopener"><strong>www.univdatos.com</strong></a></p>
<p dir="auto"><strong>Linked In: </strong><a href="https://www.linkedin.com/company/univ-datos/" target="_blank" rel="noopener"><strong>https://www.linkedin.com/company/univ-datos/</strong></a></p>
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<title>Newcastle Business Listing Site – Join Thousands of UK Businesses</title>
<link>https://news.bangboxonline.com/newcastle-business-listing-site-join-thousands-of-uk-businesses</link>
<guid>https://news.bangboxonline.com/newcastle-business-listing-site-join-thousands-of-uk-businesses</guid>
<description><![CDATA[ Boost your growth with the leading Newcastle business listing site. Join thousands of UK businesses, improve your local visibility, and attract customers today. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3533f69e321.jpg" length="105653" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 17:23:07 +0500</pubDate>
<dc:creator>Bradford Local Seo</dc:creator>
<media:keywords>Newcastle business directory, Newcastle business listing, Newcastle free business listing</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;">In the bustling economy of the North East, the digital presence of your brand is arguably your most valuable asset. As local consumer behavior shifts rapidly toward mobile-first, intent-driven searches, having an optimized presence on a reliable<span> </span><a title="null" href="https://localpage.uk/newcastle-upon-tyne">Newcastle business directory</a><span> </span>has become the gold standard for success. Whether you are a small startup looking to make your mark or an established firm aiming to solidify your reputation, understanding how to manage your digital storefront is essential.</p>
<h2 style="text-align: justify;">The Evolution of Local Business Discovery</h2>
<p style="text-align: justify;">Historically, the search for services was confined to physical records like the Newcastle yellow pages. While those traditional methods served a purpose in a pre-internet age, the modern consumer demands instant gratification. Today, we exist in an era where "near me" searches are the primary driver of commercial activity. Consumers no longer have the patience for thumbing through printed books; they expect, and demand, real-time access to information.</p>
<p style="text-align: justify;">This transition from static, physical media to dynamic, digital platforms has fundamentally changed how we interact with our environment. A modern online directory Newcastle is not just a phonebook; it is a sophisticated, data-rich ecosystem that connects buyers with sellers at the exact moment of need. By participating in this ecosystem, you ensure that your business is not just visible, but accessible, relevant, and trustworthy.</p>
<h2 style="text-align: justify;">Why Newcastle Businesses Need a Digital Home</h2>
<p style="text-align: justify;">The primary challenge for any business today is cutting through the noise. Global search engines provide a vast ocean of information, but they often lack the hyper-local context that a dedicated platform provides. When you add your business to a<span> </span><a title="null" href="https://localpage.uk/free-listing">Newcastle free business listing</a>, you are essentially signaling to search algorithms that you have a physical, verifiable presence in the region.</p>
<p style="text-align: justify;">This is the cornerstone of local SEO. By maintaining a presence on various Newcastle business listings sites, you establish "topical authority" within your niche and location. This allows search engines to better understand your business category, services, and geographic relevance, ultimately leading to higher rankings and more organic, qualified leads.</p>
<h2 style="text-align: justify;">The Power of Local Search Optimization (LSO)</h2>
<p style="text-align: justify;">Local Search Optimization is more than just including a keyword or two on your website. It involves a systematic approach to managing how your brand is perceived across the web. If you want to<span> </span><a title="null" href="https://localpage.uk/">find businesses in Newcastle</a>, you quickly learn that the most reliable companies are those with consistent information—Name, Address, and Phone number (NAP)—across all platforms.</p>
<p style="text-align: justify;">If your NAP data is inconsistent, it creates confusion for search engines. This inconsistency acts as a "trust signal" penalty, causing your ranking to drop. A structured Newcastle online business directory ensures that your business details remain synchronized, helping you maintain a clean and professional footprint.</p>
<h2 style="text-align: justify;">Choosing the Right Platform</h2>
<p style="text-align: justify;">Not all platforms are built the same. When exploring where to register your company, you should look for a<span> </span><a title="null" href="https://localpage.uk/">Newcastle company directory</a><span> </span>that prioritizes user experience, data accuracy, and robust search functionality. A high-quality directory provides:</p>
<ul style="text-align: justify;">
<li>
<p>Verified listings that reduce spam and improve user trust.</p>
</li>
<li>
<p>Advanced search filters to help potential customers narrow down their options by service, location, or rating.</p>
</li>
<li>
<p>Mobile-friendly design to accommodate the increasing number of users searching from smartphones.</p>
</li>
<li>
<p>Integration capabilities with mapping services, making it easier for customers to find your physical location.</p>
</li>
</ul>
<p style="text-align: justify;">Using a well-maintained business directory Newcastle is the best way to ensure your business remains at the forefront of local discovery.</p>
<h2 style="text-align: justify;">Strategies for Enhanced Visibility</h2>
<p style="text-align: justify;">Visibility is not accidental; it is earned through careful strategy. While a basic entry is a great starting point, there are several advanced steps you can take to distinguish your brand.</p>
<p style="text-align: justify;">First, invest in your profile. A complete, detailed description of your services, high-resolution imagery of your team or storefront, and clear, up-to-date business hours can dramatically improve your click-through rates. Many customers who browse a Newcastle business listing will decide whether to contact you based on the visual and informational quality of your profile before they even visit your website.</p>
<p style="text-align: justify;">Second, consider the competitive landscape. If you operate in a sector with high competition, such as construction or professional services, relying solely on organic visibility might not be enough. This is where a<span> </span><a title="null" href="https://localpage.uk/sponsored-booster">Newcastle sponsored listing</a><span> </span>becomes a vital tool. A sponsored entry places your business in a high-visibility position, ensuring that you are seen by potential customers right when they are performing a search related to your services.</p>
<h2 style="text-align: justify;">The Difference Between Basic and Premium Options</h2>
<p style="text-align: justify;">Many business owners wonder whether they should opt for a standard entry or a premium, paid package. A free business listing Newcastle is a fundamental requirement—it is the baseline for your SEO. However, a paid model offers a distinct strategic advantage.</p>
<p style="text-align: justify;">When you choose a Newcastle paid business listing, you are often granted features that basic users do not have access to. This includes the ability to add promotional offers, link to multiple service pages, and display more detailed contact information. This is particularly useful for businesses that need to differentiate themselves in a crowded market. Whether you are using a Newcastle featured listing to stand out in search results or using a sponsored business listing Newcastle to capture leads in specific high-value categories, the investment often pays for itself through increased conversion rates.</p>
<h2 style="text-align: justify;">Common Pitfalls in Online Listings</h2>
<p style="text-align: justify;">One of the most frequently overlooked areas in digital marketing is the "set and forget" mentality. Many businesses register their details and never look at them again. This is a critical mistake. Local market data is fluid—addresses change, phone numbers are updated, and business offerings evolve.</p>
<p style="text-align: justify;">An old, unverified Newcastle business listing is a liability. It leads to customer frustration, bad reviews, and missed opportunities. You should treat your presence in a local business directory Newcastle as a living document. Conduct a quarterly audit to ensure all information is correct, and if you have a Newcastle premium business listing, update your seasonal offers and promotional banners regularly.</p>
<p style="text-align: justify;">Another misconception is that you should only be on global platforms. While platforms like Google are important, niche, local-first platforms like a Newcastle trade directory provide a higher intent audience. These users are specifically looking for services in their area, and they are usually ready to buy.</p>
<h2 style="text-align: justify;">Future Trends in Local Business Search</h2>
<p style="text-align: justify;">As we look toward the future, the way we use a Newcastle local business directory will continue to evolve through AI and semantic search. Future platforms will not just list businesses; they will understand the<span> </span><em>intent</em><span> </span>behind a user’s search. For instance, if a user searches for "reliable home repair," the platform will know to show highly-rated, local, and available contractors.</p>
<p style="text-align: justify;">By keeping your business data accurate today, you are essentially "training" the search engines of tomorrow to recognize your business as the correct answer for your customer's query. This is why it is so important to maintain an active presence on a reputable Newcastle local search directory.</p>
<h2 style="text-align: justify;">Key Takeaways</h2>
<ul style="text-align: justify;">
<li>
<p>Consistency is critical: Always ensure your business name, address, and contact details are uniform across the web.</p>
</li>
<li>
<p>Digital storefronts matter: Treat your profile as a mini-website. High-quality photos and detailed descriptions improve conversions.</p>
</li>
<li>
<p>Start foundational: Every business needs to claim their free listing first to build baseline authority.</p>
</li>
<li>
<p>Strategic investment: In competitive sectors, use sponsored options to gain a distinct advantage.</p>
</li>
<li>
<p>Regular maintenance: Audit your listings quarterly to ensure they reflect current, accurate data.</p>
</li>
</ul>
<h2 style="text-align: justify;">Frequently Asked Questions</h2>
<h3 style="text-align: justify;">What are the main benefits of a Newcastle business listing?</h3>
<p style="text-align: justify;">The primary benefit is visibility. A listing places your brand in front of customers who are actively searching for your services in your specific area, acting as a crucial bridge between your business and the community.</p>
<h3 style="text-align: justify;">Is it better to focus on a Newcastle business directory or a global platform?</h3>
<p style="text-align: justify;">A balanced approach is best. Global platforms give you broad reach, but a local Newcastle business directory gives you precision, targeting customers who are specifically looking for regional services.</p>
<h3 style="text-align: justify;">How does an online directory Newcastle help with local SEO?</h3>
<p style="text-align: justify;">These directories provide high-quality backlinks and citations. When search engines see your business information across multiple trusted, local platforms, it reinforces your location authority.</p>
<h3 style="text-align: justify;">Why should I consider a Newcastle sponsored listing?</h3>
<p style="text-align: justify;">A sponsored listing provides immediate priority placement in search results. This is highly effective if you operate in a competitive industry where you need to stand out from others immediately.</p>
<h3 style="text-align: justify;">What is the difference between a general Newcastle company directory and a trade directory?</h3>
<p style="text-align: justify;">A general directory covers all business types, while a trade directory is specialized for specific industries like plumbing, building, or electrical work, allowing for more targeted customer acquisition.</p>
<h3 style="text-align: justify;">How often should I update my Newcastle business listings online?</h3>
<p style="text-align: justify;">At a minimum, perform an audit every quarter. Additionally, update your profile immediately whenever you change your phone number, office location, or business hours.</p>
<h3 style="text-align: justify;">Can a free business listing Newcastle really improve my ranking?</h3>
<p style="text-align: justify;">Yes. It builds essential "citations." Google uses these citations to verify that you are a legitimate business at a specific location, which is a major factor in local ranking algorithms.</p>
<h3 style="text-align: justify;">Does a Newcastle SME directory offer different benefits for small businesses?</h3>
<p style="text-align: justify;">Yes, these directories are tailored to help small and medium enterprises compete with larger players by providing affordable visibility and tools to highlight their unique value proposition.</p>
<h3 style="text-align: justify;">What happens if I don't maintain my business pages?</h3>
<p style="text-align: justify;">Inaccurate information leads to customer frustration and can hurt your search rankings. Search engines penalize businesses that provide conflicting or outdated information to users.</p>
<h3 style="text-align: justify;">How can I make my business stand out in a Newcastle local business directory?</h3>
<p style="text-align: justify;">Use professional photography, maintain a high star rating through satisfied customers, provide a detailed service description, and keep your listing information 100% current.</p>
<h3 style="text-align: justify;">Are Newcastle yellow pages still a valid way to find customers?</h3>
<p style="text-align: justify;">"Yellow pages" has evolved into digital business finder tools. Most consumers now use online platforms that function similarly to the old books but with real-time updates and search capabilities.</p>
<h3 style="text-align: justify;">How do I add business listing Newcastle entries?</h3>
<p style="text-align: justify;">The process usually involves visiting a local directory portal, selecting the "Add Listing" button, and filling out your business profile with accurate, detailed information.</p>
<h3 style="text-align: justify;">What is the role of a B2B directory Newcastle?</h3>
<p style="text-align: justify;">A B2B (Business-to-Business) directory focuses on connecting companies that provide professional services to other businesses, such as consultants, agencies, or suppliers.</p>
<h3 style="text-align: justify;">Can I advertise business Newcastle using only directory listings?</h3>
<p style="text-align: justify;">While directories are a great start, the most effective marketing is a mix of listings, content marketing, and a professional website. Directories are the "foundation" of your local digital strategy.</p>
<h3 style="text-align: justify;">Is there a specific Newcastle trade directory I should join?</h3>
<p style="text-align: justify;">Depending on your industry, joining both a general directory and an industry-specific trade directory is considered a best practice for maximum visibility.</p>
<p style="text-align: justify;">Building your presence on a reputable<span> </span><a title="null" href="https://localpage.uk/">Newcastle business listings sites</a><span> </span>platform is an essential step for any business aiming to grow in the digital age. By ensuring your details are accurate, your profile is complete, and your strategy includes both foundational and premium visibility options, you position your brand as a leader in your sector. Take control of your local footprint today—join thousands of other UK businesses and start connecting with the customers who are waiting to find you.</p>
<p style="text-align: justify;"><strong>Get In Touch</strong></p>
<p style="text-align: justify;"><strong>Email:</strong><span> </span>contact@localpage.uk</p>
<p style="text-align: justify;"><strong>Website:</strong><span> </span>www.localpage.uk</p>]]> </content:encoded>
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<title>How Play&#45;Based Learning Helps Preschoolers Grow Through Social and Emotional Learning Games</title>
<link>https://news.bangboxonline.com/how-play-based-learning-helps-preschoolers-grow-through-social-and-emotional-learning-games</link>
<guid>https://news.bangboxonline.com/how-play-based-learning-helps-preschoolers-grow-through-social-and-emotional-learning-games</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a352ab99c662.jpg" length="70836" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 17:11:00 +0500</pubDate>
<dc:creator>mediapost34</dc:creator>
<media:keywords>social and emotional learning games</media:keywords>
<content:encoded><![CDATA[<h1 dir="ltr"> </h1>
<h2 dir="ltr"><span>Introduction</span></h2>
<p dir="ltr"><span>Early childhood is a time filled with curiosity, imagination, and rapid development. During these important years, children learn how to communicate, build relationships, express emotions, and understand the world around them. While academic skills are important, emotional intelligence and social awareness are equally essential for a child's long-term success.</span></p>
<p dir="ltr"><span>Parents and educators are increasingly recognizing the value of learning experiences that combine fun with developmental growth. Interactive play environments, storytelling activities, and sensory-rich experiences provide opportunities for children to develop confidence, empathy, and problem-solving abilities. One of the most effective ways to encourage these skills is through </span><a href="https://pitchafete.com/collections/all"><span>social and emotional learning games</span></a><span>, which help young learners practice important life skills in engaging and age-appropriate ways.</span></p>
<p dir="ltr"><span>Among the innovative play experiences available today, the Daniel Tiger’s Neighborhood × Pitch A Fête StoryTent™️ stands out as a unique example of how imaginative play can support childhood development. Inspired by the beloved preschool series and designed with nurturing experiences in mind, this creative play tent offers children an exciting environment where stories, emotions, and learning come together.</span></p>
<h2 dir="ltr"><span>Understanding Social and Emotional Development in Early Childhood</span></h2>
<p dir="ltr"><span>Social and emotional development refers to a child's ability to understand feelings, manage emotions, build relationships, and interact positively with others. These foundational skills influence how children communicate, cooperate, and respond to challenges throughout their lives.</span></p>
<p dir="ltr"><span>Young children are naturally eager to explore emotions and social interactions. Through play, they learn how to:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Recognize their own feelings</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Understand the emotions of others</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Practice empathy and kindness</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Build friendships</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Develop self-confidence</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improve communication skills</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Learn conflict resolution</span></p>
</li>
</ul>
<p dir="ltr"><span>These skills are not typically learned through lectures or formal instruction. Instead, they develop through meaningful experiences, imaginative scenarios, and opportunities to interact with peers and caregivers.</span></p>
<h2 dir="ltr"><span>Why Play Matters in Emotional Growth</span></h2>
<p dir="ltr"><span>Play is often described as the work of childhood. It allows children to experiment, explore, and make sense of their experiences in a safe environment.</span></p>
<p dir="ltr"><span>When children engage in imaginative activities, they often recreate situations they encounter in everyday life. This process helps them better understand emotions, relationships, and social expectations.</span></p>
<p dir="ltr"><span>For example, when a child pretends to comfort a stuffed animal or role-plays a friendship scenario, they are actively practicing emotional awareness and empathy. Such experiences help children develop valuable social skills that can benefit them in school, at home, and throughout adulthood.</span></p>
<p dir="ltr"><span>Play-based learning also reduces pressure and encourages children to learn naturally. Instead of focusing on right or wrong answers, children learn through discovery, experimentation, and creativity.</span></p>
<h2 dir="ltr"><span>The Role of Storytelling in Childhood Learning</span></h2>
<p dir="ltr"><span>Storytelling has always been a powerful educational tool. Stories help children understand emotions, identify with characters, and explore different perspectives.</span></p>
<p dir="ltr"><span>When children become immersed in a story, they often connect emotionally with the characters and situations. This emotional connection helps reinforce important lessons about kindness, patience, sharing, and problem-solving.</span></p>
<p dir="ltr"><span>Interactive storytelling takes these benefits a step further. By actively participating in stories, children move beyond passive listening and become creators of their own adventures. This engagement strengthens imagination while encouraging emotional and social development.</span></p>
<p dir="ltr"><span>The Daniel Tiger’s Neighborhood × Pitch A Fête StoryTent™️ was specifically designed to support this type of immersive learning experience.</span></p>
<h2 dir="ltr"><span>Introducing the Daniel Tiger’s Neighborhood × Pitch A Fête StoryTent™️</span></h2>
<p dir="ltr"><span>Imagined in the heart of Pittsburgh, the Daniel Tiger’s Neighborhood × Pitch A Fête StoryTent™️ brings together beloved characters and imaginative play in a unique sensory-rich environment.</span></p>
<p dir="ltr"><span>Pittsburgh is also home to Fred Rogers Productions, the creators behind the award-winning preschool program that has inspired generations of children through lessons about kindness, empathy, and emotional growth.</span></p>
<p dir="ltr"><span>The StoryTent™️ encourages nurturing play by creating a space where preschoolers can step inside and imagine stories with Daniel Tiger and his friends. Through creative exploration, children can engage with meaningful themes while developing important life skills.</span></p>
<p dir="ltr"><span>The design focuses on combining sensory experiences, storytelling opportunities, and character-based learning to create an environment where imagination thrives.</span></p>
<h2 dir="ltr"><span>How Character-Based Learning Supports Growth</span></h2>
<p dir="ltr"><span>Children often learn best when they connect with familiar and trusted characters. Characters become role models who demonstrate positive behaviors, emotional regulation, and healthy relationships.</span></p>
<p dir="ltr"><span>Daniel Tiger has become a beloved figure because he helps children understand feelings and navigate everyday challenges. Through relatable stories and memorable lessons, children learn practical strategies for handling emotions and social situations.</span></p>
<p dir="ltr"><span>When children interact with environments inspired by these characters, they can apply those lessons through imaginative play. This hands-on learning experience makes abstract concepts easier to understand and remember.</span></p>
<p dir="ltr"><span>As a result, character-based experiences often serve as valuable tools for supporting emotional and social development.</span></p>
<h2 dir="ltr"><span>Sensory-Rich Spaces Create Meaningful Learning Opportunities</span></h2>
<p dir="ltr"><span>Children learn through all of their senses. Touch, sight, sound, and movement play important roles in helping young learners process information and engage with their environment.</span></p>
<p dir="ltr"><span>Sensory-rich spaces encourage exploration and discovery while promoting focus and engagement. These environments can be especially beneficial for preschool-aged children who are naturally curious and eager to interact with their surroundings.</span></p>
<p dir="ltr"><span>The StoryTent™️ creates opportunities for children to:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Explore imaginative scenarios</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Engage in storytelling activities</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Build confidence through independent play</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Practice communication skills</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Develop emotional awareness</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Encourage creativity</span></p>
</li>
</ul>
<p dir="ltr"><span>These experiences help create memorable learning moments that extend beyond traditional educational approaches.</span></p>
<h2 dir="ltr"><span>Encouraging Empathy Through Imaginative Play</span></h2>
<p dir="ltr"><span>Empathy is one of the most important social skills children can develop. It allows them to understand the feelings and perspectives of others, leading to stronger relationships and better communication.</span></p>
<p dir="ltr"><span>Imaginative play naturally encourages empathy because children frequently step into different roles and situations. Whether pretending to be a friend, parent, teacher, or favorite character, children learn to consider how others might think or feel.</span></p>
<p dir="ltr"><span>This type of role-playing helps children practice compassion and emotional understanding in a fun and engaging way.</span></p>
<p dir="ltr"><span>Many parents seek activities that encourage these qualities, which is why </span><span>social and emotional learning games</span><span> continue to gain popularity among families and educators alike.</span></p>
<h2 dir="ltr"><span>Building Confidence Through Creative Exploration</span></h2>
<p dir="ltr"><span>Confidence grows when children are given opportunities to explore, create, and express themselves without fear of failure.</span></p>
<p dir="ltr"><span>Interactive environments encourage children to make decisions, solve problems, and develop independence. These experiences help children trust their abilities and feel comfortable expressing their thoughts and ideas.</span></p>
<p dir="ltr"><span>Story-based play environments provide a supportive setting where children can experiment with different roles and scenarios. As they create stories and engage with imaginative adventures, they build confidence in their communication and creative thinking abilities.</span></p>
<p dir="ltr"><span>This confidence often carries over into other areas of development, including academics, friendships, and everyday interactions.</span></p>
<h2 dir="ltr"><span>Supporting Parent-Child Connections</span></h2>
<p dir="ltr"><span>One of the greatest benefits of imaginative play is the opportunity it creates for meaningful family interactions.</span></p>
<p dir="ltr"><span>Parents who participate in storytelling activities can strengthen bonds with their children while supporting emotional development. Reading together, acting out stories, and exploring imaginative scenarios create shared experiences that foster trust and communication.</span></p>
<p dir="ltr"><span>The StoryTent™️ offers families a unique setting where these interactions can occur naturally. By stepping into a world of imagination together, parents and children can create memories while reinforcing important emotional lessons.</span></p>
<p dir="ltr"><span>These shared experiences help build stronger family relationships and encourage open communication.</span></p>
<h2 dir="ltr"><span>Why Modern Parents Value Learning Through Play</span></h2>
<p dir="ltr"><span>Today's parents often look for educational experiences that go beyond traditional learning methods. They want activities that support the whole child, including emotional well-being, creativity, and social development.</span></p>
<p dir="ltr"><span>Play-based products and experiences provide opportunities for children to learn naturally while having fun. Rather than focusing solely on academic achievement, these experiences nurture essential life skills that contribute to long-term success.</span></p>
<p dir="ltr"><span>This holistic approach has led many families to embrace </span><span>social and emotional learning games</span><span> as part of their children's daily routines.</span></p>
<p dir="ltr"><span>By integrating learning with imaginative play, children remain engaged while developing valuable emotional and social competencies.</span></p>
<h2 dir="ltr"><span>Creating Lifelong Skills Through Early Experiences</span></h2>
<p dir="ltr"><span>The lessons children learn during their preschool years often shape future behaviors and relationships. Skills such as empathy, cooperation, communication, and emotional regulation continue to influence personal and professional success throughout life.</span></p>
<p dir="ltr"><span>Providing opportunities for meaningful play helps children practice these skills in ways that feel natural and enjoyable.</span></p>
<p dir="ltr"><span>Interactive storytelling, sensory exploration, and character-based learning all contribute to a child's ability to navigate social situations and manage emotions effectively.</span></p>
<p dir="ltr"><span>Experiences that encourage creativity and emotional understanding offer benefits that extend far beyond childhood.</span></p>
<h2 dir="ltr"><span>The Growing Importance of Social and Emotional Learning</span></h2>
<p dir="ltr"><span>Educational experts increasingly recognize the importance of supporting emotional intelligence alongside academic achievement.</span></p>
<p dir="ltr"><span>Children who develop strong social-emotional skills often demonstrate:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better communication abilities</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved classroom behavior</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Greater emotional resilience</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Stronger friendships</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Enhanced problem-solving skills</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increased self-awareness</span></p>
</li>
</ul>
<p dir="ltr"><span>These benefits highlight why </span><span>social and emotional learning games</span><span> are becoming an essential component of modern childhood education.</span></p>
<p dir="ltr"><span>By making learning enjoyable and engaging, these experiences help children build skills that will serve them throughout their lives.</span></p>
<h2 dir="ltr"><span>The Bottom Line</span></h2>
<p dir="ltr"><span>The early years of childhood provide a unique opportunity to nurture emotional intelligence, creativity, and social awareness. Through imaginative play, storytelling, and sensory-rich experiences, children can develop skills that support lifelong success.</span></p>
<p dir="ltr"><span>The Daniel Tiger’s Neighborhood × Pitch A Fête StoryTent™️ offers an inspiring example of how <a href="https://news.bangboxonline.com/">character-based learning</a> and interactive play can encourage meaningful growth. By creating a space where preschoolers can explore stories with Daniel Tiger and his friends, the StoryTent™️ helps transform learning into an exciting adventure.</span></p>
<p dir="ltr"><span>As families continue seeking engaging ways to support child development, </span><span>social and emotional learning games</span><span> remain a valuable tool for helping children build empathy, confidence, communication skills, and emotional resilience. Through purposeful play and imaginative exploration, young learners can develop the skills they need to thrive both now and in the future.</span></p>
<p><b id="docs-internal-guid-090896d1-7fff-4883-8c49-a7f408d5cc34"><br><br></b></p>]]> </content:encoded>
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<title>Accounting Melbourne: Key Financial Strategies for Startups</title>
<link>https://news.bangboxonline.com/accounting-melbourne-key-financial-strategies-for-startups</link>
<guid>https://news.bangboxonline.com/accounting-melbourne-key-financial-strategies-for-startups</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a352e7b76fcf.jpg" length="64257" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 16:56:49 +0500</pubDate>
<dc:creator>Jacson Sanders</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Starting a new business is exciting, but managing finances can be one of the biggest challenges for startup owners. While many entrepreneurs focus on developing products, attracting customers, and growing their brand, financial management often determines whether a startup succeeds in the long run.</span></p>
<p dir="ltr"><span>Good accounting helps business owners understand where money is coming from, where it is being spent, and how to make better financial decisions. For startups looking for effective </span><a href="https://eliteplusaccounting.com.au/service/accounts-receivable-services/"><span>accounting in Melbourne</span></a><span>, having the right financial strategies in place can improve stability, support growth, and reduce unnecessary financial risks.</span></p>
<p dir="ltr"><span>This guide explores the key accounting and financial strategies that every startup should consider from the beginning.</span></p>
<h2 dir="ltr"><span>Why Accounting Is Important for Startups</span></h2>
<p dir="ltr"><span>Accounting is much more than keeping records of income and expenses. It provides a clear picture of a business’s financial position and helps owners make informed decisions.</span></p>
<p dir="ltr"><span>Without proper accounting, startups may struggle with budgeting, cash flow management, tax compliance, and future planning. Financial records also help business owners understand whether their company is making a profit and identify areas that need improvement.</span></p>
<p dir="ltr"><span>Strong accounting practices create a solid foundation that supports sustainable business growth.</span></p>
<h2 dir="ltr"><span>Setting Up a Strong Financial Structure</span></h2>
<p dir="ltr"><span>One of the first steps for any startup is creating a clear financial structure. Business finances should always be kept separate from personal finances. Using dedicated business bank accounts makes it easier to track transactions and prepare financial reports.</span></p>
<p dir="ltr"><span>A well-organized accounting system allows startups to record income, expenses, assets, and liabilities accurately. It also makes it easier to monitor financial performance and meet reporting requirements.</span></p>
<p dir="ltr"><span>Building strong financial habits from the start can prevent many common accounting problems later.</span></p>
<h2 dir="ltr"><span>Creating a Realistic Budget</span></h2>
<p dir="ltr"><span>A budget helps startups plan how money will be spent and ensures resources are used wisely. Many new businesses underestimate operating costs, which can lead to financial pressure.</span></p>
<p dir="ltr"><span>When preparing a budget, startups should consider:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Marketing and advertising expenses</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Employee salaries and contractor payments</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Software and technology costs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Rent, utilities, and office expenses</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Insurance and business-related fees</span></p>
</li>
</ul>
<p dir="ltr"><span>A budget should be reviewed regularly to compare expected costs with actual spending. This helps identify opportunities to reduce expenses and improve financial control.</span></p>
<h2 dir="ltr"><span>Managing Cash Flow Successfully</span></h2>
<p dir="ltr"><span>Cash flow refers to the movement of money in and out of a business. Even profitable startups can face challenges if they do not have enough cash available to cover daily expenses.</span></p>
<p dir="ltr"><span>Business owners should regularly monitor cash flow to ensure there is enough money available for operations, payroll, supplier payments, and other commitments.</span></p>
<p dir="ltr"><span>Some practical ways to improve cash flow include sending invoices promptly, following up on overdue payments, managing expenses carefully, and maintaining a financial buffer for unexpected costs.</span></p>
<p dir="ltr"><span>Strong cash flow management allows startups to operate more smoothly and avoid financial stress.</span></p>
<h2 dir="ltr"><span>Understanding Key Financial Reports</span></h2>
<p dir="ltr"><span>Financial reports help startup owners evaluate performance and make informed decisions. Three reports are especially important.</span></p>
<h3 dir="ltr"><span>Profit and Loss Statement</span></h3>
<p dir="ltr"><span>The profit and loss statement shows how much revenue the business generates and how much it spends over a specific period. This report helps determine whether the company is making a profit.</span></p>
<h3 dir="ltr"><span>Balance Sheet</span></h3>
<p dir="ltr"><span>The balance sheet provides a snapshot of the business’s financial position by showing assets, liabilities, and owner equity.</span></p>
<h3 dir="ltr"><span>Cash Flow Statement</span></h3>
<p dir="ltr"><span>The cash flow statement tracks how money enters and leaves the business. It helps owners understand liquidity and manage financial obligations effectively.</span></p>
<h2 dir="ltr"><span>Financial Strategy Overview</span></h2>
<div dir="ltr" align="left">
<table><colgroup><col width="165"><col width="247"><col width="212"></colgroup>
<tbody>
<tr>
<td>
<p dir="ltr"><span>Financial Strategy</span></p>
</td>
<td>
<p dir="ltr"><span>Purpose</span></p>
</td>
<td>
<p dir="ltr"><span>Benefit for Startups</span></p>
</td>
</tr>
<tr>
<td>
<p dir="ltr"><span>Budgeting</span></p>
</td>
<td>
<p dir="ltr"><span>Plan expenses and revenue</span></p>
</td>
<td>
<p dir="ltr"><span>Better spending control</span></p>
</td>
</tr>
<tr>
<td>
<p dir="ltr"><span>Cash Flow Management</span></p>
</td>
<td>
<p dir="ltr"><span>Monitor incoming and outgoing funds</span></p>
</td>
<td>
<p dir="ltr"><span>Improved financial stability</span></p>
</td>
</tr>
<tr>
<td>
<p dir="ltr"><span>Bookkeeping</span></p>
</td>
<td>
<p dir="ltr"><span>Record transactions accurately</span></p>
</td>
<td>
<p dir="ltr"><span>Easier reporting and compliance</span></p>
</td>
</tr>
<tr>
<td>
<p dir="ltr"><span>Tax Planning</span></p>
</td>
<td>
<p dir="ltr"><span>Prepare for tax obligations</span></p>
</td>
<td>
<p dir="ltr"><span>Reduced risk of penalties</span></p>
</td>
</tr>
<tr>
<td>
<p dir="ltr"><span>Financial Forecasting</span></p>
</td>
<td>
<p dir="ltr"><span>Predict future performance</span></p>
</td>
<td>
<p dir="ltr"><span>Better business planning</span></p>
</td>
</tr>
<tr>
<td>
<p dir="ltr"><span>Cost Control</span></p>
</td>
<td>
<p dir="ltr"><span>Manage operating expenses</span></p>
</td>
<td>
<p dir="ltr"><span>Improved profitability</span></p>
</td>
</tr>
<tr>
<td>
<p dir="ltr"><span>Financial Reporting</span></p>
</td>
<td>
<p dir="ltr"><span>Measure business performance</span></p>
</td>
<td>
<p dir="ltr"><span>Better decision-making</span></p>
</td>
</tr>
</tbody>
</table>
</div>
<h2 dir="ltr"><span>The Importance of Accurate Bookkeeping</span></h2>
<p dir="ltr"><span>Bookkeeping is the process of recording financial transactions. Accurate bookkeeping helps startups maintain organized financial records and avoid mistakes.</span></p>
<p dir="ltr"><span>Poor record-keeping can create challenges during tax season and make it difficult to understand business performance. Regular bookkeeping allows business owners to stay informed about revenue, expenses, and overall financial health.</span></p>
<p dir="ltr"><span>As startups grow, maintaining accurate records becomes even more important for efficient financial management.</span></p>
<h2 dir="ltr"><span>Planning for Taxes Throughout the Year</span></h2>
<p dir="ltr"><span>Many startup owners treat taxes as a once-a-year task, but effective tax planning should happen throughout the year. Setting aside funds regularly can help avoid financial pressure when tax payments become due.</span></p>
<p dir="ltr"><span>Maintaining organized records also makes tax preparation easier and reduces the risk of errors. Understanding available deductions and business expenses can help startups manage their tax obligations more effectively.</span></p>
<p dir="ltr"><span>Businesses that focus on accounting in Melbourne often benefit from making tax planning part of their ongoing financial strategy.</span></p>
<h2 dir="ltr"><span>Building Financial Forecasts</span></h2>
<p dir="ltr"><span>Financial forecasting helps startups prepare for future opportunities and challenges. Forecasts estimate future revenue, expenses, and cash flow based on current performance and business goals.</span></p>
<p dir="ltr"><span>Forecasting allows business owners to make informed decisions about hiring, expansion, marketing investments, and operational improvements.</span></p>
<p dir="ltr"><span>While forecasts may not always be perfect, they provide valuable guidance and help businesses stay prepared for changing market conditions.</span></p>
<h2 dir="ltr"><span>Tracking Important Financial Metrics</span></h2>
<p dir="ltr"><span>Successful startups regularly monitor financial performance indicators to understand how the business is progressing.</span></p>
<p dir="ltr"><span>Important metrics include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Revenue growth</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Profit margins</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Operating expenses</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cash flow position</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Customer acquisition costs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Customer retention rates</span></p>
</li>
</ul>
<p dir="ltr"><span>Monitoring these figures helps business owners identify strengths, address weaknesses, and make informed business decisions.</span></p>
<h2 dir="ltr"><span>Managing Business Debt Carefully</span></h2>
<p dir="ltr"><span>Many startups use loans or other funding sources to support growth. While debt can provide valuable financial support, it should be managed carefully.</span></p>
<p dir="ltr"><span>Before borrowing money, startups should evaluate repayment requirements and ensure they can comfortably meet future obligations. Borrowed funds should be used for activities that contribute to business growth and long-term value.</span></p>
<p dir="ltr"><span>Responsible debt management helps reduce financial risk and maintain business stability.</span></p>
<h2 dir="ltr"><span>Preparing for Investment Opportunities</span></h2>
<p dir="ltr"><span>Investors often look closely at a startup’s financial records before making investment decisions. Accurate accounting records demonstrate professionalism and provide confidence in the business.</span></p>
<p dir="ltr"><span>Startups seeking investment should ensure financial reports are current, organized, and supported by reliable data. Strong financial management can make a business more attractive to potential investors and lenders.</span></p>
<p dir="ltr"><span>Being prepared also allows startups to respond quickly when funding opportunities arise.</span></p>
<h2 dir="ltr"><span>Controlling Operating Expenses</span></h2>
<p dir="ltr"><span>Managing expenses is an important part of maintaining profitability. Startups should regularly review spending to identify areas where costs can be reduced without affecting service quality or business growth.</span></p>
<p dir="ltr"><span>Expense management does not mean cutting every cost. Instead, it involves making smart decisions about where resources should be allocated to generate the greatest value.</span></p>
<p dir="ltr"><span>A balanced approach to spending helps businesses remain competitive while protecting profitability.</span></p>
<h2 dir="ltr"><span>Preparing for Business Growth</span></h2>
<p dir="ltr"><span>As startups grow, financial processes often become more complex. Increased sales, larger teams, and expanded operations require stronger accounting systems and financial controls.</span></p>
<p dir="ltr"><span>Growth planning should include reviewing budgets, updating forecasts, and ensuring accounting processes can handle higher transaction volumes.</span></p>
<p dir="ltr"><span>Businesses that prepare for growth are often better positioned to scale successfully while maintaining financial control.</span></p>
<h2 dir="ltr"><span>Building Financial Resilience</span></h2>
<p dir="ltr"><span>Every startup faces unexpected challenges. Economic changes, market shifts, and unforeseen expenses can impact business performance.</span></p>
<p dir="ltr"><span>Financial resilience helps businesses remain stable during difficult periods. Maintaining emergency savings, monitoring financial performance regularly, and planning for risks can strengthen long-term sustainability.</span></p>
<p dir="ltr"><span>Businesses that prepare for uncertainty are often better equipped to adapt and continue growing.</span></p>
<h2 dir="ltr"><span>Overview</span></h2>
<p dir="ltr"><span>Strong financial management is essential for startup success. Effective budgeting, cash flow management, bookkeeping, tax planning, forecasting, and cost control provide the foundation needed for long-term growth.</span></p>
<p dir="ltr"><span>For businesses seeking reliable accounting in Melbourne, implementing these financial strategies can improve decision-making, support profitability, and help achieve business goals. Startups that prioritize accounting from the beginning are better prepared to manage challenges, seize opportunities, and build a sustainable future.</span></p>
<h2 dir="ltr"><span>Frequently Asked Questions</span></h2>
<h3 dir="ltr"><span>1. Why is accounting important for startups?</span></h3>
<p dir="ltr"><span>Accounting helps startups track income, manage expenses, monitor cash flow, and understand overall financial performance. It provides valuable information that supports decision-making, business planning, and compliance with financial regulations while reducing the risk of costly mistakes.</span></p>
<h3 dir="ltr"><span>2. How often should a startup review its financial records?</span></h3>
<p dir="ltr"><span>Startups should review financial records at least monthly. Regular reviews help identify cash flow issues, monitor profitability, track expenses, and ensure financial information remains accurate. Frequent reviews also support better planning and faster business decisions.</span></p>
<h3 dir="ltr"><span>3. What is the biggest financial challenge for startups?</span></h3>
<p dir="ltr"><span>Cash flow management is often the biggest challenge. Many startups generate sales but struggle with delayed customer payments or unexpected expenses. Monitoring cash flow regularly helps ensure sufficient funds are available for daily operations and business growth.</span></p>
<h3 dir="ltr"><span>4. How can financial forecasting help a startup?</span></h3>
<p dir="ltr"><span>Financial forecasting helps startups estimate future revenue, expenses, and cash flow. It allows business owners to prepare for upcoming opportunities and challenges, make informed decisions, allocate resources effectively, and create realistic growth plans.</span></p>
<h3 dir="ltr"><span>5. When should a startup implement accounting systems?</span></h3>
<p dir="ltr"><span>A startup should implement accounting systems from the very beginning of operations. Early financial organization makes record-keeping easier, improves reporting accuracy, supports compliance, and provides valuable insights that help guide business growth and financial decision-making.</span></p>]]> </content:encoded>
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<title>Cloud Service Brokerage Market Size, Share, Trends, Growth &amp;amp; Report 2033 | UnivDatos</title>
<link>https://news.bangboxonline.com/cloud-service-brokerage-market</link>
<guid>https://news.bangboxonline.com/cloud-service-brokerage-market</guid>
<description><![CDATA[ The global Cloud Service Brokerage Market was valued at USD 14,493.10 million in 2025 and is expected to grow at a strong CAGR of around 18.38% during the forecast period (2026-2034F), ]]></description>
<enclosure url="https://d21aa2ghywi6oj.cloudfront.net/Cloud_Service_Brokerage_Market_Size_and_Forecast_d4f51bef66.webp" length="49398" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 16:51:29 +0500</pubDate>
<dc:creator>univdatos2</dc:creator>
<media:keywords>Cloud Service Brokerage Market</media:keywords>
<content:encoded><![CDATA[<p dir="auto"><strong>The global </strong><a href="https://univdatos.com/reports/cloud-service-brokerage-market" target="_blank" rel="noopener"><strong>Cloud Service Brokerage Market</strong></a><strong> was valued at USD 14,493.10 million in 2025 and is expected to grow at a strong CAGR of around 18.38% during the forecast period (2026-2034F),</strong></p>
<p dir="auto">The Cloud Service Brokerage (CSB) market in the world is experiencing an immense transformation. The larger volume of vendor interoperability and integration services is establishing an upward demand on businesses to adopt multi-cloud and hybrid-cloud strategies. As a result, there is an ever-increasing demand for advanced brokerage platforms that are able to seamlessly integrate into the various services provided by multiple cloud vendors. As this trend continues to evolve, the cloud service market will change, creating opportunities for new vendors, system integrators, and component suppliers that can provide service quickly, reliably, and in a scalable manner. Due to the ongoing rise in popularity of cloud-based solutions, businesses are seeking greater flexibility, affordability, and scalability from services provided by multiple vendors. The need to have brokerage facilities that offer such functions, streamline the work of their cloud services, and offer holistic and smooth service delivery is fuelling the boom in the CSB marketplace. Moreover, the expanded artificial intelligence (AI) and automated brokerages will enhance the efficiency and accuracy of cloud service management to a great extent.</p>
<p dir="auto"><strong><u>List of Top Companies Operating in Cloud Service Brokerage Market Worldwide:</u></strong></p>
<p dir="auto">The global Cloud Service Brokerage market has several major players, including IBM, Broadcom, Arrow Electronics, Inc., Fujitsu, and DXC Technology Company. More information about these companies has been provided below:</p>
<p dir="auto"><strong><u>IBM</u></strong></p>
<p dir="auto">IBM positions its cloud service brokerage capability using IBM z/OS Cloud Broker, which is a solution giving the ability to integrate z/OS based services and resources into the private cloud environment. IBM claims that the offering provides access to the z/OS resources of Red Hat OpenShift to assist enterprises by linking core IBM Z infrastructure with more expansive hybrid and multi-cloud strategies. The platform will provide development teams with self-service access to services without requiring specialized mainframe skills and will enable organizations to maintain their existing investments in IBM Z hardware, middleware, and operating expertise. Security and control are other aspects of IBM, as the company will state that the broker will work on-premises and operate within an on-premises private cloud infrastructure, beyond the customer's firewall and in line with the enterprise security and regulatory procedures. As a whole, the strategy of IBM shows a high degree of concern with the way of integrating traditional mission-critical systems with cloud-native development, which makes it a viable provider of cloud service brokerage in highly regulated and infrastructure-intensive industries.</p>
<p dir="auto"><strong>Access sample report (including graphs, charts, and figures): </strong><a href="https://univdatos.com/reports/cloud-service-brokerage-market?popup=report-enquiry" target="_blank" rel="noopener"><strong>https://univdatos.com/reports/cloud-service-brokerage-market?popup=report-enquiry</strong></a><strong> </strong></p>
<p dir="auto"><strong><u>Broadcom</u></strong></p>
<p dir="auto">The existence of Broadcom in cloud service brokerage is indicated by VMware Tanzu Cloud Service Broker to AWS, which is aimed at allowing organizations to configure and expose AWS-based services and service plans in a Cloud Foundry marketplace setting. The documentations indicate that the broker is designed to handle service instances with AWS credentials, network settings, customizable plans, and a dedicated state database. Other operational controls that are noted by Broadcom include encryption of sensitive broker data, customizable service plans that are defined in JSON, and feature-flag support to control the availability of services. The architecture of the product suggests that it is practical and focused on governance, provisioning consistency, and lifecycle management of cloud services for developers when they consume it using platform environments.</p>
<p dir="auto"><strong><u>Arrow Electronics, Inc.</u></strong></p>
<p dir="auto">Through Arrow Electronics, a partner-centric cloud brokerage model, the ArrowSphere platform, and support of Microsoft ecosystems are available. On its site, Arrow states that ArrowSphere is a cloud brokerage service that is top of the industry, which enables partners to self-service customer CSP licenses in quoting, ordering, procurement, reporting, and analytics. Another advantage of the platform, the company also mentions, is the ability to monitor the use of Azure and to control the use of SPLA, and more extensive cloud lifecycle features are automated provisioning, billing integration, and predictive analytics. Arrow provides the platform with technical support, strategy direction, consultancy, training, and marketing enablement to the partners who develop Microsoft cloud business. It also adds that it is intimately API-integrated with Microsoft portals used to offer services in provisioning and configuration, which adds to its status as a value-added distributor and not a direct seller to the final customer. This renders Arrow an effective brokerage facilitator to channel partners in search of scalable, operationally effective, cloud services aggregation and management.</p>
<p dir="auto"><strong>Click here to view the Report Description &amp; TOC: </strong><a href="https://univdatos.com/reports/cloud-service-brokerage-market" target="_blank" rel="noopener"><strong>https://univdatos.com/reports/cloud-service-brokerage-market</strong></a><strong> </strong></p>
<p dir="auto"><strong><u>Fujitsu</u></strong></p>
<p dir="auto">Fujitsu views cloud platform services in a partnership-based model based around AWS that positions itself as a provider of secure, scalable, and customer-first cloud journeys. According to the company, the collaboration with AWS will fuse the global legacy of Fujitsu and the innovations of AWS to help businesses achieve success with the help of cloud modernization and migration. Fujitsu emphasizes that it has been an international AWS partner since 2012 and cites such statuses as Premium Tier Service Partner and AWS Connect Partner. Another noteworthy point by the company is the level of cloud talent base, which includes its claim of having more than 600 AWS certifications worldwide, and more than 7,000 certified AWS consultants, with the company planning to grow this even more. Its cloud-based methodology is also aimed at assisting companies to assess preparedness, desired business results, create migration business cases, streamline licensing, cut down on cloud expenditures, and gauge 3-year TCO and ROI. This makes Fujitsu a highly consultative and transformative player in the cloud service brokerage environment.</p>
<p dir="auto"><strong><u>DXC Technology Company</u></strong></p>
<p dir="auto">The cloud and infrastructure business offered by DXC Technology is a wide transformation and optimization platform across multicloud and on-premises businesses. The company declares that its cloud and infrastructure services are aimed at simplifying, optimizing, and managing IT estates and aiding scalable strategies, operational performance, and smooth cloud journeys. DXC also focuses on the capabilities in migration, transformation, optimization, and secure operation of traditional hosting, network, and mainframe resources, implying that it has positioned itself well to brokerage-style orchestration and management requirements. Another important distinction that the company emphasizes is the partnerships with such great cloud providers as AWS, Google Cloud, Microsoft, Oracle, and VMware by Broadcom, which enhances the performance of the company to provide cross-platform cloud results. On the same page, DXC lists scale indicators of serving over 1,300 customers, managing over 448,000 virtual servers, and workload migration to the cloud of 47,000 annually. These strengths put DXC as a large enterprise-oriented cloud integration and management provider.</p>
<p dir="auto"><strong><em>According to UnivDatos the growing adoption of multi-cloud and hybrid cloud strategies, rising demand for cloud cost optimization and governance, increasing need for seamless integration and support services, rapid digital transformation across industries, expanding use of AI and automation in cloud management, growing concerns around compliance and data security, and the rising complexity of managing diverse cloud environments are the major factors driving the growth of the Global Cloud Service Brokerage market. </em></strong></p>
<p dir="auto"><strong>Related Report:</strong></p>
<p dir="auto"><a href="https://univdatos.com/reports/cloud-security-posture-management-market" target="_blank" rel="noopener"><em>Cloud Security Posture Management Market: Current Analysis and Forecast (2025-2033)</em></a></p>
<p dir="auto"><a href="https://univdatos.com/reports/southeast-asia-cloud-computing-market;" target="_blank" rel="noopener"><em>Southeast Asia Cloud Computing Market: Current Analysis and Forecast (2025-2033)</em></a></p>
<p dir="auto"><a href="https://univdatos.com/reports/cloud-computing-market" target="_blank" rel="noopener"><em>Cloud Computing Market: Current Analysis and Forecast (2025-2033)</em></a></p>
<p dir="auto"><a href="https://univdatos.com/reports/cloud-identity-access-management-market" target="_blank" rel="noopener"><em>Cloud Identity Access Management Market: Current Analysis and Forecast (2023-2030)</em></a></p>
<p dir="auto"><a href="https://univdatos.com/reports/cloud-infrastructure-service-market" target="_blank" rel="noopener"><em>Cloud Infrastructure Service Market: Current Analysis and Forecast (2021-2027)</em></a></p>
<p dir="auto"><a href="https://univdatos.com/reports/data-backup-and-recovery-market" target="_blank" rel="noopener"><em>Data Backup and Recovery Market: Current Analysis and Forecast (2022-2028)</em></a></p>
<p dir="auto"><strong>Contact Us:</strong></p>
<p dir="auto"><strong>UnivDatos </strong></p>
<p dir="auto"><strong>Email: </strong><a href="mailto:contact@univdatos.com"><strong>contact@univdatos.com</strong></a><strong> </strong></p>
<p dir="auto"><strong>Contact no: +1 978 7330253</strong></p>
<p dir="auto"><strong>Website: </strong><a href="http://www.univdatos.com/" target="_blank" rel="noopener"><strong>www.univdatos.com</strong></a></p>
<p dir="auto"><strong>Linked In: </strong><a href="https://www.linkedin.com/company/univ-datos/" target="_blank" rel="noopener"><strong>https://www.linkedin.com/company/univ-datos/</strong></a></p>
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<title>Why Are U.S. Businesses Investing in Forex Trading Bots?</title>
<link>https://news.bangboxonline.com/Forex-Trading-Bot-72020</link>
<guid>https://news.bangboxonline.com/Forex-Trading-Bot-72020</guid>
<description><![CDATA[ U.S. businesses are increasingly turning to Forex Trading Bots to streamline trading operations, improve efficiency, and unlock new opportunities in global financial markets. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a352c1c676ae.jpg" length="99649" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 16:46:50 +0500</pubDate>
<dc:creator>Diego Carlos</dc:creator>
<media:keywords>forex trading bot</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The business landscape in the United States is evolving rapidly, and companies are constantly exploring innovative ways to improve efficiency, increase productivity, and discover new growth opportunities. As digital technologies continue to transform industries, automated trading solutions have become a popular choice among entrepreneurs, startups, and established businesses. One solution attracting significant attention is the Forex Trading Bot.</span></p>
<p dir="ltr"><span>With global financial markets operating around the clock, businesses are looking for smarter ways to participate in trading activities while maintaining focus on their core operations. This growing interest has made automated trading one of the most discussed trends among forward-thinking companies in 2026.</span></p>
<h2 dir="ltr"><span>The Growing Popularity of Automated Trading</span></h2>
<p dir="ltr"><span>Technology has changed how businesses operate, communicate, and manage financial activities. Automation is now a key driver of efficiency across multiple industries, and forex trading is no exception.</span></p>
<p dir="ltr"><span>A </span><a href="https://www.beleaftechnologies.com/forex-trading-bot"><span>Forex Trading Bot</span></a><span> enables businesses to automate trading processes based on predefined strategies and market conditions. This allows companies to participate in market opportunities without requiring constant manual monitoring. As a result, many U.S. businesses are adopting automated trading solutions to support their operational goals and improve productivity.</span></p>
<p dir="ltr"><span>The ability to streamline trading activities while saving valuable time is one of the primary reasons behind the growing demand for automation.</span></p>
<h2 dir="ltr"><span>Helping Businesses Focus on Growth</span></h2>
<p dir="ltr"><span>For entrepreneurs and startup founders, time is one of the most valuable business assets. Managing customers, operations, marketing, and expansion plans often leaves limited time for monitoring financial markets.</span></p>
<p dir="ltr"><span>A Forex Trading Bot helps reduce the workload associated with manual trading by automating repetitive tasks. This allows business owners to focus on strategic decisions, customer engagement, and business development while maintaining participation in forex markets.</span></p>
<p dir="ltr"><span>By improving operational efficiency, businesses can dedicate more resources to activities that contribute directly to long-term growth.</span></p>
<h2 dir="ltr"><span>Supporting Better Scalability</span></h2>
<p dir="ltr"><span>Scalability remains a top priority for startups and growing companies. Businesses need solutions that can support expansion without significantly increasing operational complexity.</span></p>
<p dir="ltr"><span>A Forex Trading Bot provides the flexibility to handle larger trading activities while maintaining efficiency. As business needs evolve, automated systems can adapt to support broader market participation and increased trading volume.</span></p>
<p dir="ltr"><span>This scalability makes automated trading an attractive option for companies seeking sustainable growth opportunities in competitive markets.</span></p>
<h2 dir="ltr"><span>Increasing Market Accessibility</span></h2>
<p dir="ltr"><span>The forex market operates twenty-four hours a day across multiple global trading sessions. For business owners managing busy schedules, monitoring market movements continuously can be difficult.</span></p>
<p dir="ltr"><span>A Forex Trading Bot helps businesses remain connected to market opportunities throughout the day. Automated systems can track market activity and execute predefined actions without requiring constant attention from business teams.</span></p>
<p dir="ltr"><span>This accessibility enables entrepreneurs to engage with global financial markets while focusing on other important aspects of their business operations.</span></p>
<h2 dir="ltr"><span>Encouraging Innovation in Modern Businesses</span></h2>
<p dir="ltr"><span>Innovation is often a defining characteristic of successful companies. Organizations that embrace modern technologies are frequently better positioned to improve efficiency and adapt to changing market conditions.</span></p>
<p dir="ltr"><span>A Forex Trading Bot represents a practical example of technology supporting innovation. By automating routine trading functions, businesses can streamline processes and allocate more time to product development, customer acquisition, and strategic planning.</span></p>
<p dir="ltr"><span>For startups seeking a competitive edge, adopting innovative solutions can contribute to stronger market positioning and future success.</span></p>
<h2 dir="ltr"><span>Why Startups Are Taking Notice</span></h2>
<p dir="ltr"><span>Startups are particularly attracted to technologies that maximize productivity while minimizing operational complexity. Limited resources often require founders to prioritize solutions that deliver efficiency and flexibility.</span></p>
<p dir="ltr"><span>A Forex Trading Bot helps startups automate trading activities while maintaining focus on scaling their businesses. This balance allows entrepreneurs to pursue new opportunities without sacrificing attention to their primary objectives.</span></p>
<p dir="ltr"><span>As startup ecosystems continue to grow across the United States, automation is becoming an increasingly valuable tool for achieving business goals.</span></p>
<h2 dir="ltr"><span>Building a Future-Ready Business Strategy</span></h2>
<p dir="ltr"><span>The future of business is closely connected to digital transformation. Companies that invest in modern tools today are often better prepared for tomorrow's opportunities.</span></p>
<p dir="ltr"><span>A Forex Trading Bot can play an important role in a broader strategy focused on efficiency, scalability, and continuous improvement. Businesses that embrace automation are positioning themselves to adapt more effectively to evolving market trends and customer expectations.</span></p>
<p dir="ltr"><span>This forward-looking approach helps organizations remain competitive in an increasingly technology-driven environment.</span></p>
<h2 dir="ltr"><span>The Long-Term Value of Automation</span></h2>
<p dir="ltr"><span>Automation is no longer viewed as a luxury but as a strategic business asset. Companies across industries are recognizing the benefits of reducing manual processes and improving operational performance.</span></p>
<p dir="ltr"><span>A Forex Trading Bot offers businesses an efficient way to participate in financial markets while supporting productivity and growth objectives. As adoption continues to increase, automated trading is expected to remain an important component of modern business strategies.</span></p>
<p dir="ltr"><span>For entrepreneurs and startups, investing in technology-driven solutions can create new pathways toward expansion and long-term success.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>The increasing adoption of automated trading reflects a broader shift toward innovation, efficiency, and business optimization. A Forex Trading Bot helps U.S. businesses streamline trading activities, improve scalability, and remain engaged in global financial markets while focusing on core business goals. As more companies embrace automation to support growth and productivity, partnering with an experienced Forex Trading Bot Company can provide the expertise and technology needed to build a strong foundation for future success.</span></p>
<p></p>]]> </content:encoded>
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<title>Reliable Astrology App Development Company in India for Astrology Platforms</title>
<link>https://news.bangboxonline.com/reliable-astrology-app-development-company-in-india-for-astrology-platforms</link>
<guid>https://news.bangboxonline.com/reliable-astrology-app-development-company-in-india-for-astrology-platforms</guid>
<description><![CDATA[ Dinoustech is an astrology app development company in India offering scalable, feature-rich apps for horoscope, kundli, and live astrology services. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a351f77cdbef.jpg" length="74001" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 16:22:51 +0500</pubDate>
<dc:creator>Dinoustech</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>In the digital age, astrology has shifted from in-person consultations to mobile platforms that connect astrologers and users worldwide. As demand grows for personalized predictions, horoscope readings, and live consultations, astrology apps have become vital for modern users. Businesses wanting to enter this expanding market need a reliable </span><a href="https://www.dinoustech.com/astrology-app-development.html"><span>astrology app development company</span></a><span> in India that can provide secure, scalable, and feature-packed solutions tailored to changing user needs.</span></p>
<h3 dir="ltr"><span>The Rising Popularity of Astrology Apps</span></h3>
<p dir="ltr"><span>Astrology has long been important in people’s lives, especially in countries like India where it is deeply ingrained in culture and tradition. With the rise of smartphones, users now prefer to access astrology services through mobile apps instead of visiting astrologers in person. This change has led to increased demand for astrology platforms that offer convenience, accuracy, and real-time services.</span></p>
<p dir="ltr"><span>Modern astrology apps provide features like daily horoscopes, kundli generation, tarot readings, numerology insights, and live chats or calls with expert astrologers. These features not only boost user engagement but also create new revenue opportunities for businesses. Consequently, investing in a solid astrology app has become a smart move for entrepreneurs and companies.</span></p>
<h3 dir="ltr"><span>Importance of Choosing a Reliable Development Partner</span></h3>
<p dir="ltr"><span>Creating a successful astrology app requires more than just basic coding skills. It demands a solid understanding of user behavior, industry trends, and technology developments. A dependable astrology app development company in India makes sure that every aspect of the app is meticulously planned and executed, from design and development to deployment and maintenance.</span></p>
<p dir="ltr"><span>Dinoustech is a trusted name in this field, offering customized astrology app solutions that meet business goals. By focusing on innovation and user-friendly design, Dinoustech helps clients build platforms that are both engaging and effective. Their expertise ensures that the app runs smoothly, even as the user base grows, making scalability one of their strengths.</span></p>
<h3 dir="ltr"><span>Key Features of a Successful Astrology Platform</span></h3>
<p dir="ltr"><span>A well-made astrology app should deliver a smooth user experience combined with useful features. Functions like personalized horoscopes, real-time notifications, secure payment options, and multilingual support are crucial for attracting and keeping users. Moreover, adding AI-based recommendations and data analytics can improve the accuracy and relevance of predictions.</span></p>
<p dir="ltr"><span>User interface and experience design are vital for any mobile app's success. An easy-to-use and attractive design ensures that users can navigate the app and access services without any problems. This not only boosts user satisfaction but also increases retention rates.</span></p>
<h3 dir="ltr"><span>Scalability and Performance for Growing Platforms</span></h3>
<p dir="ltr"><span>As astrology apps gain popularity, they often face rapid increases in user traffic. Therefore, scalability is key to their success. A credible development company prioritizes building applications that can handle growing loads without sacrificing performance. Cloud-based infrastructure, effective coding practices, and strong backend systems are essential parts of a scalable astrology platform.</span></p>
<p dir="ltr"><span>Dinoustech uses advanced technologies to ensure that their astrology apps remain fast, responsive, and reliable under all conditions. By adopting modern development frameworks and tools, they create apps that can easily adjust to changing market needs and technology advancements.</span></p>
<h3 dir="ltr"><span>Security and Data Protection</span></h3>
<p dir="ltr"><span>Astrology apps often manage sensitive user information, including personal details and birth data. Keeping this data secure is crucial. A professional astrology app development company in India implements strong security measures such as data encryption, secure APIs, and compliance with industry standards to safeguard user information.</span></p>
<p dir="ltr"><span>Building trust with users is vital for the long-term success of any astrology platform. By focusing on security and transparency, businesses can build credibility and foster strong connections with their users.</span></p>
<h3 dir="ltr"><span>Cost-Effective Solutions with High Quality</span></h3>
<p dir="ltr"><span>One of the main benefits of choosing an Indian development company is the cost-effectiveness it provides. Businesses can access high-quality development services at competitive rates, making it easier to launch and grow their astrology apps. Despite being affordable, Indian companies uphold high quality standards through thorough testing and quality checks.</span></p>
<p dir="ltr"><span>Dinoustech combines affordability with quality, delivering reliable astrology app solutions that meet global standards. Their commitment to quality ensures that clients receive value-driven services without sacrificing performance or functionality.</span></p>
<h3 dir="ltr"><span>Conclusion</span></h3>
<p dir="ltr"><span>The demand for astrology apps keeps rising as more users seek convenient and personalized spiritual guidance. Partnering with a reliable astrology app development company in India is crucial for creating a successful and scalable platform. With their technical skills, innovative approach, and focus on user experience, Indian developers are well-equipped to provide modern solutions.</span></p>
<p dir="ltr"><span>Dinoustech stands out as a reliable partner in this process, offering tailored and scalable astrology app development services to meet various business needs. By choosing the right development company, businesses can build powerful astrology platforms that fulfill current demands and pave the way for future growth and success.</span></p>]]> </content:encoded>
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<title>Why GHAANA Is Emerging as a Preferred Choice in India’s Dairy Franchise Industry</title>
<link>https://news.bangboxonline.com/why-ghaana-is-emerging-as-a-preferred-choice-in-indias-dairy-franchise-industry</link>
<guid>https://news.bangboxonline.com/why-ghaana-is-emerging-as-a-preferred-choice-in-indias-dairy-franchise-industry</guid>
<description><![CDATA[ Among the brands creating a strong impact in this space, GHAANA stands out with its commitment to quality, innovation, and sustainable business growth. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a352450aa978.jpg" length="87842" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 16:13:56 +0500</pubDate>
<dc:creator>ghaana</dc:creator>
<media:keywords>frozen dessert, Dairy Franchise Industry</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;">India's dairy and frozen dessert market continues to grow rapidly as consumers increasingly seek quality products that offer both taste and trust. With rising demand for premium dairy experiences, franchise opportunities in this sector have become highly attractive for aspiring entrepreneurs. Among the brands creating a strong impact in this space, <strong><a href="https://ghaana.in/">GHAANA</a></strong> stands out with its commitment to quality, innovation, and sustainable business growth.</p>
<h2 style="text-align: justify;">The Growing Demand for Premium Dairy and Frozen Desserts</h2>
<p style="text-align: justify;">Dairy products have always been an essential part of Indian households. From milk and curd to ice creams and frozen desserts, these products enjoy consistent demand throughout the year. As consumer preferences evolve, there is a noticeable shift toward premium-quality products that deliver better taste, hygiene, and nutritional value.</p>
<p style="text-align: justify;">This changing market landscape has opened doors for businesses that prioritize quality and customer satisfaction. Brands that combine premium products with efficient business systems are positioned for long-term success.</p>
<h2 style="text-align: justify;">What Makes GHAANA Different?</h2>
<p style="text-align: justify;">In a competitive market, success depends on more than just offering products. It requires a strong vision, reliable operations, and meaningful customer relationships.</p>
<p style="text-align: justify;">GHAANA is built on the vision of redefining how people experience dairy and frozen desserts. The brand focuses on delivering products that combine purity, consistency, and exceptional taste while maintaining modern operational standards.</p>
<p style="text-align: justify;">Key factors that distinguish the brand include:</p>
<h3 style="text-align: justify;">1. Premium Product Quality</h3>
<p style="text-align: justify;">Quality remains at the heart of every successful dairy business. The focus on purity and consistency helps ensure customers enjoy a reliable experience every time they purchase a product.</p>
<h3 style="text-align: justify;">2. Strong Franchise Support System</h3>
<p style="text-align: justify;">Many entrepreneurs struggle due to a lack of guidance and operational support. A structured franchise model can significantly improve business performance and growth potential.</p>
<h3 style="text-align: justify;">3. Daily Demand Products</h3>
<p style="text-align: justify;">One of the biggest advantages of the dairy industry is its recurring customer demand. Dairy products and frozen desserts are consumed regularly, creating continuous business opportunities throughout the year.</p>
<p style="text-align: center;"><img src="https://ghaana.in/wp-content/uploads/2026/04/ChatGPT-Image-Apr-22-2026-05_26_13-PM.png" alt="" width="550"></p>
<h3 style="text-align: justify;">4. Marketing and Brand Strength</h3>
<p style="text-align: justify;">Building customer trust takes time. A recognizable brand backed by strategic marketing efforts can help franchise partners attract customers more efficiently and accelerate growth.</p>
<h3 style="text-align: justify;">5. Smooth and Efficient Operations</h3>
<p style="text-align: justify;">Well-defined operational systems reduce complexity and improve overall business performance. This allows franchise partners to focus on customer satisfaction and business expansion.</p>
<h2 style="text-align: justify;">Building a Sustainable Future</h2>
<p style="text-align: justify;">Modern consumers are becoming increasingly conscious about the origins of the products they consume. Sustainability and ethical sourcing are no longer optional—they are expectations.</p>
<p style="text-align: justify;">A major strength of GHAANA is its emphasis on creating meaningful impact beyond business. Through ethical sourcing practices and strong connections with farmers, the brand promotes trust, quality, and long-term sustainability. This approach benefits both consumers and the agricultural communities that support the dairy ecosystem.</p>
<h2 style="text-align: justify;">Opportunities for Aspiring Entrepreneurs</h2>
<p style="text-align: justify;">Starting a business independently often comes with significant challenges, including branding, operations, marketing, and customer acquisition. Joining a well-structured franchise system can help reduce these barriers.</p>
<p style="text-align: justify;">Entrepreneurs looking for a business with:</p>
<ul style="text-align: justify;">
<li>High profit potential</li>
<li>Consistent customer demand</li>
<li>Strong operational support</li>
<li>Established brand value</li>
<li>Long-term growth opportunities</li>
</ul>
<p style="text-align: justify;">may find the dairy franchise sector particularly appealing.</p>
<h2 style="text-align: justify;">A Vision Focused on Growth</h2>
<p style="text-align: justify;">The long-term goal of GHAANA is to become India's leading premium dairy franchise brand. Its mission centers on delivering quality products, empowering franchise partners, and achieving sustainable expansion across the country.</p>
<p style="text-align: justify;">As India's dairy market continues to evolve, brands that combine quality, innovation, and responsible business practices are likely to shape the industry's future.</p>
<p style="text-align: center;"><img src="https://ghaana.in/wp-content/uploads/2026/04/slider_2.png" alt="" width="550"></p>
<h2 style="text-align: justify;">Conclusion</h2>
<p style="text-align: justify;">The dairy and frozen dessert industry offers significant opportunities for growth, especially for entrepreneurs seeking a business model backed by strong systems and consistent demand. By focusing on premium quality, partner success, ethical sourcing, and customer satisfaction, GHAANA is creating a foundation for sustainable growth in the years ahead.</p>
<p style="text-align: justify;">For individuals looking to build a rewarding future in the dairy sector, partnering with a brand that values quality, innovation, and long-term success can be a strategic step toward achieving their business goals.</p>
<h2 style="text-align: justify;">Frequently Asked Questions (FAQs)</h2>
<h3 style="text-align: justify;">1. What makes GHAANA different from other dairy franchise brands?</h3>
<p style="text-align: justify;">GHAANA focuses on premium-quality dairy and frozen dessert products, strong franchise support, ethical sourcing practices, and efficient operational systems designed for sustainable growth.</p>
<h3 style="text-align: justify;">2. Is the dairy franchise industry a profitable business opportunity?</h3>
<p style="text-align: justify;">Yes. Dairy products are daily-consumption items with consistent market demand, making the dairy franchise industry a potentially profitable and sustainable business option.</p>
<h3 style="text-align: justify;">3. How does GHAANA support its franchise partners?</h3>
<p style="text-align: justify;">GHAANA provides operational guidance, marketing support, brand strength, and structured business systems to help franchise partners establish and grow their businesses successfully.</p>]]> </content:encoded>
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<title>Aeroderivative Sensor Market Size, Trends, Growth &amp;amp; Analysis 2033 | UnivDatos</title>
<link>https://news.bangboxonline.com/aeroderivative-sensor-market</link>
<guid>https://news.bangboxonline.com/aeroderivative-sensor-market</guid>
<description><![CDATA[ The Global Aeroderivative Sensor Market was valued at USD 337.87 million in 2024 and is expected to grow at a strong CAGR of around 8.59% during the forecast period (2025-2033F), ]]></description>
<enclosure url="https://d21aa2ghywi6oj.cloudfront.net/Aeroderivative_Sensor_Market_Size_and_Forecast_97a01e46a2.webp" length="49398" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 16:13:55 +0500</pubDate>
<dc:creator>univdatos2</dc:creator>
<media:keywords>Aeroderivative Sensor Market</media:keywords>
<content:encoded><![CDATA[<p dir="auto"><strong>The Global </strong><a href="https://univdatos.com/reports/aeroderivative-sensor-market" target="_blank" rel="noopener"><strong>Aeroderivative Sensor Market</strong></a><strong> was valued at USD 337.87 million in 2024 and is expected to grow at a strong CAGR of around 8.59% during the forecast period (2025-2033F),</strong></p>
<p dir="auto">Aeroderivative sensors are unique devices utilized for measuring critical parameters, including temperature, pressure, vibration, and combustion conditions, on aeroderivative gas turbines and applications. Derived from aircraft engine technology, these sensors are built for high efficiency, reliability, and performance in challenging industrial environments. They are important for maintaining operational safety, optimizing turbine efficiency, and supporting predictive maintenance. Furthermore, these sensors are widely used across power generation, oil and gas, and industrial sectors, thereby supporting real-time data acquisition and advanced monitoring applications.</p>
<p dir="auto">The aeroderivative sensor market is growing rapidly, supported by the growing use of aeroderivative turbines in various industrial applications. The growing demand for efficient energy solutions and operational optimization is boosting sensor adoption. Along with this, technological advancements, including smart and wireless sensors, are improving monitoring capabilities and reducing operational costs. At the same time, the market is also benefiting from increasing focus on sustainability and energy efficiency. Furthermore, strategic collaborations and investments are allowing companies to increase their product portfolios and market reach. Overall, the market is driven by continuous innovation and the need for reliable monitoring solutions in critical industrial environments.</p>
<p dir="auto"><strong><u>List of Top Companies Operating in Aeroderivative Sensor Worldwide:</u></strong></p>
<p dir="auto">The global aeroderivative sensor market has several major players, including Honeywell International Inc., TE Connectivity, AMETEK Inc., Danfoss, and Conax Technologies. More information about these companies has been provided below:</p>
<p dir="auto"><strong>Access sample report (including graphs, charts, and figures): </strong><a href="https://univdatos.com/reports/aeroderivative-sensor-market?popup=report-enquiry" target="_blank" rel="noopener"><strong>https://univdatos.com/reports/aeroderivative-sensor-market?popup=report-enquiry</strong></a><strong> </strong></p>
<p dir="auto"><strong><u>Honeywell International Inc.</u></strong></p>
<p dir="auto">Honeywell’s Industrial Automation segment provides custom-engineered sensing technologies, gas detection systems, and monitoring solutions essential for aeroderivative turbines. These sensors monitor pressure, temperature, vibration, and gas composition to maintain safety and operational efficiency. The company's solutions work with automation and analytics platforms, allowing predictive maintenance and process optimization in energy and industrial facilities. With its global presence and focus on innovation, including IoT-enabled sensors and intelligent monitoring systems, the company is a leading provider for turbine monitoring, safety assurance, and performance improvement in complex, high-temperature, high-pressure environments.</p>
<p dir="auto"><strong><u>TE Connectivity</u></strong></p>
<p dir="auto">TE Connectivity creates industrial sensors, transducers, and condition monitoring solutions tailored for high-performance energy systems. Their range includes temperature, pressure, vibration, and flow sensors specifically designed for aeroderivative gas turbines and power plants. These sensors provide precise real-time data in challenging environments, offering predictive maintenance and ensuring safety compliance. When integrated with data analytics and IoT platforms, they help lower operational risks and improve efficiency. With a global presence, a focus on durable industrial sensors, and continuous innovation, TE Connectivity is a leading provider of turbine monitoring and control solutions in the energy and industrial sectors.</p>
<p dir="auto"><strong><u>AMETEK.Inc.</u></strong></p>
<p dir="auto">AMETEK offers a range of high-precision sensors, analyzers, and monitoring systems. These are specifically engineered for use in industrial and energy sectors, including applications like aeroderivative turbines. Its product range includes vibration, temperature, pressure, and flow sensors that deliver reliable measurements even in tough conditions. These sensors support predictive maintenance, turbine protection, and process management improvement. By focusing on sensor accuracy, strong design, and easy integration with monitoring software, it ensures safety and efficiency across the power generation, oil &amp; gas, and manufacturing sectors. Its global reach and commitment to innovation make AMETEK a dependable partner for turbine operators who require real-time performance data and advanced diagnostics.</p>
<p dir="auto"><strong>Click here to view the Report Description &amp; TOC: </strong><a href="https://univdatos.com/reports/aeroderivative-sensor-market" target="_blank" rel="noopener"><strong>https://univdatos.com/reports/aeroderivative-sensor-market</strong></a><strong> </strong></p>
<p dir="auto"><strong><u>Danfoss</u></strong></p>
<p dir="auto">Danfoss provides sensors, monitoring devices, and control systems for energy, industrial, and turbine sectors. Its range includes bearing sensors, pressure sensors, and vibration monitoring products tailored for aeroderivative gas turbines. The company prioritizes predictive maintenance, operational efficiency, and safety in energy systems by providing real-time diagnostics and early detection of equipment issues. Incorporated with automation and IoT platforms, the company's sensors allow data-driven decisions and help minimize unplanned outages. With global operations and a dedication to innovative, reliable sensing technologies, the company plays a vital role in turbine condition monitoring and improving industrial performance.</p>
<p dir="auto"><strong><u>Conax Technologies</u></strong></p>
<p dir="auto">Conax Technologies specializes in high-quality sensors for industrial and aerospace applications, including temperature, pressure, and vibration sensors used in aeroderivative turbines and vital energy systems. Their products are built to withstand extreme temperatures, high pressures, and rapid response scenarios, aiding predictive maintenance, turbine safety, and operational dependability. The company's sensors integrate seamlessly with advanced data acquisition systems for real-time diagnostics and early fault detection. Focused on precise engineering, durable design, and global availability, Conax Technologies provides reliable monitoring solutions that boost turbine performance, efficiency, and safety across energy and industrial sectors worldwide.</p>
<p dir="auto"><strong><em>According to UnivDatos expansion of distributed power generation, increasing deployment of aeroderivative turbines in the oil &amp; gas and marine sectors, and advancements in high-temperature and miniaturized sensor technologies are the major factors driving growth in the aeroderivative sensor market.</em></strong></p>
<p dir="auto"><strong>Related Report: </strong></p>
<p dir="auto"><a href="https://univdatos.com/reports/low-altitude-communication-network-market" target="_blank" rel="noopener">Low-altitude Communication Network Market: Current Analysis and Forecast (2025-2033)</a></p>
<p dir="auto"><a href="https://univdatos.com/reports/nuclear-bunker-market" target="_blank" rel="noopener">Nuclear Bunker Market: Current Analysis and Forecast (2025-2033)</a></p>
<p dir="auto"><a href="https://univdatos.com/reports/india-short-haul-aircraft-market" target="_blank" rel="noopener">India Short-Haul Aircraft Market: Current Analysis and Forecast (2025-2033)</a></p>
<p dir="auto"><a href="https://univdatos.com/reports/space-dc-dc-converter-market" target="_blank" rel="noopener">Space DC-DC Converter Market: Current Analysis and Forecast (2025-2033)</a></p>
<p dir="auto"><a href="https://univdatos.com/reports/aircraft-nacelle-and-thrust-reverser-market" target="_blank" rel="noopener">Aircraft Nacelle and Thrust Reverser Market: Current Analysis and Forecast (2025-2033)</a></p>
<p dir="auto"><strong>Contact Us:</strong></p>
<p dir="auto"><strong>UnivDatos </strong></p>
<p dir="auto"><strong>Email: </strong><a href="mailto:contact@univdatos.com"><strong>contact@univdatos.com</strong></a><strong> </strong></p>
<p dir="auto"><strong>Contact no: +1 978 7330253</strong></p>
<p dir="auto"><strong>Website: </strong><a href="http://www.univdatos.com/" target="_blank" rel="noopener"><strong>www.univdatos.com</strong></a></p>
<p dir="auto"><strong>Linked In: </strong><a href="https://www.linkedin.com/company/univ-datos/" target="_blank" rel="noopener"><strong>https://www.linkedin.com/company/univ-datos/</strong></a></p>]]> </content:encoded>
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<title>Kitchen Cabinet Craftsmanship Designed for Modern Homes</title>
<link>https://news.bangboxonline.com/Kitchen-Cabinet-Craftsmanship-Designed-for-Modern-Homes</link>
<guid>https://news.bangboxonline.com/Kitchen-Cabinet-Craftsmanship-Designed-for-Modern-Homes</guid>
<description><![CDATA[ That shift explains why experienced kitchen cabinet manufacturers in Miami continue seeing stronger demand for custom-built solutions instead of off-the-shelf installations. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a358a4f1e51f.jpg" length="80343" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 16:10:07 +0500</pubDate>
<dc:creator>Cortezza Group</dc:creator>
<media:keywords>kitchen cabinet manufacturers in Miami</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal"><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">A kitchen changes the way a home feels. Not in an obvious way at first, but in the small everyday moments. The way drawers glide open. How easily everything stays organized. The amount of visual clutter, or the lack of it. Good cabinetry quietly affects all of that. Homeowners across Miami have started paying closer attention to those details. Clean finishes alone are not enough anymore. <o:p></o:p></span></p>
<p class="MsoNormal"><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">People want kitchens that work hard behind the scenes too, especially in homes where the kitchen doubles as a social space, workspace, and gathering point all at once. That shift explains why experienced </span><span lang="EN"><a href="https://cortezzagroup.com/kitchen-cabinets/"><b><span style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">kitchen cabinet manufacturers in Miami</span></b></a></span><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;"> continue seeing stronger demand for custom-built solutions instead of off-the-shelf installations.<o:p></o:p></span></p>
<h2><a name="_rt25s5ei1wwr"></a><b><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">Modern Homes Need Smarter Storage<o:p></o:p></span></b></h2>
<p class="MsoNormal"><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">Open layouts look great until storage becomes a problem. A lot of modern kitchens struggle with that balance. Minimalist designs often remove upper cabinets or reduce visible storage, which can leave homeowners fighting clutter every day. Smart cabinetry solves that issue without making the space feel heavy or overcrowded.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">The better cabinet designs usually focus on how people actually move through the kitchen. Deep drawers for cookware. Hidden storage for appliances sitting on countertops. Built-in organizers that stop cabinets from turning into junk spaces six months later.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">That practical side is one reason demand for </span><span lang="EN"><a href="https://cortezzagroup.com/kitchen-cabinets/"><b><span style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">kitchen cabinets in Miami FL</span></b></a></span><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;"> keeps growing in both condo renovations and larger residential projects. Homeowners want kitchens that stay functional long after the renovation photos stop circulating online.<o:p></o:p></span></p>
<h2><a name="_ufebqcvchzoz"></a><b><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">Craftsmanship Shows Up Over Time<o:p></o:p></span></b></h2>
<p class="MsoNormal"><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">Cheap cabinetry looks fine in the beginning. Most of it does. The gap begins to appear a year or two into the match. Hinges loosen. Doors do not line up. The moisture finds its way in unsealed materials. Corners wear out at a faster rate than anticipated, particularly in humid climates, such as Miami. The age of well-made cabinets varies.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">Cabinetry is crafted with strength, quality hardware and a focus on finishing to maintain its form and beauty over the years. Such durability is more significant in families that have a lot of activity in the kitchen, which is used every day.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">Master cabinet makers are also well aware that precision can have more of an impact than the look. Bad measurements lead to an awkward gap, uneven spacing and lost space. Those errors once installed are difficult to overlook. This is the reason many homeowners are choosing custom fabrication over standard size items manufactured for generic layouts when it comes to finding custom cabinetry in Miami.<o:p></o:p></span></p>
<h2><a name="_g7yfvl0np0w"></a><b><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">Design Trends Have Shifted<o:p></o:p></span></b></h2>
<p class="MsoNormal"><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">Heavy decorative kitchens have started fading out. Simpler designs feel more natural now.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">Warm wood tones are making a comeback. Matte finishes continue showing up in modern remodels because they soften the overall look of a space. Integrated lighting, hidden storage, and flat-panel cabinetry remain popular because they create cleaner visual lines without making kitchens feel cold.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">At the same time, homeowners want kitchens that feel connected to the rest of the house. Cabinets no longer sit in isolation. They blend into living spaces, dining areas, and even home offices in open-concept layouts. That change pushes kitchen cabinet manufacturers in Miami to think beyond storage alone. Cabinetry now plays a larger role in shaping the personality of the entire home.<o:p></o:p></span></p>
<h2><a name="_7fo80lw6eiq"></a><b><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">Conclusion<o:p></o:p></span></b></h2>
<p class="MsoNormal"><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">Every kitchen has awkward corners, spacing limitations, or storage gaps. Custom work handles those issues better because the design starts with the actual space instead of forcing standard dimensions into place. That flexibility makes a noticeable difference in smaller kitchens where every inch matters. It also helps larger homes avoid the oversized, empty feeling that poorly planned cabinetry sometimes creates.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="EN" style="font-family: 'Calibri','sans-serif'; color: black; mso-themecolor: text1;">Well-designed kitchen cabinets in Miami FL do more than improve appearance. They make daily routines easier without drawing attention to themselves. And honestly, that is usually the clearest sign of good craftsmanship. Everything simply works the way it should. Get in touch with Cortezza Group to discuss custom kitchen furniture for your place.<o:p></o:p></span></p>]]> </content:encoded>
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<title>Reliable UK Telephone Answering Solutions for Companies</title>
<link>https://news.bangboxonline.com/Reliable-UK-Telephone-Answering-Solutions-for-Companies</link>
<guid>https://news.bangboxonline.com/Reliable-UK-Telephone-Answering-Solutions-for-Companies</guid>
<description><![CDATA[ Reliable UK telephone answering solutions for companies provide an efficient, affordable, and professional way to manage customer communication. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a351f5709b71.jpg" length="73130" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 15:52:31 +0500</pubDate>
<dc:creator>bandstring</dc:creator>
<media:keywords>Telephone Answering Service</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Effective communication is one of the most important aspects of running a successful business. Every customer call represents an opportunity to answer questions, solve problems, generate leads, or secure new business. However, many companies struggle to answer every call while managing daily operations. Missed calls can lead to frustrated customers, lost revenue, and damage to a company’s reputation. This is why reliable UK telephone answering solutions for companies have become an essential business service across a wide range of industries.</span></p>
<p dir="ltr"><span>A professional telephone answering service ensures that every caller receives a friendly, prompt, and professional response. Whether your company is a startup, a growing business, or a large organisation, these services help maintain excellent customer communication without the expense of employing a full-time in-house receptionist. With trained receptionists acting as an extension of your business, you can focus on your core operations while ensuring every customer receives outstanding service.</span></p>
<h2 dir="ltr"><span>What Are UK Telephone Answering Solutions?</span></h2>
<p dir="ltr"><span>Telephone answering solutions are professional call management services designed to handle incoming business calls on behalf of a company. Instead of allowing calls to go unanswered or reach voicemail, trained receptionists answer using your business name </span><a href="https://answerpoint.co.uk/virtual-office-uk-and-call-answering-service-uk-guide/"><span>Telephone Answering Service</span></a><span>, follow your call handling instructions, and assist customers with their enquiries.</span></p>
<p dir="ltr"><span>Depending on your business requirements, the service can transfer calls, take detailed messages, schedule appointments, provide basic information, or escalate urgent enquiries to the appropriate team member. The goal is to create a seamless experience that reflects your company's professionalism and commitment to customer care.</span></p>
<h2 dir="ltr"><span>Why Companies Need Reliable Telephone Answering Services</span></h2>
<p dir="ltr"><span>Modern customers expect businesses to be available when they need assistance. If a phone call goes unanswered, many callers will simply contact a competitor. Reliable telephone answering solutions help companies remain accessible throughout the working day and, in many cases, outside normal business hours.</span></p>
<p dir="ltr"><span>Businesses benefit from telephone answering services because they:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ensure every customer call is answered.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improve customer satisfaction.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Present a professional business image.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduce missed sales opportunities.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Allow employees to focus on important tasks.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Support business growth without increasing staffing costs.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improve communication during busy periods.</span></p>
</li>
</ul>
<p dir="ltr"><span>Reliable call handling helps businesses build trust with customers while maintaining consistent service standards.</span></p>
<h2 dir="ltr"><span>Key Benefits of Reliable UK Telephone Answering Solutions</span></h2>
<h3 dir="ltr"><span>Professional Customer Service</span></h3>
<p dir="ltr"><span>First impressions matter. Every caller expects to speak with someone who is polite, knowledgeable, and helpful. Professional receptionists represent your business with courtesy and professionalism, creating a positive experience from the very first interaction.</span></p>
<h3 dir="ltr"><span>Never Miss Important Calls</span></h3>
<p dir="ltr"><span>Missed calls often result in missed business opportunities. Whether a customer wants to request a quotation, schedule a consultation, or ask a question about your services, answering every call increases the likelihood of converting enquiries into loyal customers.</span></p>
<h3 dir="ltr"><span>Cost-Effective Business Support</span></h3>
<p dir="ltr"><span>Hiring and managing a full-time receptionist involves salaries, office equipment, employee benefits, training, and additional overhead expenses. Telephone answering solutions provide professional reception services at a significantly lower cost, making them suitable for companies of every size.</span></p>
<h3 dir="ltr"><span>Increased Productivity</span></h3>
<p dir="ltr"><span>Employees frequently lose focus when constantly interrupted by incoming phone calls. Outsourcing call handling allows staff to concentrate on their primary responsibilities while ensuring customers continue receiving prompt assistance.</span></p>
<h3 dir="ltr"><span>Flexible Call Management</span></h3>
<p dir="ltr"><span>Reliable answering services can adapt to your company's unique requirements. Calls may be transferred immediately, messages sent directly to team members, appointments booked, or customer enquiries managed according to customised call scripts.</span></p>
<h3 dir="ltr"><span>Better Customer Experience</span></h3>
<p dir="ltr"><span>Customers appreciate speaking with a real person instead of leaving voicemail messages. Quick responses and friendly conversations increase customer satisfaction and encourage repeat business.</span></p>
<h2 dir="ltr"><span>Features of Modern Telephone Answering Solutions</span></h2>
<p dir="ltr"><span>Today's telephone answering services offer much more than simple message taking. Companies can benefit from a variety of advanced features that improve customer communication and business efficiency.</span></p>
<h3 dir="ltr"><span>Personalised Call Answering</span></h3>
<p dir="ltr"><span>Receptionists answer every call using your business name and follow customised greetings that match your company's brand and tone.</span></p>
<h3 dir="ltr"><span>Message Taking and Instant Delivery</span></h3>
<p dir="ltr"><span>Detailed messages are recorded accurately and delivered immediately through email, SMS, or your preferred communication platform.</span></p>
<h3 dir="ltr"><span>Live Call Transfers</span></h3>
<p dir="ltr"><span>Important callers can be transferred directly to the correct department or staff member without unnecessary delays.</span></p>
<h3 dir="ltr"><span>Appointment Scheduling</span></h3>
<p dir="ltr"><span>Many telephone answering providers can book appointments directly into your calendar, helping reduce administrative work and preventing scheduling conflicts.</span></p>
<h3 dir="ltr"><span>Overflow Call Handling</span></h3>
<p dir="ltr"><span>During busy periods when your team cannot answer every call, overflow services ensure customers are never left waiting or sent to voicemail.</span></p>
<h3 dir="ltr"><span>Out-of-Hours Support</span></h3>
<p dir="ltr"><span>Some providers offer evening, weekend, and holiday call answering, allowing your business to remain available beyond normal office hours.</span></p>
<h2 dir="ltr"><span>Industries That Benefit from Telephone Answering Services</span></h2>
<p dir="ltr"><span>Reliable UK telephone answering solutions are suitable for businesses across numerous industries, including:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Legal firms</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Healthcare providers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Estate and letting agencies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Financial services</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Insurance companies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Construction businesses</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Plumbing and electrical contractors</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Marketing agencies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>IT companies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>E-commerce businesses</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Hospitality providers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Recruitment agencies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Professional consultants</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Small businesses and startups</span></p>
</li>
</ul>
<p dir="ltr"><span>Any company that values excellent customer communication can benefit from a professional answering service.</span></p>
<h2 dir="ltr"><span>Supporting Business Growth</span></h2>
<p dir="ltr"><span>As businesses grow, so does the number of customer enquiries. Managing increasing call volumes internally often requires hiring additional staff, investing in office resources, and expanding administrative support.</span></p>
<p dir="ltr"><span>Telephone answering solutions provide a scalable alternative. Whether your company receives twenty calls per day or several hundred, the service can easily adapt to changing business demands. This flexibility allows companies to expand without worrying about overwhelming their internal teams.</span></p>
<p dir="ltr"><span>Reliable communication also helps businesses build stronger customer relationships, leading to increased customer retention, more referrals, and higher revenue over time.</span></p>
<h2 dir="ltr"><span>Choosing the Right UK Telephone Answering Provider</span></h2>
<p dir="ltr"><span>Not every telephone answering service offers the same level of quality. Before selecting a provider, companies should evaluate several important factors.</span></p>
<p dir="ltr"><span>Look for a provider that offers:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Experienced UK-based receptionists.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Personalised call handling.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Flexible pricing options.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Fast message delivery.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Appointment booking services.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Secure handling of customer information.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>High call answering standards.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reliable technology with minimal downtime.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Easy scalability as your business grows.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Excellent customer support.</span></p>
</li>
</ul>
<p dir="ltr"><span>Choosing a trusted provider ensures that every customer interaction reflects positively on your business.</span></p>
<h2 dir="ltr"><span>Why Reliability Matters</span></h2>
<p dir="ltr"><span>Reliability is one of the most important qualities of any telephone answering service. Customers expect their calls to be answered quickly and professionally every time they contact your company. Consistent communication builds confidence, strengthens customer loyalty, and enhances your brand's reputation.</span></p>
<p dir="ltr"><span>Businesses that provide dependable customer service are more likely to receive positive reviews, repeat customers, and valuable word-of-mouth referrals. A reliable telephone answering solution helps ensure your company never misses an opportunity to make a lasting impression.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Reliable UK telephone answering solutions for companies</span><span> provide an efficient, affordable, and professional way to manage customer communication. By ensuring every call is answered promptly and professionally, businesses can improve customer satisfaction, capture more sales opportunities, and maintain a strong professional image.</span></p>
<p dir="ltr"><span>Whether you operate a small local business or a large national company, investing in a dependable telephone answering service allows your team to focus on growth while experienced receptionists handle incoming calls with care and professionalism. In today’s competitive business environment, reliable communication is essential, and a trusted telephone answering solution can play a key role in supporting long-term business success.</span></p>
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<title>Understanding the Perks of Baidyanath Cow Ghee Products</title>
<link>https://news.bangboxonline.com/understanding-the-perks-of-baidyanath-cow-ghee-products</link>
<guid>https://news.bangboxonline.com/understanding-the-perks-of-baidyanath-cow-ghee-products</guid>
<description><![CDATA[ Cow ghee has been an integral part of Indian kitchens. Millions of people love to use ghee in cooking.  It is also a popular option in wellness programs. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a351e9fe82bd.jpg" length="56330" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 15:49:46 +0500</pubDate>
<dc:creator>Baidyanath</dc:creator>
<media:keywords>Ayurvedic products online</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Cow ghee has been an integral part of Indian kitchens. Millions of people love to use ghee in cooking.  It is also a popular option in wellness programs. The flavour of ghee is inimitable. The tradition and texture also play a vital role in making cow ghee popular. Several brands offer ghee nowadays. However, Baidyanath’s ghee stands taller than others. Let us discuss the unique specialties of this product.</span></p>
<p dir="ltr"><strong>Healthy fats</strong></p>
<p dir="ltr"><span>The </span><span>Baidyanath cow ghee</span><span> contains healthy fats. These are not the kind of fats you find in those heavily processed oils. Ghee’s natural fats fuel your body and help it run smoothly. Therefore, it is perfect for anyone looking for cleaner energy in their meals.</span></p>
<p dir="ltr"><strong>Excellent taste</strong></p>
<p dir="ltr"><span>Baidyanath ghee brings a distinctive aroma and flavour. These aspects help them blend perfectly with rice, chapatis, curries and even desserts. You really don’t need a lot of ghee to achieve this effect. You can enhance the quality of any dish with a small amount. It makes dishes richer and more satisfying. When buying </span><strong><a href="https://www.baidyanath.co.in/">Ayurvedic products online</a></strong><span>, most people include Baidyanath ghee in the list.     </span></p>
<p dir="ltr"><strong>A dream ingredient for cooking</strong></p>
<p dir="ltr"><span>Ghee is an integral part of cooking. The </span><span>Baidyanath cow ghee</span><span> is a dream ingredient for many people. This product can handle high temperatures. Therefore, you can fry, roast, and sauté without worrying about your oil burning or breaking down. You cannot expect this advantage from other cooking fats.  </span></p>
<p dir="ltr"><strong>Traditional value  </strong></p>
<p dir="ltr"><span>All Baidyanath products focus on traditional values and Ayurveda. This ghee is no exception. It is used in tons of wellness rituals and remedies. People turn to Baidyanath because the brand sticks to those age-old practices. If you care about holistic health, this ghee is the ideal choice among </span><span>Ayurvedic products online</span><span>. When you search ancient Ayurveda documents, you can find the benefits of pure ghee. </span></p>
<p dir="ltr"><strong>Extra depth and versatility</strong></p>
<p dir="ltr"><span>Nutritionally, this cow ghee is not completely calorie-free. It carries fat-soluble vitamins such as A, D and E. You shouldn’t rely on ghee alone for your nutrition, but sprinkling a bit into your daily meal plan gives your diet some extra depth. This product is highly versatile. You can cook and fry with it or spread it on rotis. It can be added to sweets, stirred into rice, or mixed with warm drinks.</span></p>
<p dir="ltr"><strong>Improved digestion and elevated energy </strong></p>
<p dir="ltr"><span>You can improve your digestion with Baidyanath ghee. It helps your body produce various things that support your digestive health.  You can also enjoy nourishing meals when they are included in your dishes. It provides the required energy to your body. Most importantly, this ghee helps you maintain your energy levels. Another aspect is that it makes you feel full. This benefit assists you in maintaining a balanced weight.  </span></p>
<p dir="ltr"><strong>Conclusion</strong></p>
<p dir="ltr"><span>Baidyanath is a highly trusted brand. Its credibility attracts many people. You can select this product without any confusion. Most people appreciate the flavour of this product. It offers excellent nutritional benefits. You can make your cooking effort more rewarding with this product. Don’t use this ghee without any control. When relying on the right quantity, you can enjoy excellent health benefits.   </span></p>
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<title>Nagaspin99 Sistem Hiburan Digital Modern</title>
<link>https://news.bangboxonline.com/nagaspin99-sistem-hiburan-digital-modern</link>
<guid>https://news.bangboxonline.com/nagaspin99-sistem-hiburan-digital-modern</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a358acc7dccc.jpg" length="159914" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 15:41:10 +0500</pubDate>
<dc:creator>Ateeb Khatri</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div class="qMYqUG_convSearchResultHighlightRoot">
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<p data-start="55" data-end="587">Nagaspin99 dikenal sebagai salah satu nama yang sering muncul dalam dunia hiburan digital berbasis online. Platform ini hadir dengan konsep modern yang mengutamakan kemudahan akses, pengalaman pengguna yang cepat, serta variasi layanan hiburan yang terus berkembang mengikuti tren teknologi saat ini. Di era digital seperti sekarang, kebutuhan akan hiburan yang praktis dan dapat diakses kapan saja menjadi semakin tinggi, dan <a href="https://www.restaurantcoenraads.nl/">slot gacor hari ini</a> mencoba menjawab kebutuhan tersebut dengan pendekatan yang lebih fleksibel dan ramah pengguna.</p>
<h2 data-section-id="9zdys7" data-start="589" data-end="639">Perkembangan Nagaspin99 di Dunia Hiburan Online</h2>
<p data-start="641" data-end="999">Perkembangan Nagaspin99 tidak lepas dari meningkatnya minat masyarakat terhadap hiburan berbasis internet. Transformasi digital telah mengubah cara orang menikmati hiburan, dari yang sebelumnya bersifat konvensional menjadi serba online. Nagaspin99 hadir sebagai bagian dari perubahan tersebut dengan menawarkan sistem yang lebih efisien dan mudah digunakan.</p>
<p data-start="1001" data-end="1344">Dalam perkembangannya, platform seperti Nagaspin99 biasanya menyesuaikan diri dengan teknologi terbaru agar tetap relevan. Mulai dari peningkatan tampilan antarmuka hingga optimasi sistem agar dapat diakses melalui berbagai perangkat seperti smartphone dan komputer, semua dilakukan untuk memberikan pengalaman yang lebih nyaman bagi pengguna.</p>
<h2 data-section-id="n9dkdl" data-start="1346" data-end="1388">Fitur dan Kemudahan Akses di Nagaspin99</h2>
<p data-start="1390" data-end="1725">Salah satu hal yang menjadi perhatian utama dari platform hiburan digital seperti Nagaspin99 adalah kemudahan akses. Pengguna saat ini lebih menyukai platform yang tidak rumit, cepat diakses, dan tidak membutuhkan proses yang panjang untuk digunakan. Oleh karena itu, sistem yang sederhana namun tetap fungsional menjadi nilai penting.</p>
<p data-start="1727" data-end="2076">Selain itu, pengalaman pengguna juga menjadi fokus utama. Desain yang responsif, navigasi yang jelas, serta kecepatan sistem dalam memuat halaman menjadi faktor yang mendukung kenyamanan pengguna. Hal ini membuat Nagaspin99 lebih mudah digunakan oleh berbagai kalangan, baik pengguna baru maupun yang sudah berpengalaman dalam dunia hiburan digital.</p>
<h2 data-section-id="rmldu" data-start="2078" data-end="2126">Peran Teknologi dalam Pengembangan Nagaspin99</h2>
<p data-start="2128" data-end="2489">Teknologi memiliki peran besar dalam perkembangan Nagaspin99 sebagai platform hiburan digital. Dengan adanya teknologi cloud, sistem keamanan data, serta optimasi server, platform seperti ini dapat berjalan lebih stabil dan aman. Hal ini sangat penting karena pengguna menginginkan pengalaman yang tidak hanya cepat tetapi juga terlindungi dari gangguan teknis.</p>
<p data-start="2491" data-end="2836">Selain itu, perkembangan teknologi mobile juga membuat Nagaspin99 semakin mudah diakses dari mana saja. Pengguna tidak lagi terbatas pada perangkat komputer, tetapi dapat menikmati layanan hiburan melalui smartphone dengan kualitas yang tetap optimal. Inilah yang membuat platform digital seperti ini semakin populer di kalangan pengguna modern.</p>
<h2 data-section-id="1whx0xd" data-start="2838" data-end="2877">Daya Tarik Nagaspin99 di Era Digital</h2>
<p data-start="2879" data-end="3235">Daya tarik utama Nagaspin99 terletak pada kemampuannya mengikuti perubahan tren hiburan digital. Di tengah persaingan platform online yang semakin ketat, kemampuan untuk beradaptasi menjadi kunci utama keberhasilan. Nagaspin99 berusaha menjaga relevansi dengan terus meningkatkan kualitas layanan dan memberikan pengalaman yang lebih baik bagi penggunanya.</p>
<p data-start="3237" data-end="3499">Selain itu, fleksibilitas waktu juga menjadi salah satu keunggulan hiburan digital seperti ini. Pengguna dapat mengakses platform kapan saja tanpa batasan waktu tertentu, sehingga memberikan kebebasan lebih dalam menikmati hiburan sesuai keinginan masing-masing.</p>
<h2 data-section-id="pi5u1g" data-start="3501" data-end="3533">Kesimpulan Tentang Nagaspin99</h2>
<p data-start="3535" data-end="3831">Nagaspin99 dapat dipahami sebagai bagian dari evolusi hiburan digital modern yang mengutamakan kemudahan, kecepatan, dan aksesibilitas. Dengan dukungan teknologi yang terus berkembang, platform seperti ini memiliki peluang besar untuk terus tumbuh dan mengikuti kebutuhan pengguna di era digital.</p>
<p data-start="3833" data-end="4043" data-is-last-node="" data-is-only-node="">Perkembangan dunia hiburan online akan terus berjalan, dan platform seperti Nagaspin99 menjadi salah satu contoh bagaimana teknologi dapat mengubah cara orang menikmati hiburan secara lebih praktis dan efisien.</p>
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<title>How Can Effective Submittal Management Reduce Construction Delays?</title>
<link>https://news.bangboxonline.com/how-can-effective-submittal-management-reduce-construction-delays</link>
<guid>https://news.bangboxonline.com/how-can-effective-submittal-management-reduce-construction-delays</guid>
<description><![CDATA[ How Can Effective Submittal Management Reduce Construction Delays? ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a351ca77dd3d.jpg" length="69991" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 15:41:08 +0500</pubDate>
<dc:creator>liamjohn</dc:creator>
<media:keywords>construction project submittals</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Every building job carries endless pieces shifting at once - plans take shape, supplies get ordered, things go into place, checks happen later. Success leans heavily on something quiet but vital: handling submittals right. Papers like these link blueprints to real-world builds. They confirm what’s used matches expectations long before hammers swing. Not flashy, just necessary.</span></p>
<p dir="ltr"><span>Before any big trip, someone usually checks the map. Miss that step, things go sideways fast - detours pop up, time drains away. </span><a href="https://draftingconsultants.com/product-data-submittals/"><span>construction project submittals</span></a><span> works much like that when paperwork slips through cracks. A missing detail here, an unchecked spec there, suddenly work stalls. When documents flow right, people know their part without asking twice. Missteps fade into background noise while deadlines stay on track. Clarity grows when every signature lands where it should.</span></p>
<h2 dir="ltr"><span>Submittal Management in Construction</span></h2>
<p dir="ltr"><span>Every step of a build needs clear records - handling them right means organizing, checking, getting sign-off, then following up. This system keeps everyone on track by confirming key facts early. A solid flow prevents confusion later.</span></p>
<h3 dir="ltr"><span>Construction Submittals Explained?</span></h3>
<p dir="ltr"><span>Out in the field, workers send over drawings made in shops along with details about materials, product facts, test pieces, gear specs, plus anything else needed before work moves forward. Approval comes only after these files show everything lines up with what the job calls for.</span></p>
<h3 dir="ltr"><span>Submittals matter before construction starts</span></h3>
<p dir="ltr"><span>When there are no signed-off plans, workers might put in wrong supplies or follow steps that do not match the blueprint. Because of this, costly fixes often pop up, work gets delayed, arguments happen between involved parties. Getting things cleared ahead of time means each person moves in step with the others.</span></p>
<h2 dir="ltr"><span>Why Construction Projects Get Delayed Because of Submittal Issues</span></h2>
<p dir="ltr"><span>From slow paperwork flows, holdups often begin. Spotting these issues comes before fixing them.</span></p>
<h3 dir="ltr"><span>Incomplete Documentation</span></h3>
<p dir="ltr"><span>Reviewers ask for changes if contractor details miss the mark. Each round of fixes eats up hours, sliding deadlines farther out. Starting late means finishing later - simple math.</span></p>
<h3 dir="ltr"><span>Slow review and approval cycles</span></h3>
<p dir="ltr"><span>When architects, engineers, or project managers move slowly through reviews, things start piling up. A tiny holdup here might ripple into delays for buying materials or building on site.</span></p>
<h3 dir="ltr"><span>Stakeholder Communication Gaps</span></h3>
<p dir="ltr"><span>Mix-ups happen when people do not share clear details about specs, materials, or layout shifts. Slower sign-offs pop up if teammates are out of sync, errors tag along more often.</span></p>
<h2 dir="ltr"><span>Better Organization Through Clear Submittal Tracking</span></h2>
<p dir="ltr"><span>A well-organized submittal process delivers significant advantages throughout the project lifecycle.</span></p>
<h3 dir="ltr"><span>Improved Project Coordination</span></h3>
<p dir="ltr"><span>When details move clearly between builders, advisors, materials teams, and clients, things stay visible. Because each person sees what's current, mix-ups drop while choices get sharper.</span></p>
<h3 dir="ltr"><span>Faster Approval Workflows</span></h3>
<p dir="ltr"><span>When reviews follow a clear path, papers get where they need to go without delay. Because of that, supplies are picked up earlier, so building work moves forward smoothly.</span></p>
<h3 dir="ltr"><span>Less Rework Lower Costs</span></h3>
<p dir="ltr"><span>Mistakes spotted before submission cost much less to correct compared to those found while building. When reviews are done well, redoing work drops, money stays safe, profits stay on track.</span></p>
<h2 dir="ltr"><span>How Digital Tools Change Submittal Work</span></h2>
<p dir="ltr"><span>Out in the field, paperwork moves faster now because of tech upgrades. When updates happen, everyone sees them - no waiting around. Approval steps? Clearer, tighter, thanks to digital tracking. Mistakes slip in less often these days.</span></p>
<h3 dir="ltr"><span>How 3D design companies add value</span></h3>
<p dir="ltr"><span>From the first sketches to final plans, digital mockups shape how builders see a project long before ground is broken. When teams spot clashes early, surprises on site happen far less often.</span></p>
<h4 dir="ltr"><span>Better Visuals and More Accurate Designs</span></h4>
<p dir="ltr"><span>Buildings come alive through 3D models, showing teams exactly where every piece fits. Because spaces are easier to visualize, problems between pipes, wires, or beams show up early. Mistakes slip through less often when reviewers can walk through digital mock-ups. Clear views mean fewer surprises once construction begins.</span></p>
<h4 dir="ltr"><span>Teams Work Together Better</span></h4>
<p dir="ltr"><span>Buildings start as digital versions, helping everyone involved share ideas clearly. When plans shift, teams see changes instantly - no waiting for paper updates. Seeing things in 3D helps spot issues early, so decisions happen quicker. Miscommunication drops when visuals replace dense notes. Approval cycles shrink because confusion fades. Owners join discussions with real context, not guesswork. Clarity grows when all voices connect through one model.</span></p>
<h2 dir="ltr"><span>Managing construction submittals effectively</span></h2>
<p dir="ltr"><span>Organizations that consistently deliver projects on time often follow proven submittal management strategies.</span></p>
<h3 dir="ltr"><span>Set Regular Times for Turning Things In</span></h3>
<p dir="ltr"><span>Right from the start, teams need clear due dates for submissions. When timing is mapped out, reviews and approvals happen on time - keeping procurement and building work on track.</span></p>
<h3 dir="ltr"><span>Standardize Documentation Requirements</span></h3>
<p dir="ltr"><span>When everyone follows the same form format, mistakes happen less often. Because expectations are spelled out plainly, workers get it right early instead of fixing errors later.</span></p>
<h3 dir="ltr"><span>Centralized Project Management Platforms</span></h3>
<p dir="ltr"><span>Out here, cloud tools gather every project detail - submissions, feedback, sign-offs, edits - in a single shared space. When everyone sees the same timeline, responsibility sticks better plus work flows without stalling.</span></p>
<h2 dir="ltr"><span>The Effect on How Long Projects Take and Their Results</span></h2>
<p dir="ltr"><span>Checking everything first keeps projects moving without hiccups - quality rises when details aren’t left to chance. Because approvals happen early, crews spend less time fixing mistakes and more time building right. This way, work flows better, people coordinate easier, schedules hold tighter. Fewer surprises show up down the line when clarity leads from the start.</span></p>
<p dir="ltr"><span>Most projects - be it offices, factories, or unique setups like </span><span>roof</span><span> frames - depend on careful submission steps so each part fits the plan ahead of time. When teams bring in skilled </span><a href="https://draftingconsultants.com/"><span>3d design companies</span></a><span> early, details grow sharper and sign-offs happen faster thanks to clearer visual models.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Heavy rain isn’t the only thing that slows down builds - paperwork tangles do too. When plans sit waiting, time slips away fast. Clear documents move faster through review lines. Speed picks up when updates flow without gaps between teams. Digital tools help spot hiccups before they grow. Mistakes fade when everyone sees the same version at once. Approval chains work smoother with fewer handoffs. Projects stay steady when details land early. Fewer hold-ups show up when systems talk to each other. Smooth runs start long before concrete pours.</span></p>
<p dir="ltr"><span>A solid way to handle submittals works much like concrete under walls - without it, each stage wobbles, progress slows. Because clear systems are in place, people share updates faster, feedback flows earlier. With attention locked on structure, teamwork tightens, delays shrink. As steps link clearly, momentum builds naturally through design into execution.</span></p>
<h2 dir="ltr"><span>FAQs</span></h2>
<h3 dir="ltr"><span>1. What is the primary purpose of construction submittals?</span></h3>
<p dir="ltr"><span>Before anything gets installed, construction submittals check whether materials, gear, and techniques match what the plans require. These documents make sure every piece fits the design rules exactly. Instead of guessing on site, teams review samples, drawings, and product details ahead of time. That way, surprises get caught early. Approval happens only after everything lines up correctly. Nothing moves forward until the paperwork confirms it's right.</span></p>
<h3 dir="ltr"><span>2. How do submittals help reduce project delays?</span></h3>
<p dir="ltr"><span>Problems show up fast when teams talk clearly, because updates flow smoothly ahead of any building work needing sign‑off. Construction waits for nothing once everyone agrees earlier through steady check‑ins that keep things moving.</span></p>
<h3 dir="ltr"><span>3. Who is responsible for reviewing construction submittals?</span></h3>
<p dir="ltr"><span>From blueprints to materials, approval usually comes from architects or engineers, depending on what the job needs. Project managers might step in too, especially if details don’t line up at first glance. Consultants often weigh in when specs get tricky or unusual. Decisions tend to follow guidelines set early in planning.</span></p>
<h3 dir="ltr"><span>4. Can digital tools improve submittal management?</span></h3>
<p dir="ltr"><span>True. When teams use online tools, updates move fast between everyone involved in a job. These systems help keep files organized without confusion. One change shows up instantly for all to see. Instead of waiting, people respond right away. Work moves forward because steps link together smoothly. Feedback fits into the flow naturally. Nothing slips through cracks when actions trail clearly behind.</span></p>
<h3 dir="ltr"><span>5. What happens if submittals are not properly managed?</span></h3>
<p dir="ltr"><span>When leadership falters, deadlines start slipping without warning. Mistakes creep into material choices, quietly derailing progress. Work often gets redone because directions were unclear from the beginning. Costs climb when oversight is weak and attention drifts. Time stretches longer than planned, no matter how tightly it was scheduled.</span></p>]]> </content:encoded>
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<title>Top Wedding Photographer and Videographer in Kolkata for Timeless Wedding Memories</title>
<link>https://news.bangboxonline.com/top-wedding-photographer-and-videographer-in-kolkata</link>
<guid>https://news.bangboxonline.com/top-wedding-photographer-and-videographer-in-kolkata</guid>
<description><![CDATA[ Looking for a Top Wedding photographer and Videographer in Kolkata? Discover how professional wedding photography and cinematic videography preserve every special moment with creativity and emotion. Learn why choosing the Best Wedding photographer in Kolkata and the Best Wedding Videographer in Kolkata can transform your wedding memories into timeless stories. Featuring expert insights and storytelling excellence by What a Story. ]]></description>
<enclosure url="" length="69991" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 15:36:33 +0500</pubDate>
<dc:creator>Shamily.whatastory</dc:creator>
<media:keywords>Top Wedding photographer and Videographer in Kolkata, Best Wedding photographer in Kolkata, Best Wedding Videographer in Kolkata</media:keywords>
<content:encoded><![CDATA[<p>A wedding is one of the most meaningful celebrations in a person’s life. It is a day filled with emotions, traditions, laughter, and countless moments that deserve to be remembered forever. While decorations, outfits, and venues create the atmosphere, photographs and films preserve the memories that couples revisit for years to come. This is why selecting experienced wedding professionals is one of the most important decisions during wedding planning.</p>
<p>When couples search for a <a href="https://whataweddingstory.com/wedding-photographer-and-videographer-in-kolkata/"><strong>Top Wedding photographer an</strong></a><a href="https://whataweddingstory.com/wedding-photographer-and-videographer-in-kolkata/"><strong>d Videographer in Kolkata</strong></a>, they are not simply looking for someone with a camera. They are looking for storytellers who can capture genuine emotions, meaningful interactions, and the essence of their special day. From pre-wedding celebrations to the final farewell, every moment carries a unique story that deserves to be documented with creativity and care.</p>
<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a351ac684093.jpg" alt=""></p>
<p></p>
<p>Kolkata is known for its rich culture, heritage venues, and vibrant wedding traditions. Whether it is a traditional Bengali wedding, an intimate family gathering, or a grand destination celebration, professional wedding photography and videography help preserve every detail beautifully. Experienced wedding professionals understand how to capture both planned portraits and candid moments naturally, creating a collection of memories that feel authentic and timeless.</p>
<p>A skilled wedding team offers much more than just photography coverage. They focus on storytelling through visuals, ensuring that every chapter of the wedding journey is documented with precision and emotion.</p>
<p>Key benefits of hiring professional wedding photographers and videographers include:</p>
<ul>
<li>
<p>Capturing natural and candid moments without interruption</p>
</li>
<li>
<p>High-quality photographs that preserve every detail beautifully</p>
</li>
<li>
<p>Cinematic wedding films that tell a complete love story</p>
</li>
<li>
<p>Professional editing and color grading for a polished look</p>
</li>
<li>
<p>Creative guidance for portraits and couple sessions</p>
</li>
<li>
<p>Reliable coverage of every important wedding event</p>
</li>
<li>
<p>Long-lasting memories that can be shared with family and future generations</p>
</li>
</ul>
<p>Many couples today also look for the <strong>Best Wedding photographer in Kolkata</strong> because experience plays a major role in delivering exceptional results. An experienced photographer knows how to work with different lighting conditions, manage large gatherings, and capture emotional moments as they unfold naturally. Their expertise ensures that important memories are never missed, even during fast-paced wedding events.</p>
<p>Similarly, finding the <a href="https://whataweddingstory.com/wedding-videographer-in-kolkata/"><strong>Best Wedding Videographer in Kolkata</strong></a> is equally important. Wedding films have evolved significantly over the years. Modern videography focuses on creating cinematic experiences rather than simply recording events. Through creative storytelling, professional audio, drone coverage, and artistic editing, wedding videos become emotional keepsakes that allow couples to relive their celebration repeatedly.</p>
<p>The value of professional wedding documentation becomes even more apparent as time passes. Years later, photographs and films become treasured reminders of family members, friendships, traditions, and emotions that made the wedding day unique. These memories gain significance with every passing year, making photography and videography one of the most meaningful investments for any wedding.</p>
<p>Choosing the right wedding photography and videography team requires careful consideration. Couples should review portfolios, understand the team's storytelling style, check client experiences, and ensure that the professionals align with their vision. A strong portfolio reflects consistency, creativity, and the ability to capture real emotions naturally.</p>
<p>For couples seeking a trusted name in wedding storytelling, <a href="https://whataweddingstory.com/"><strong>What a Story</strong></a> has earned recognition for creating heartfelt wedding photographs and cinematic films that celebrate authentic moments. With a passion for storytelling and a commitment to preserving memories beautifully, <strong>What a Story</strong> helps couples transform their wedding moments into timeless visual narratives that can be cherished for generations.</p>]]> </content:encoded>
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<title>25G Optical Module Market Size, Trends, Growth, Forecast &amp;amp; Report 2034 | UnivDatos</title>
<link>https://news.bangboxonline.com/25g-optical-module-market</link>
<guid>https://news.bangboxonline.com/25g-optical-module-market</guid>
<description><![CDATA[ The Global 25G Optical Module Market was valued at USD 3,480.10 million in 2025 and is expected to grow at a strong CAGR of around 13.02% during the forecast period (2026-2034F), ]]></description>
<enclosure url="https://d21aa2ghywi6oj.cloudfront.net/25_G_Optical_Module_Market_Size_and_Forecast_e399134ada.webp" length="49398" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 15:26:40 +0500</pubDate>
<dc:creator>univdatos2</dc:creator>
<media:keywords>25G Optical Module Market</media:keywords>
<content:encoded><![CDATA[<p dir="auto"><strong>The Global </strong><a href="https://univdatos.com/reports/25g-optical-module-market" target="_blank" rel="noopener"><strong>25G Optical Module Market</strong></a><strong> was valued at USD 3,480.10 million in 2025 and is expected to grow at a strong CAGR of around 13.02% during the forecast period (2026-2034F),</strong></p>
<p dir="auto">25G optical modules are high-speed transceivers that allow data to be transmitted within networking environments like data centers, telecom infrastructure, and enterprise systems. Such modules provide a major performance advantage over standard 10G solutions in terms of bandwidth, reduced energy consumption, and reduced cost per bit, and are thus a popular choice in next-generation networking architectures. With the ever-growing exponential data traffic in organizations due to cloud computing, artificial intelligence, video streaming, and IoT applications, 25G optical modules are being adopted at an accelerating pace. The market expansion is largely driven by the rapid growth of 5G network infrastructure, the widespread adoption of hyperscale data centers, and the continued migration to cost-effective 25G Ethernet solutions. Telecom operators are also spending a lot of money on updating their network infrastructure to incorporate 5G fronthaul and backhaul with 25G modules being very important in facilitating high-speed and low-latency communication. Meanwhile, hyperscale cloud providers and enterprises are moving to 25G and 10G solutions because they deliver superior performance without increasing overall costs, making the network more efficient as a whole. Additionally, the growing demand for high-speed connectivity in AI-driven workloads, edge computing, and digital transformation initiatives is further accelerating the adoption of 25G optical modules.</p>
<p dir="auto"><strong><u>List of Top Companies Operating in the 25G Optical Module Market Worldwide:</u></strong></p>
<p dir="auto">The global 25G Optical Module market has several major players, including Cisco Systems, Inc., Broadcom Inc., FS.COM INC., Sumitomo Electric Industries Ltd., and Fujitsu. More information about these companies has been provided below:</p>
<p dir="auto"><strong><u>Cisco Systems, Inc.</u></strong></p>
<p dir="auto">Cisco Systems, Inc. designs, develops, and sells technologies that help to power, secure, and draw insights from the internet in the Americas, Europe, the Middle East, Africa, the Asia Pacific, Japan, and China. The company offers data center switching; network security, identity and access management, and secure access service edge; threat intelligence, detection, and response solutions; interconnects public and private wireline and mobile networks, delivering connectivity to campus, data center, and branch networks; WEBEX suite, collaboration devices, and contact center; communication platform as a service software, including perpetual licenses, subscription arrangements, and hardware solutions; network assurance, monitoring and analytics, and observability suite; issue resolution, software support, and hardware replacement; professional services, such as planning, design, implementation, and high-value consulting; service and support packages, financing, and managed network services; and regional, national, and international wireline carriers, webscale products, internet, and cable. Cisco’s 25GBASE SFP28 portfolio offers a wide variety of high-density and low-power 25 Gigabit Ethernet connectivity options for data center and high-performance computing network applications. It also delivers connectivity to campus, data center, and branch networks; wireless products, including indoor and outdoor wireless coverage designed for seamless roaming use of voice, video, and data applications; end-to-end collaboration solutions through cloud, on-premise, or within hybrid cloud environments, transition collaboration solutions from on-premise to the cloud; and network assurance, monitoring and analytics, and observability suite. In addition, it offers technical support and advisory services. The company serves businesses, public institutions, governments, and service providers. It sells its products and services directly, through systems integrators, service providers, resellers, and distributors. Cisco Systems, Inc. was incorporated in 1984 and is headquartered in San Jose, California.</p>
<p dir="auto"><strong>Access sample report (including graphs, charts, and figures): </strong><a href="https://univdatos.com/reports/25g-optical-module-market?popup=report-enquiry" target="_blank" rel="noopener"><strong>https://univdatos.com/reports/25g-optical-module-market?popup=report-enquiry</strong></a><strong> </strong></p>
<p dir="auto"><strong><u>Broadcom Inc. </u></strong></p>
<p dir="auto">Broadcom Inc. designs, develops, and supplies various semiconductor devices and infrastructure software solutions internationally. The company offers SFP28 optical transceivers that support high speed serial links over multimode optical fiber for 25G CPRI and Ethernet applications. The company operates in two segments: Semiconductor Solutions and Infrastructure Software. The company offers networking connectivity, such as custom silicon solutions, ethernet switching &amp; routing, ethernet NIC controllers, physical layer devices, and fiber optic components; wireless device connectivity, including RF semiconductor devices, connectivity solutions, custom touch controllers, and inductive charging ASICS; servers and storage system solutions, such as PCIE switches, SAS &amp; raid products, fibre channel products, and HDD &amp; SSD solutions; broadband solutions, includes set-top box, and broadband access; and industrial. The company also offers a private cloud software portfolio, including the VMware Cloud Foundation, Edge, vSphere foundation, telco cloud platform, private AI, live recovery, application networking and security, application development and data services; mainframe software, such as AIOPS &amp; automation, database &amp; data management, DEVX &amp; DEVOPS, cybersecurity &amp; compliance management, beyond code programs, foundational &amp; open mainframe solutions; cybersecurity, such as endpoint, network, information, application security, and identity &amp; access management; enterprise software; and fc san management. Its products are used in various applications in enterprise and data center networking, including artificial intelligence networking and connectivity, home connectivity, set-top boxes, broadband access, telecommunication equipment, wireless device and base stations, data center servers and storage systems, factory automation, power generation and alternative energy systems, and electronic displays. Broadcom Inc. was founded in 1961 and is headquartered in Palo Alto, California.</p>
<p dir="auto"><strong><u>FS.COM INC. </u></strong></p>
<p dir="auto">FS.COM Limited provides DTC networking solutions to computing, data centers, enterprise networks, and the telecommunications industry in China and internationally. It offers enterprise, data center, PoE+, small business, and industrial ethernet switches and accessories; bare metal switches and software; router, security, and network packet broker products; optical transceivers; fiber optic cables; fiber optic panels, cassettes, and enclosures; and cable manager products, racks and cabinets, and labels and printers. The company also offers 25G SFP28 optical transceiver modules for data center and telecom applications. The company also provides networking products, including wireless, camera and surveillance, servers and storage, power, network adapters, media converters, extenders, conferencing, and phone products; and access networks, data center interconnects, PON networks, open line systems, Mux Demux and OADM products, transponders and muxponders, passive components, and transceivers. In addition, it offers copper patch cords, cable trunks, bulk copper cables, patch panels, faceplates and boxes, connectors and jacks, and industrial copper systems; fiber testers, optic tools, and optic cleaners; copper tools and testers; and technical support services. The company was formerly known as Shenzhen Yuxuan Network Technology Co., Ltd. and changed its name to FS.COM Limited in October 2020. The company was founded in 2009 and is based in Shenzhen, China.</p>
<p dir="auto"><strong>Click here to view the Report Description &amp; TOC: </strong><a href="https://univdatos.com/reports/25g-optical-module-market" target="_blank" rel="noopener"><strong>https://univdatos.com/reports/25g-optical-module-market</strong></a><strong> </strong></p>
<p dir="auto"><strong><u>Sumitomo Electric Industries Ltd.</u></strong></p>
<p dir="auto">Sumitomo Electric Industries, Ltd. manufactures and sells various materials in Japan and internationally. The company operates in Environment and Energy, Information Communications, Automotive, Electronics, and Industrial Materials segments. It offers vanadium redox flow battery, high voltage cable, sEMSA, industrial electric wires and cables, traveling cable, railway and transport machinery products, aluminum materials, heat shrink tubing and heat-resistant tubing/tapes, thermal control devices, and water treatment membrane; and fiber optic, fusion splicer and accessories, data center solutions, remote monitoring of FTTx distribution line, NanoPlug, CATV systems, set top box, optical and wireless devices, AirMT, non-contact multi-fiber interconnect, and low profile fiber-array. The company also develops optical transceivers compliant with SFP28 for 25G applications. The company also provides electric wires and cables for automobiles, components for wiring harnesses, electronics, HVs and EVs, pedestrian radar, steel cords for tire reinforcement, steel wires for springs, abrasion-resistant parts, magnet wires, sintered ZnS lenses, wiring materials/electronics, sintered components, copper-diamond/molybdenum/ tungsten, chemical vapor deposition-diamond, sumicrystal, magnesium-silicon carbide, diamond/CBN cutting tool, dies wire drawing tool, and dresser, sintered aluminum-silicon carbide, and aluminum nitride. In addition, it offers electronic wires, flexible printed circuit, nickel alloy/cladded/plated wire, metal foam/electroplated wire, POREFLON PTFE membrane, the cross linked fluorine resin FEX, spiral shielded wires, coaxial cables, flat components, thunderbolt and USB4 cables, plated and alloy wires, and RGB laser modules; and PC steel wires, drills/endmills, CBN/PCD, milling and turning tools, and laser optics. The company was formerly known as Sumitomo Electric Wire &amp; Cable Works and changed its name to Sumitomo Electric Industries Ltd. in January 1939. Sumitomo Electric Industries, Ltd. was founded in 1897 and is headquartered in Chuo, Japan.</p>
<p dir="auto"><strong><u>Fujitsu</u></strong></p>
<p dir="auto">Fujitsu Limited provides digital services in Japan, Europe, the Americas, the Asia Pacific, East Asia, and internationally. The company operates through three segments: Service Solutions, Hardware Solutions, and Ubiquitous Solutions. The company offers consulting services, data-driven management, network and communication services, enterprise cybersecurity, multi-cloud, and hybrid IT services. The company also offers optional 25Gb SFP28 optical transceiver modules with an LC connector for its server and networking platforms. It also provides assessment and consultative services; SAP landscape, integrated systems, storage solutions, servers, network solutions, infrastructure management, consumption-based IT services; implementation, installation, and integration services. The company serves finance, manufacturing, mobility and transportation, public sectors, resource and energy, and retail industries. Fujitsu Limited has a strategic collaboration with NVIDIA Corporation to create a full-stack AI infrastructure that integrates AI agents. The company was incorporated in 1935 and is headquartered in Kawasaki, Japan.</p>
<p dir="auto"><strong><em>According to UnivDatos the growing demand for high-speed data transmission in data centers, the rising deployment of 5G and telecom network infrastructure, and the increasing need for efficient, high-bandwidth enterprise connectivity are the major factors driving the growth of the Global 25G Optical Module market. </em></strong></p>
<p dir="auto"><strong>Related Report:</strong></p>
<p dir="auto"><a href="https://univdatos.com/reports/africa-rf-front-end-chip-market" target="_blank" rel="noopener"><strong>Africa RF Front-End Chip Market: Current Analysis and Forecast (2025-2033)</strong></a></p>
<p dir="auto"><a href="https://univdatos.com/reports/field-programmable-gate-array-market" target="_blank" rel="noopener"><strong>Field Programmable Gate Array (FPGA) Market: Current Analysis and Forecast (2025-2033)</strong></a></p>
<p dir="auto"><a href="https://univdatos.com/reports/wide-bandgap-semiconductors-market" target="_blank" rel="noopener"><strong>Wide Bandgap Semiconductors Market: Current Analysis and Forecast (2025-2033)</strong></a></p>
<p dir="auto"><a href="https://univdatos.com/reports/ethernet-phy-chip-market" target="_blank" rel="noopener"><strong>Ethernet PHY Chip Market: Current Analysis and Forecast (2025-2033)</strong></a></p>
<p dir="auto"><a href="https://univdatos.com/reports/photonic-integrated-circuit-market" target="_blank" rel="noopener"><strong>Photonic Integrated Circuit Market: Current Analysis and Forecast (2024-2032)</strong></a></p>
<p dir="auto"><a href="https://univdatos.com/reports/oled-on-silicon-market" target="_blank" rel="noopener"><strong>OLED-on-Silicon (OLEDoS) Market: Current Analysis and Forecast (2024-2032)</strong></a></p>
<p dir="auto"><strong>Contact Us:</strong></p>
<p dir="auto"><strong>UnivDatos </strong></p>
<p dir="auto"><strong>Email: </strong><a href="mailto:contact@univdatos.com"><strong>contact@univdatos.com</strong></a><strong> </strong></p>
<p dir="auto"><strong>Contact no: +1 978 7330253</strong></p>
<p dir="auto"><strong>Website: </strong><a href="http://www.univdatos.com/" target="_blank" rel="noopener"><strong>www.univdatos.com</strong></a></p>
<p dir="auto"><strong>Linked In: </strong><a href="https://www.linkedin.com/company/univ-datos/" target="_blank" rel="noopener"><strong>https://www.linkedin.com/company/univ-datos/</strong></a></p>
<p dir="auto"></p>]]> </content:encoded>
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<title>Leading Mobile App Development Company in India for Scalable Solutions</title>
<link>https://news.bangboxonline.com/leading-mobile-app-development-company-in-india-for-scalable-solutions</link>
<guid>https://news.bangboxonline.com/leading-mobile-app-development-company-in-india-for-scalable-solutions</guid>
<description><![CDATA[ Dinoustech is a mobile app development company in India delivering custom, scalable Android and iOS apps to boost business growth and performance. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a350df881ca7.jpg" length="52978" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 15:08:29 +0500</pubDate>
<dc:creator>Dinoustech</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>In today’s fast-paced digital world, mobile applications have become essential for business success. From startups to large companies, organizations increasingly depend on mobile apps to engage with customers, improve operations, and boost growth. India has become a global center for mobile app development, combining technical skills, innovation, and cost-effective solutions. Choosing a top </span><a href="https://www.dinoustech.com/"><span>mobile app development company</span></a><span> in India can help businesses create scalable and high-performing applications that meet changing market needs.</span></p>
<h3 dir="ltr"><span>The Growing Demand for Scalable Mobile Applications</span></h3>
<p dir="ltr"><span>As businesses grow, their technology needs change too. An app that works well for a small number of users may struggle when traffic rises. This is where scalability becomes crucial. Scalable mobile applications are built to manage increased loads, integrate new features smoothly, and maintain performance without sacrificing user experience. Companies need apps that can expand with them, ensuring long-term effectiveness and sustainability.</span></p>
<p dir="ltr"><span>India’s mobile app development sector is ready to meet these needs. With many skilled developers and access to the latest tools, Indian firms can deliver solutions that are both innovative and prepared for the future. These companies focus on building applications that scale easily, providing consistent performance even during heavy usage.</span></p>
<h3 dir="ltr"><span>Expertise and Innovation in Indian App Development</span></h3>
<p dir="ltr"><span>One major reason businesses choose a mobile app development company in India is the wealth of expertise available. Indian developers are skilled in various programming languages, frameworks, and platforms, including Android, iOS, and cross-platform technologies. They keep up with the latest trends, such as artificial intelligence, machine learning, cloud computing, and Internet of Things integration.</span></p>
<p dir="ltr"><span>Innovation drives mobile app development in India. Firms strive to create unique, user-friendly designs that boost engagement and usability. By blending creativity with technical skill, they deliver applications that stand out in a crowded market. This innovative mindset ensures that businesses provide their customers with a smooth and enjoyable digital experience.</span></p>
<h3 dir="ltr"><span>Custom Solutions for Diverse Business Needs</span></h3>
<p dir="ltr"><span>Every business has its own needs, and a one-size-fits-all approach rarely works in mobile app development. Top companies in India prioritize customization, making sure each application meets the client's specific requirements. Whether it’s an e-commerce platform, a healthcare app, a fintech solution, or an on-demand service application, developers create solutions that match business goals and user expectations.</span></p>
<p dir="ltr"><span>Dinoustech, for example, recognizes the importance of delivering mobile app solutions tailored to different industries. By focusing on client needs and market trends, Dinoustech makes sure each application is designed to maximize efficiency and user satisfaction. This dedication to customization helps businesses achieve their goals more effectively.</span></p>
<h3 dir="ltr"><span>Focus on Performance and Security</span></h3>
<p dir="ltr"><span>Scalability is important, but performance and security matter too. A well-built mobile app must offer fast loading times, smooth navigation, and dependable functionality. Indian app development companies focus on performance optimization to ensure that applications run well across various devices and operating systems.</span></p>
<p dir="ltr"><span>Security is another key concern, especially now that data breaches and cyber threats are common. Leading developers implement strong security measures, including data encryption, secure APIs, and compliance with industry standards. This protects user data and keeps the application trustworthy.</span></p>
<h3 dir="ltr"><span>Cost-Effective Development Without Compromising Quality</span></h3>
<p dir="ltr"><span>One major benefit of choosing a mobile app development company in India is cost-effectiveness. Compared to many other countries, India provides high-quality development services at competitive rates. This makes it an appealing destination for businesses wanting to build scalable applications without breaking the bank.</span></p>
<p dir="ltr"><span>Despite the lower costs, quality does not suffer. Companies stick to strict development practices, including thorough testing and quality checks, to deliver reliable and effective applications. This balance between cost and quality helps businesses get the most return on their investment.</span></p>
<h3 dir="ltr"><span>The Role of Advanced Technologies in Scalability</span></h3>
<p dir="ltr"><span>Modern mobile applications rely on advanced technologies for scalability. For instance, cloud-based infrastructure allows applications to handle different loads by adjusting resources as needed. Likewise, microservices architecture lets developers create modular applications that can be scaled independently.</span></p>
<p dir="ltr"><span>Indian app development companies use these technologies to produce strong and flexible solutions. Dinoustech employs advanced tools and frameworks to ensure that applications are both scalable and ready for future developments. This forward-thinking strategy helps businesses stay competitive in a fast-changing digital landscape.</span></p>
<h3 dir="ltr"><span>Conclusion</span></h3>
<p dir="ltr"><span>Choosing a top mobile app development company in India is a smart choice that can greatly influence business growth. With their expertise, innovative methods, and focus on scalability, Indian developers can create high-quality mobile applications that fulfill the demands of today’s businesses. From customization and performance optimization to affordable solutions and advanced technologies, these companies offer services that drive success.</span></p>
<p dir="ltr"><span>Dinoustech shines as a trustworthy partner in this process, providing scalable and customized mobile app solutions that enable businesses to flourish in the digital age. By investing in the right development partner, organizations can build applications that not only meet current needs but also support future growth and expansion.</span></p>]]> </content:encoded>
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<title>Performance creative master course by dara: The Ultimate Breakthrough Training from Every Courses You Can’t Afford to Miss</title>
<link>https://news.bangboxonline.com/performance-creative-master-course-by-dara-the-ultimate-breakthrough-training-from-every-courses-you-cant-afford-to-miss</link>
<guid>https://news.bangboxonline.com/performance-creative-master-course-by-dara-the-ultimate-breakthrough-training-from-every-courses-you-cant-afford-to-miss</guid>
<description><![CDATA[ Elevate your creative skills and take your performance to the next level with our Performance Creative Master Course by Dara. Gain insider tips and techniques from a seasoned professional in this comprehensive course Enroll now! ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a35147ef04bb.jpg" length="85460" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 15:07:18 +0500</pubDate>
<dc:creator>Every Courses</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The digital marketing world is moving at a speed most people simply cannot keep up with. Brands are burning budgets, creators are struggling to crack performance ads, and agencies are drowning in underperforming campaigns. In the middle of this chaos, one program is rapidly becoming the defining edge for serious marketers: the<span> </span><strong><a href="https://everycourses.com/course/dara-denney-performance-creative-master-course-download/">Performance creative master course by dara</a></strong><span> </span>from Every Courses.</p>
<p>This is not another generic “learn ads” program. This is a high-intensity, results-driven system designed to transform how you think, build, and scale performance creatives. And if you’ve been waiting for a sign to upgrade your marketing skills, this is it.</p>
<p>Because alongside this flagship program comes an even more aggressive accelerator: the 5 day ai campaign sprint—a rapid execution system that pushes learners from idea to fully functioning AI-powered campaign in under a week.</p>
<p>Together, the Performance creative master course by dara and the 5 day ai campaign sprint form a complete transformation pathway that is redefining what modern marketers are capable of.</p>
<p><strong>Why the Performance Creative Master Course by Dara Is Creating Serious Buzz</strong></p>
<p>Most marketers fail not because they lack tools, but because they lack structure. The Performance creative master course by dara solves this problem with brutal clarity. It strips away theory-heavy fluff and focuses only on what actually drives conversions: hooks, angles, creative psychology, iteration systems, and data-backed decision making.</p>
<p><strong><a href="https://everycourses.com/course/dara-denney-performance-creative-master-course-download/">Every Courses</a></strong><span> </span>has designed this program to replicate real-world performance marketing environments. That means you’re not just learning concepts—you’re building assets that can be deployed immediately in campaigns.</p>
<p>Inside the Performance creative master course by dara, learners are pushed to think like performance strategists rather than content creators. This shift alone is what separates average marketers from high-earning ones.</p>
<p>And the demand for this skillset is exploding.</p>
<p>Brands are no longer paying for random creatives. They are paying for performance systems. That’s exactly what this course builds.</p>
<p><strong>The Hidden Advantage: Speed of Execution</strong></p>
<p>Here’s the uncomfortable truth: even good ideas fail if they are executed too slowly.</p>
<p>This is where the 5 day ai campaign sprint becomes a game-changer. Designed by Every Courses as a high-pressure execution module, it forces learners to build, test, and refine full AI-powered campaigns in just five days.</p>
<p>The 5 day ai campaign sprint is not theoretical. It is built around rapid deployment cycles, AI-assisted creative generation, and real-time performance thinking. You move from zero to live campaign faster than most teams can even finish brainstorming.</p>
<p>When combined with the Performance creative master course by dara, it creates a powerful loop:</p>
<p>Learn → Build → Deploy → Optimize → Scale</p>
<p>This is the exact system used by high-performing digital teams who dominate ad platforms like Meta, TikTok, and YouTube.</p>
<p><strong>Why Every Courses Is Positioning This as a Category Killer</strong></p>
<p>Every Courses is not trying to compete in the crowded “online learning” space. It is actively redefining it.</p>
<p>The Performance creative master course by dara is structured like a performance lab, not a classroom. You are constantly challenged to think in terms of ROI, hook strength, creative fatigue, and conversion velocity.</p>
<p>Then the<span> </span><strong><a href="https://everycourses.com/course/rich-schefren-jay-abraham-5-day-ai-campaign-sprint-download/">5 day ai campaign sprint</a></strong><span> </span>pushes you into execution mode where hesitation is removed entirely. There is no room for overthinking—only testing, learning, and improving at speed.</p>
<p>This combination is why learners are reporting faster skill acquisition compared to traditional courses that take months with little practical output.</p>
<p>Every Courses has essentially compressed the learning curve of modern performance marketing into an intense, focused system.</p>
<p><strong>The Urgency You Cannot Ignore</strong></p>
<p>The truth is simple: AI is rewriting the rules of advertising faster than most marketers can adapt.</p>
<p>If you are not actively upgrading your skills right now, you are already falling behind.</p>
<p>The Performance creative master course by dara gives you the strategic foundation. The 5 day ai campaign sprint gives you the execution speed. Together, they create a competitive advantage that is extremely difficult to catch up with once others are already using it.</p>
<p>And this is exactly why urgency matters.</p>
<p>Every week you delay learning systems like these, competitors are deploying faster, testing more aggressively, and optimizing better-performing creatives. The gap is widening silently.</p>
<p>By the time most people realize it, they are already obsolete in the performance marketing space.</p>
<p><strong>What Makes This Combination So Powerful</strong></p>
<p>The magic is not just in learning content. It is in stacking capability.</p>
<p>With the Performance creative master course by dara, you gain deep understanding of:</p>
<ul>
<li>High-converting creative frameworks</li>
<li>Psychological hooks that drive clicks</li>
<li>Data-driven ad iteration strategies</li>
<li>Campaign structuring for scale</li>
</ul>
<p>Then, through the 5 day ai campaign sprint, you immediately apply:</p>
<ul>
<li>AI-assisted creative production</li>
<li>Rapid campaign deployment</li>
<li>Real-time optimization loops</li>
<li>Fast validation of winning ideas</li>
</ul>
<p>This means you are not just learning—you are becoming dangerous in the marketplace.<br><strong>Read More:</strong></p>
<p><a href="https://everycourses.com/course/kevin-zhang-ecommerce-millionaire-mastery-up4-download/">Kevin zhang ecommerce course</a></p>
<p><a href="https://everycourses.com/course/duston-mcgroarty-domain-flipping-masterclass-download/">Domain flipping masterclass</a></p>
<p><a href="https://everycourses.com/course/eric-beer-lead-gen-arbitrage-millionaire-training-download/">Lead gen millionaire training</a></p>]]> </content:encoded>
</item>

<item>
<title>Exhibition Stand Builders in Berlin for Small Businesses</title>
<link>https://news.bangboxonline.com/exhibition-stand-builders-in-berlin-for-small-businesses</link>
<guid>https://news.bangboxonline.com/exhibition-stand-builders-in-berlin-for-small-businesses</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a35102acf6d6.jpg" length="130314" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 14:49:56 +0500</pubDate>
<dc:creator>standbuildersgmbh</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:636,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}">Small businesses often face unique challenges when participating in trade shows and exhibitions. Limited budgets, strong competition and<span bis_size="{&quot;x&quot;:264,&quot;y&quot;:36,&quot;w&quot;:5,&quot;h&quot;:16,&quot;abs_x&quot;:566,&quot;abs_y&quot;:1029}"> </span>the need to make a memorable first impression can make exhibition planning feel overwhelming. However, with the right exhibition stand strategy and the support of experienced Exhibition Stand Builders &amp; Booth Designers in Berlin, even a small business can achieve remarkable results at trade fairs.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:128,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1121}">A well<span bis_size="{&quot;x&quot;:46,&quot;y&quot;:130,&quot;w&quot;:6,&quot;h&quot;:16,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1123}"> </span>designed exhibition stand does much more than display products or services. It becomes a marketing tool that helps attract visitors, build trust, generate leads<span bis_size="{&quot;x&quot;:435,&quot;y&quot;:150,&quot;w&quot;:5,&quot;h&quot;:16,&quot;abs_x&quot;:737,&quot;abs_y&quot;:1143}"> </span>and<span bis_size="{&quot;x&quot;:464,&quot;y&quot;:150,&quot;w&quot;:5,&quot;h&quot;:16,&quot;abs_x&quot;:766,&quot;abs_y&quot;:1143}"> </span>create meaningful business opportunities. Whether you are attending your first trade show or looking to improve your exhibition performance, choosing the right exhibition partner can make a significant difference.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:222,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1215}">At Stand Builders, we specialize in creating innovative, affordable<span bis_size="{&quot;x&quot;:436,&quot;y&quot;:224,&quot;w&quot;:6,&quot;h&quot;:16,&quot;abs_x&quot;:738,&quot;abs_y&quot;:1217}"> </span>and<span bis_size="{&quot;x&quot;:466,&quot;y&quot;:224,&quot;w&quot;:6,&quot;h&quot;:16,&quot;abs_x&quot;:768,&quot;abs_y&quot;:1217}"> </span>impactful exhibition stands tailored to the needs of small businesses. Our goal is to help companies maximize their exhibition investment while creating a professional and engaging brand presence.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:299,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1292}">Why Exhibitions Are Important for Small Businesses</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:336,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1329}">Trade shows provide small businesses with a unique opportunity to compete alongside larger companies.<span bis_size="{&quot;x&quot;:79,&quot;y&quot;:358,&quot;w&quot;:7,&quot;h&quot;:16,&quot;abs_x&quot;:381,&quot;abs_y&quot;:1351}"> </span><a href="https://standbuilders.de/exhibition-stand-design-company-in-berlin/" bis_size="{&quot;x&quot;:87,&quot;y&quot;:358,&quot;w&quot;:245,&quot;h&quot;:16,&quot;abs_x&quot;:389,&quot;abs_y&quot;:1351}"><strong bis_size="{&quot;x&quot;:87,&quot;y&quot;:358,&quot;w&quot;:245,&quot;h&quot;:16,&quot;abs_x&quot;:389,&quot;abs_y&quot;:1351}">Exhibition Stand Builders in Berlin</strong></a><span bis_size="{&quot;x&quot;:332,&quot;y&quot;:358,&quot;w&quot;:7,&quot;h&quot;:16,&quot;abs_x&quot;:634,&quot;abs_y&quot;:1351}"> </span>allow brands to connect directly with potential customers, partners, distributors<span bis_size="{&quot;x&quot;:207,&quot;y&quot;:378,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:509,&quot;abs_y&quot;:1371}"> </span>and<span bis_size="{&quot;x&quot;:235,&quot;y&quot;:378,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:537,&quot;abs_y&quot;:1371}"> </span>industry professionals.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:410,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1403}">Some major benefits of participating in exhibitions include:</p>
<ul style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:444,&quot;w&quot;:636,&quot;h&quot;:224,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1437}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:444,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1437}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:444,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1437}">Increasing brand visibility</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:478,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1471}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:478,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1471}">Generating qualified business leads</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:512,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1505}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:512,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1505}">Launching new products and services</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:546,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1539}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:546,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1539}">Building customer trust</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:580,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1573}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:580,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1573}">Meeting potential business partners</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:614,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1607}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:614,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1607}">Understanding industry trends</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:648,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1641}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:648,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1641}">Expanding into new markets</p>
</li>
</ul>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:682,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1675}">For small businesses, exhibitions offer face<span bis_size="{&quot;x&quot;:289,&quot;y&quot;:684,&quot;w&quot;:6,&quot;h&quot;:16,&quot;abs_x&quot;:591,&quot;abs_y&quot;:1677}"> </span>to<span bis_size="{&quot;x&quot;:308,&quot;y&quot;:684,&quot;w&quot;:6,&quot;h&quot;:16,&quot;abs_x&quot;:610,&quot;abs_y&quot;:1677}"> </span>face interaction that digital marketing alone cannot provide. A professionally designed stand can help level the playing field and attract attention from visitors.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:760,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1753}">The Role of Professional Exhibition Stand Builders</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:797,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1790}">Many small businesses underestimate the impact of booth design on exhibition success. A poorly designed stand may go unnoticed, while a creative and functional booth can attract a steady stream of visitors throughout the event.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:871,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1864}">Professional exhibition stand builders help businesses by:</p>
<ul style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:905,&quot;w&quot;:636,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1898}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:905,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1898}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:905,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1898}">Creating attractive booth concepts</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:939,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1932}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:939,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1932}">Optimizing available exhibition space</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:973,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1966}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:973,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1966}">Enhancing visitor experience</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1007,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2000}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1007,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2000}">Strengthening brand communication</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1041,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2034}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1041,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2034}">Managing booth construction and installation</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1075,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2068}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1075,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2068}">Providing technical and logistical support</p>
</li>
</ul>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1109,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2102}">Working with experienced exhibition stand constructors in Berlin ensures that every element of your stand supports your business objectives.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1167,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2160}">Understanding Small Business Exhibition Requirements</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1204,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2197}">Unlike large corporations, small businesses often need exhibition solutions that balance quality with affordability. This requires careful planning and smart design choices.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1258,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2251}">A successful exhibition stand for a small business should be:</p>
<ul style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1292,&quot;w&quot;:636,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2285}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1292,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2285}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1292,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2285}">Cost<span bis_size="{&quot;x&quot;:76,&quot;y&quot;:1294,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:378,&quot;abs_y&quot;:2287}"> </span>effective</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1326,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2319}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1326,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2319}">Visually appealing</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1360,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2353}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1360,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2353}">Easy to manage</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1394,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2387}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1394,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2387}">Space<span bis_size="{&quot;x&quot;:87,&quot;y&quot;:1396,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:389,&quot;abs_y&quot;:2389}"> </span>efficient</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1428,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2421}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1428,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2421}">Brand<span bis_size="{&quot;x&quot;:85,&quot;y&quot;:1430,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:2423}"> </span>focused</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1462,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2455}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1462,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2455}">Flexible for future events</p>
</li>
</ul>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1496,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2489}">Our team understands these requirements and develops practical booth solutions that deliver maximum value without unnecessary expenses.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1553,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2546}">Custom Exhibition Stands for Growing Brands</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1591,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2584}">Every small business has a unique story to tell. Custom exhibition stands allow companies to communicate their message effectively and create a memorable impression.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1645,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2638}">Custom booth solutions provide several advantages:</p>
<h3 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1681,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2674}">Strong Brand Identity</h3>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1718,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2711}">A custom<span bis_size="{&quot;x&quot;:69,&quot;y&quot;:1720,&quot;w&quot;:7,&quot;h&quot;:16,&quot;abs_x&quot;:371,&quot;abs_y&quot;:2713}"> </span>designed stand reflects your company's personality, values<span bis_size="{&quot;x&quot;:464,&quot;y&quot;:1720,&quot;w&quot;:7,&quot;h&quot;:16,&quot;abs_x&quot;:766,&quot;abs_y&quot;:2713}"> </span>and<span bis_size="{&quot;x&quot;:495,&quot;y&quot;:1720,&quot;w&quot;:7,&quot;h&quot;:16,&quot;abs_x&quot;:797,&quot;abs_y&quot;:2713}"> </span>offerings. Visitors can instantly recognize your brand and understand what makes your business different.</p>
<h3 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1774,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2767}">Better Visitor Engagement</h3>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1810,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2803}">Interactive layouts and well<span bis_size="{&quot;x&quot;:184,&quot;y&quot;:1812,&quot;w&quot;:6,&quot;h&quot;:16,&quot;abs_x&quot;:486,&quot;abs_y&quot;:2805}"> </span>planned display areas encourage visitors to spend more time at your booth.</p>
<h3 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1867,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2860}">Professional Presentation</h3>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1903,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2896}">A professionally designed stand creates credibility and helps build trust among potential clients.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1937,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2930}">As a trusted exhibition stand designer and builder in Berlin, we create custom solutions that align with your goals while maintaining budget efficiency.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1995,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2988}">Modular Exhibition Stands: Smart Solutions for Small Businesses</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2052,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3045}">Many small businesses participate in multiple trade shows throughout the year. In such cases, modular exhibition stands offer excellent flexibility.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2106,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3099}">Benefits of modular stands include:</p>
<ul style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2140,&quot;w&quot;:636,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3133}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2140,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3133}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2140,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3133}">Reusable structures</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2174,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3167}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2174,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3167}">Lower long<span bis_size="{&quot;x&quot;:116,&quot;y&quot;:2176,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:418,&quot;abs_y&quot;:3169}"> </span>term costs</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2208,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3201}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2208,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3201}">Easy transportation</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2242,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3235}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2242,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3235}">Fast installation</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2276,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3269}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2276,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3269}">Adaptability to different booth sizes</p>
</li>
</ul>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2310,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3303}">Modular booths can be reconfigured for various exhibitions, making them a practical investment for growing businesses.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2367,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3360}">Creative Booth Design That Attracts Attention</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2405,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3398}">Visitors often make decisions within seconds when walking through an exhibition hall. This means your booth must capture attention quickly.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2459,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3452}">Our design team focuses on creating visually appealing stands using:</p>
<ul style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2493,&quot;w&quot;:636,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3486}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2493,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3486}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2493,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3486}">Modern graphics</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2527,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3520}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2527,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3520}">Strategic lighting</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2561,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3554}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2561,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3554}">Clean layouts</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2595,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3588}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2595,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3588}">Attractive branding</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2629,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3622}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2629,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3622}">Product<span bis_size="{&quot;x&quot;:96,&quot;y&quot;:2631,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:398,&quot;abs_y&quot;:3624}"> </span>focused displays</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2663,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3656}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2663,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3656}">Interactive elements</p>
</li>
</ul>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2697,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3690}">Creative booth design helps increase foot traffic and encourages meaningful interactions with visitors.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2734,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3727}">How We Design Exhibition Stands for Small Businesses</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2772,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3765}">Every project begins with understanding your business objectives. Our design process includes:</p>
<h3 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2808,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3801}">Understanding Your Goals</h3>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2844,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3837}">We learn about your products, target audience, marketing objectives<span bis_size="{&quot;x&quot;:431,&quot;y&quot;:2846,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:733,&quot;abs_y&quot;:3839}"> </span>and<span bis_size="{&quot;x&quot;:458,&quot;y&quot;:2846,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:760,&quot;abs_y&quot;:3839}"> </span>exhibition plans.</p>
<h3 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2881,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3874}">Concept Development</h3>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2917,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3910}">Our creative team develops stand concepts that align with your brand identity and exhibition goals.</p>
<h3 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2954,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3947}">Space Planning</h3>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2990,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3983}">We optimize available booth space to ensure smooth visitor movement and effective product presentation.</p>
<h3 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3046,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4039}">Design Finalization</h3>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3083,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4076}">After approval, our team prepares detailed designs and production plans.</p>
<h3 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3119,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4112}">Construction and Installation</h3>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3155,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4148}">Our experienced professionals manage stand fabrication, transportation, installation<span bis_size="{&quot;x&quot;:526,&quot;y&quot;:3157,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:828,&quot;abs_y&quot;:4150}"> </span>and<span bis_size="{&quot;x&quot;:553,&quot;y&quot;:3157,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:855,&quot;abs_y&quot;:4150}"> </span>dismantling.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3189,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4182}">As a reliable exhibition stand construction company in Berlin, we ensure every stage of the process is handled professionally.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3247,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4240}">Importance of High<span bis_size="{&quot;x&quot;:199,&quot;y&quot;:3245,&quot;w&quot;:5,&quot;h&quot;:23,&quot;abs_x&quot;:501,&quot;abs_y&quot;:4238}"> </span>Quality Stand Construction</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3284,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4277}">A beautiful design is only effective if it is supported by quality construction. Exhibition stands must be durable, safe<span bis_size="{&quot;x&quot;:88,&quot;y&quot;:3306,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:390,&quot;abs_y&quot;:4299}"> </span>and<span bis_size="{&quot;x&quot;:116,&quot;y&quot;:3306,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:418,&quot;abs_y&quot;:4299}"> </span>visually flawless.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3338,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4331}">Our construction team focuses on:</p>
<ul style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3372,&quot;w&quot;:636,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4365}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3372,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4365}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3372,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4365}">Strong structural integrity</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3406,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4399}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3406,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4399}">Premium materials</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3440,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4433}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3440,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4433}">Precision manufacturing</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3474,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4467}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3474,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4467}">Quality finishing</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3508,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4501}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3508,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4501}">Compliance with exhibition regulations</p>
</li>
</ul>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3542,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4535}">This commitment to quality helps businesses create a professional image at every event.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3580,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4573}">Why Berlin Is an Ideal Exhibition Destination</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3617,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4610}">Berlin is one of Europe's most important business and exhibition hubs. The city hosts numerous international trade fairs across industries such as technology, healthcare, manufacturing, tourism, education<span bis_size="{&quot;x&quot;:68,&quot;y&quot;:3659,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:370,&quot;abs_y&quot;:4652}"> </span>and<span bis_size="{&quot;x&quot;:95,&quot;y&quot;:3659,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:397,&quot;abs_y&quot;:4652}"> </span>consumer products.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3691,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4684}">Exhibiting in Berlin offers businesses access to:</p>
<ul style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3725,&quot;w&quot;:636,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4718}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3725,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4718}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3725,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4718}">International visitors</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3759,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4752}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3759,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4752}">Industry decision<span bis_size="{&quot;x&quot;:153,&quot;y&quot;:3761,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:455,&quot;abs_y&quot;:4754}"> </span>makers</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3793,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4786}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3793,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4786}">Global networking opportunities</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3827,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4820}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3827,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4820}">New market prospects</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3861,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4854}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3861,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4854}">Business partnerships</p>
</li>
</ul>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3895,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4888}">To maximize these opportunities, companies need experienced Exhibition Stand Builders &amp; Booth Designers in Berlin who understand local exhibition environments and audience expectations.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3953,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4946}">Affordable Exhibition Solutions Without Compromising Quality</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3990,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4983}">Small businesses often assume that high<span bis_size="{&quot;x&quot;:273,&quot;y&quot;:3992,&quot;w&quot;:6,&quot;h&quot;:16,&quot;abs_x&quot;:575,&quot;abs_y&quot;:4985}"> </span>quality exhibition stands require large budgets. In reality, smart design and careful planning can achieve impressive results without excessive costs.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4044,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5037}">We help businesses optimize their exhibition budgets through:</p>
<ul style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4078,&quot;w&quot;:636,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5071}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4078,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5071}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4078,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5071}">Efficient material selection</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4112,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5105}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4112,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5105}">Reusable booth components</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4146,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5139}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4146,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5139}">Strategic space utilization</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4180,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5173}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4180,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5173}">Practical design concepts</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4214,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5207}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4214,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5207}">Flexible stand solutions</p>
</li>
</ul>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4248,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5241}">Our focus is on delivering value while maintaining exceptional design and construction standards.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4285,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5278}">Modern Trends in Exhibition Stand Design</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4323,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5316}">Exhibition marketing continues to evolve. Today's visitors expect more engaging and interactive experiences.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4377,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5370}">Popular trends include:</p>
<ul style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4411,&quot;w&quot;:636,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5404}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4411,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5404}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4411,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5404}">Sustainable booth designs</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4445,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5438}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4445,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5438}">Digital displays</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4479,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5472}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4479,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5472}">Interactive technologies</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4513,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5506}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4513,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5506}">Open<span bis_size="{&quot;x&quot;:82,&quot;y&quot;:4515,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:384,&quot;abs_y&quot;:5508}"> </span>concept layouts</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4547,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5540}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4547,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5540}">Minimalist aesthetics</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4581,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5574}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4581,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5574}">Multi<span bis_size="{&quot;x&quot;:77,&quot;y&quot;:4583,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:5576}"> </span>purpose spaces</p>
</li>
</ul>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4615,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5608}">As industry expectations change, businesses benefit from working with exhibition stand constructors in Berlin who stay updated with modern design trends.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4672,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5665}">Supporting Small Businesses Beyond Booth Construction</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4710,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5703}">Successful exhibitions require more than just attractive stands. Businesses also need guidance, planning<span bis_size="{&quot;x&quot;:60,&quot;y&quot;:4732,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:362,&quot;abs_y&quot;:5725}"> </span>and<span bis_size="{&quot;x&quot;:88,&quot;y&quot;:4732,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:390,&quot;abs_y&quot;:5725}"> </span>support.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4764,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5757}">Our services extend beyond booth construction to include:</p>
<ul style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4798,&quot;w&quot;:636,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5791}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4798,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5791}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4798,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5791}">Exhibition planning consultation</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4832,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5825}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4832,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5825}">Design recommendations</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4866,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5859}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4866,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5859}">Project management</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4900,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5893}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4900,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5893}">Logistics coordination</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4934,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5927}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4934,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5927}">On<span bis_size="{&quot;x&quot;:66,&quot;y&quot;:4936,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:368,&quot;abs_y&quot;:5929}"> </span>site support</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4968,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5961}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4968,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5961}">Post<span bis_size="{&quot;x&quot;:76,&quot;y&quot;:4970,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:378,&quot;abs_y&quot;:5963}"> </span>event assistance</p>
</li>
</ul>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5002,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5995}">This comprehensive approach helps businesses focus on networking and lead generation while we manage the technical aspects.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5056,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6049}">In today's competitive exhibition industry, many companies search for a dependable Exhibition Stand Builders Company in Germany that can provide complete stand design and construction solutions while understanding the needs of growing businesses. Working with experienced professionals can help brands participate confidently and achieve stronger exhibition outcomes.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5153,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6146}">Why Small Businesses Choose Our Team</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5190,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6183}">Businesses choose us because we combine creativity, quality<span bis_size="{&quot;x&quot;:416,&quot;y&quot;:5192,&quot;w&quot;:7,&quot;h&quot;:16,&quot;abs_x&quot;:718,&quot;abs_y&quot;:6185}"> </span>and<span bis_size="{&quot;x&quot;:447,&quot;y&quot;:5192,&quot;w&quot;:7,&quot;h&quot;:16,&quot;abs_x&quot;:749,&quot;abs_y&quot;:6185}"> </span>practical solutions. Our team understands that every exhibition investment must contribute to measurable business growth.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5244,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6237}">We provide:</p>
<ul style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5278,&quot;w&quot;:636,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6271}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:5278,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6271}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:5278,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6271}">Customized booth designs</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:5312,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6305}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:5312,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6305}">Budget<span bis_size="{&quot;x&quot;:92,&quot;y&quot;:5314,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:394,&quot;abs_y&quot;:6307}"> </span>friendly solutions</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:5346,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6339}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:5346,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6339}">Experienced project management</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:5380,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6373}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:5380,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6373}">Creative concepts</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:5414,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6407}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:5414,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6407}">Quality construction</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:5448,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6441}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:5448,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6441}">Reliable support</p>
</li>
</ul>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5482,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6475}">Our mission is to help small businesses make a strong impression and achieve their exhibition goals successfully.</p>
<h2 style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5540,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6533}">Conclusion</h2>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5577,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6570}">Exhibitions offer tremendous opportunities for small businesses to grow, connect with customers<span bis_size="{&quot;x&quot;:72,&quot;y&quot;:5599,&quot;w&quot;:8,&quot;h&quot;:16,&quot;abs_x&quot;:374,&quot;abs_y&quot;:6592}"> </span>and<span bis_size="{&quot;x&quot;:103,&quot;y&quot;:5599,&quot;w&quot;:8,&quot;h&quot;:16,&quot;abs_x&quot;:405,&quot;abs_y&quot;:6592}"> </span>increase brand visibility. The key to success lies in creating a professional and engaging exhibition presence that attracts visitors and communicates your brand message effectively.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5651,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6644}">By partnering with experienced Exhibition Stand Builders &amp; Booth Designers in Berlin, businesses can benefit from creative designs, reliable construction<span bis_size="{&quot;x&quot;:346,&quot;y&quot;:5673,&quot;w&quot;:9,&quot;h&quot;:16,&quot;abs_x&quot;:648,&quot;abs_y&quot;:6666}"> </span>and<span bis_size="{&quot;x&quot;:378,&quot;y&quot;:5673,&quot;w&quot;:9,&quot;h&quot;:16,&quot;abs_x&quot;:680,&quot;abs_y&quot;:6666}"> </span>comprehensive support throughout the exhibition process.</p>
<p style="text-align: justify;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5725,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6718}">Whether you need a custom stand, modular booth, or complete exhibition solution, working with a professional exhibition stand designer and builder in Berlin can help your business stand out and achieve meaningful results at trade shows.</p>]]> </content:encoded>
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<item>
<title>Hull Business Listings That Improve Search Engine Rankings</title>
<link>https://news.bangboxonline.com/hull-business-listings-that-improve-search-engine-rankings</link>
<guid>https://news.bangboxonline.com/hull-business-listings-that-improve-search-engine-rankings</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a350f123acd2.jpg" length="98635" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 14:43:41 +0500</pubDate>
<dc:creator>London Local SEO</dc:creator>
<media:keywords>Hull business directory, Hull business listing, Hull free business listing</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;">In the modern digital economy, the visibility of your brand is inextricably linked to how well search engines understand your location. For companies based in Yorkshire, simply having a website is no longer the final step of digital marketing. You need a robust local ecosystem that validates your existence to Google, Bing, and AI-powered search engines. This is where strategic placement on local platforms becomes essential.</p>
<p style="text-align: justify;">When you invest time into managing your digital presence, you aren't just adding contact details to a page; you are building the foundation of your local SEO strategy. Many business owners overlook the power of these platforms, assuming that social media or paid search is enough. However, the data confirms that local citations remain a critical factor in how search algorithms rank businesses.</p>
<h2 style="text-align: justify;">The Relationship Between Local SEO and Directories</h2>
<p style="text-align: justify;">Search engines prioritize user experience. When someone performs a search, the engine wants to provide the most accurate, reliable, and relevant result possible. To do this, they crawl various sources of truth to verify information. If your business information is inconsistent across the web, search engines become unsure of your legitimacy and are less likely to rank you highly.</p>
<p style="text-align: justify;">A high-quality<span> </span><a title="null" href="https://localpage.uk/hull">Hull business directory</a><span> </span>serves as a primary source of this data. By ensuring your Name, Address, and Phone number (often referred to as NAP) are consistent across these platforms, you send a strong signal of reliability. When search engine bots see the same data points confirmed across multiple reputable websites, your "domain authority" in that local area increases.</p>
<h2 style="text-align: justify;">Why Quality Over Quantity Matters for Listings</h2>
<p style="text-align: justify;">There is a common misconception that you should list your business on every single site you find. This is not only time-consuming but can actually be detrimental. Many low-quality or "spammy" sites can dilute your brand reputation.</p>
<p style="text-align: justify;">Instead, you should focus your energy on the most authoritative<span> </span><a title="null" href="https://localpage.uk/">Hull business listings sites</a>. These platforms are monitored, have high traffic, and are trusted by major search engines. Being present on a few high-authority sites is far more valuable for your SEO rankings than being scattered across dozens of obscure, inactive directories. Focus on relevance and reputation.</p>
<h2 style="text-align: justify;">The Mechanics of Optimizing Your Listing</h2>
<p style="text-align: justify;">Once you have chosen your platforms, the work of optimization begins. An empty or incomplete profile is a wasted opportunity. To improve your rankings, you must treat every listing like a mini-landing page for your company.</p>
<p style="text-align: justify;">Start by ensuring your business category is correct. If you are a plumber, ensure you are not listed under "General Construction." Specificity helps engines categorize you correctly when a user searches for a specific trade. Next, add high-quality, professional photography. Listings with images consistently see higher click-through rates, and increased engagement is a ranking signal that search engines track closely.</p>
<p style="text-align: justify;">Finally, write a unique, keyword-rich description of your services. Do not simply copy and paste the text from your website's home page. Tailor your description to the local audience. For example, if you are looking to<span> </span><a title="null" href="https://localpage.uk/">find businesses in Hull</a>, you are likely interested in localized terms like "Hessle road service" or "city centre convenience." Including these localized nuances helps the algorithm connect your business with the intent of the local searcher.</p>
<h2 style="text-align: justify;">Leveraging Free and Paid Strategies</h2>
<p style="text-align: justify;">For many small and medium-sized enterprises (SMEs), budget is a primary concern. Fortunately, starting your journey does not require a massive financial outlay. Securing a<span> </span><a title="null" href="https://localpage.uk/free-listing">Hull free business listing</a><span> </span>is the standard starting point. It establishes your footprint and ensures your basic data is indexed.</p>
<p style="text-align: justify;">However, as your business grows, you may find that competition in your sector is fierce. In these cases, it may be beneficial to explore a<span> </span><a title="null" href="https://localpage.uk/sponsored-booster">Hull sponsored listing</a>. This does not necessarily replace your organic SEO efforts; rather, it complements them. Sponsored options often provide the top-of-page visibility that is difficult to achieve through organic SEO alone, especially in competitive industries where immediate leads are the priority.</p>
<h2 style="text-align: justify;">Understanding the User Journey in Hull</h2>
<p style="text-align: justify;">The intent behind a local search is usually high. Someone searching for a service in Hull is not just browsing; they are usually looking for a solution to an immediate problem. They need a car mechanic, a legal advisor, or a restaurant<span> </span><em>now</em>.</p>
<p style="text-align: justify;">By maintaining a professional profile on a<span> </span><a title="null" href="https://localpage.uk/hull">local business directory Hull</a>, you align yourself with this high-intent traffic. When a user finds your listing, the information must be accurate. If they click your website link and it’s broken, or if they call the number and it’s outdated, you have lost a potential customer and given a negative signal to the search engine. User behavior—such as "bounce rate" from a directory to your site—is another factor in modern search rankings.</p>
<h2 style="text-align: justify;">Staying Ahead with Review Management</h2>
<p style="text-align: justify;">Reviews are the social proof that drives trust. Many directories allow customers to leave feedback. Do not fear negative reviews; instead, view them as an opportunity. Responding professionally to a negative review shows that you care about your customers, which can actually build more trust than a perfect five-star rating.</p>
<p style="text-align: justify;">Positive reviews, on the other hand, are gold for SEO. Search engines love fresh, unique content. When customers leave reviews on your business profile, they are creating that content for you, often including relevant keywords about your services naturally. Encourage your happy clients to share their experiences.</p>
<h2 style="text-align: justify;">Key Takeaways</h2>
<ul style="text-align: justify;">
<li>
<p>NAP consistency (Name, Address, Phone) is the single most important factor in local SEO.</p>
</li>
<li>
<p>Prioritize quality, high-authority directories over a high volume of low-quality sites.</p>
</li>
<li>
<p>Optimize your profiles with images, specific service categories, and unique, localized descriptions.</p>
</li>
<li>
<p>Use free listings to build your foundation and sponsored options to dominate competitive sectors.</p>
</li>
<li>
<p>Engage with reviews to show active management and build customer trust.</p>
</li>
<li>
<p>Monitor your presence regularly; your business hours and contact info must always be accurate.</p>
</li>
</ul>
<h2 style="text-align: justify;">Frequently Asked Questions</h2>
<h3 style="text-align: justify;">Why does NAP consistency affect my rankings?</h3>
<p style="text-align: justify;">Search engines use NAP data to verify the legitimacy of your business. If your info is inconsistent, the search engine becomes confused and may penalize your ranking because it cannot verify your actual location or contact details.</p>
<h3 style="text-align: justify;">Do reviews on directory sites actually help SEO?</h3>
<p style="text-align: justify;">Yes, absolutely. Reviews provide fresh, unique content for your listing and act as a strong social proof indicator. Search engines view businesses with active, positive feedback as more relevant and trustworthy than those with no activity.</p>
<h3 style="text-align: justify;">How often should I check my business listings?</h3>
<p style="text-align: justify;">You should audit your listings at least once every quarter. Ensure that your business hours, phone number, and service area descriptions are current. If you move offices or change your main contact line, update all platforms immediately.</p>
<h3 style="text-align: justify;">What is the difference between a free and a paid listing?</h3>
<p style="text-align: justify;">A free listing allows you to be found and provides the essential NAP data for search engines. A paid or sponsored listing usually offers better placement, such as appearing at the top of category pages or in featured sections, which increases traffic.</p>
<h3 style="text-align: justify;">Should I list my business on national directories too?</h3>
<p style="text-align: justify;">Yes, national directories can be useful, but you must ensure your local presence is prioritized first. Your focus should be on platforms that are highly relevant to your specific city or region to ensure you capture local search intent.</p>
<h3 style="text-align: justify;">How can I make my business stand out in a directory?</h3>
<p style="text-align: justify;">To stand out, go beyond the basics. Add professional photos of your team or your premises, write a detailed description of your unique value proposition, and actively invite your satisfied customers to leave reviews.</p>
<h3 style="text-align: justify;">Does a directory link provide SEO value?</h3>
<p style="text-align: justify;">Yes, a listing on a reputable directory provides a "citation." These citations are foundational elements of local SEO, helping search engines validate that your business is a real, active entity in your stated location.</p>
<h3 style="text-align: justify;">What should I do if I find a wrong phone number on a directory?</h3>
<p style="text-align: justify;">Contact the directory support team immediately to request an update. If the platform allows you to claim your listing, log in and update the information yourself as soon as possible.</p>
<h3 style="text-align: justify;">Can directory listings help with voice search?</h3>
<p style="text-align: justify;">Yes. Voice assistants like Alexa, Siri, and Google Assistant pull data from trusted directory databases. If your business info is accurate and well-optimized, your business is more likely to be cited in voice search results.</p>
<h3 style="text-align: justify;">Do I need a website if I have a directory listing?</h3>
<p style="text-align: justify;">While a directory listing is powerful, a dedicated website is still necessary. The directory serves as the "hook" or the referral source, but your website is where you control the full customer experience and close the sale.</p>
<h3 style="text-align: justify;">How long does it take for listing updates to show on Google?</h3>
<p style="text-align: justify;">It can take anywhere from a few days to a few weeks for search engines to recrawl and index changes made on third-party directories. Patience is key when updating your digital footprint.</p>
<h3 style="text-align: justify;">Should I use the same description on every directory?</h3>
<p style="text-align: justify;">It is better to vary your descriptions slightly across different platforms. This helps avoid "duplicate content" issues and allows you to target different long-tail keywords on different platforms.</p>
<h3 style="text-align: justify;">What if my business serves a large area?</h3>
<p style="text-align: justify;">If you serve a wide area, ensure your directory listings explicitly list the regions or postcodes you cover. This helps you appear in searches even when you are not physically located in the user's specific town.</p>
<h3 style="text-align: justify;">Does responding to reviews help my ranking?</h3>
<p style="text-align: justify;">Yes. It shows the search engine that the business is active and engaged. It also improves your reputation, leading to more clicks and better user engagement, which indirectly boosts your search ranking.</p>
<h3 style="text-align: justify;">Is it better to be on 100 directories or 10 high-quality ones?</h3>
<p style="text-align: justify;">Always choose quality over quantity. 10 high-authority, reputable, and well-maintained directories are far more beneficial for your rankings than 100 low-quality, "spammy" sites that may actually harm your reputation.</p>
<p style="text-align: justify;">Mastering local business listings is not a one-time task but an ongoing investment in your company’s visibility. By keeping your data consistent, engaging with your community through reviews, and strategically using both free and sponsored listing options, you can significantly improve your search rankings. Start by auditing your current presence today and ensure that whenever a customer in Hull searches for your services, your business is the one they find first.</p>
<p style="text-align: justify;"><strong>Get In Touch</strong><br><strong>Email:<span> </span>contact@localpage.uk</strong><br><strong>Website: www.localpage.uk</strong></p>]]> </content:encoded>
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<title>Avail the best hotels for groups nyc for any kind of events at the best rate</title>
<link>https://news.bangboxonline.com/avail-the-best-hotels-for-groups-nyc-for-any-kind-of-events-at-the-best-rate</link>
<guid>https://news.bangboxonline.com/avail-the-best-hotels-for-groups-nyc-for-any-kind-of-events-at-the-best-rate</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a350e3d650b6.jpg" length="108979" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 14:40:21 +0500</pubDate>
<dc:creator>bestvenues</dc:creator>
<media:keywords>best hotels for groups nyc</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="text-align: justify; line-height: 115%;">Every event has some guests coming from distant places, be it a corporate dinner or an eventful wedding. Event planners and organizers need to take care of such guests specifically, as they also require accommodation for a few days the event will continue. Companies or hosts cannot compromise the standard of living of their guests, as their accommodation also adds to the success of the event to some extent. Any host will not accept the discomfort of their guests at any cost. This is where both individual and corporate hosts need to contact the best planners for the best hotels for groups nyc. These agencies take care of hotel booking for groups at the best rate, keeping all the amenities in mind.</p>
<h2 class="MsoNormal" style="text-align: justify; line-height: 115%;">What are the benefits of availing group hotel booking services for guests?</h2>
<p class="MsoNormal" style="text-align: justify; line-height: 115%;">Event or wedding hosts need to trust leading venues for all kinds of services, including décor, food, vendors, logistics, and even hotel booking in bulk. Individuals or companies without enough background and regular contact cannot manage such a huge booking seamlessly. Leading event planners make sure that your event becomes as successful and effective as you have been planning for a long. They also take care of hotel booking as they use their partner group of hotels to arrange standard rooms as per client requirements.</p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%;">This team of experts ensures clients of the <strong><a href="https://www.bestvenuesnewyork.com/services/group-hotel-bookings">best hotels for groups nyc</a></strong> at the most affordable budget, as they are offering all other services required for the seamless completion of the event. They make sure that all the hotel rooms, amenities, food, transport, logistics, and all other facilities are of quality and have no hidden costs added. Some of the specific benefits of working with professional event planners include-</p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%;">•    Hosts enjoy a seamless experience in managing all the guests, whereas their billing, payment, and other system operations get easier under one roof. Planners provide room lists, dietary preferences, and central payment details to ensure the services remain continuous and impactful.</p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%;">•    Whether nyc wedding venues or brand meet conference rooms are the requirements of the client, event planners with years of experience understand their position and demand. They subtly offer them the best possible option to conduct the event peacefully.</p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%;">•    These companies ensure higher flexibility in terms of rooms and spaces in the venue when group bookings of rooms are also confirmed. They deal with hotels that are open for all such facilities, along with the main event of a wedding or conference.</p>
<p class="MsoNormal" style="text-align: justify; line-height: 115%;">•    These hotels are accustomed to corporate laws and liabilities. They ensure the billing follows the terms and conditions of the corporate industry and also comply with the travel policies and approval workflows. One can get these facilities for booking rooms for groups when they hire experienced event planners in New York City. <br>Experienced team of planners conceptualizing and executing event plans along with client objectives, not only offers the best hotels for groups nyc. But also, they make sure that the booking, billing, and offering regular services to these guests remain with the hosts only, and billing remains with the host to make their experience of attending the event memorable and meaningful.</p>]]> </content:encoded>
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<title>7 Reasons to Choose Kaelani&amp;apos;s Essentials for Healthier Hair</title>
<link>https://news.bangboxonline.com/7-reasons-to-choose-kaelanis-essentials-for-healthier-hair</link>
<guid>https://news.bangboxonline.com/7-reasons-to-choose-kaelanis-essentials-for-healthier-hair</guid>
<description><![CDATA[ At Kaelanis Essentials, we curate elegant jewelry, fashion, home décor, purses, and seasonal finds designed to bring beauty and sophistication to everyday life. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3509dc6e68d.jpg" length="22594" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 14:27:51 +0500</pubDate>
<dc:creator>Digitalsolution</dc:creator>
<media:keywords></media:keywords>
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<p class="ds-markdown-paragraph"><span class="">In a world where our hair endures daily styling, environmental stressors, and product buildup, achieving genuinely healthy hair can feel like an uphill battle. The journey to vibrant, strong, and moisturized hair begins not with complicated routines, but with choosing the right partner for your hair care needs.<span> </span></span><strong><span class="">Kaelani's Essentials</span></strong><span class=""><span> </span>has emerged as a beacon for those seeking to revitalize their hair without the harsh chemicals found in many mainstream products. The brand is dedicated to creating formulas that work with your hair's natural biology, not against it. If you are searching for effective, clean, and results-driven products, here are seven compelling reasons why<span> </span></span><strong><span class="">Kaelani's Essentials</span></strong><span class=""><span> </span>should be at the heart of your hair care regimen.</span></p>
<h3><span class="">1. A Commitment to Clean, Natural Ingredients</span></h3>
<p class="ds-markdown-paragraph"><span class="">The foundation of any effective hair care product is its ingredient list, and<span> </span></span><strong><span class="">Kaelani's Essentials</span></strong><span class=""><span> </span>takes this seriously. Many commercial products strip hair of its natural oils using harsh sulfates and parabens, leaving it dry and brittle. This brand prioritizes nourishing, botanical ingredients that support hair health from the root to the tip<span> </span></span><a href="https://kblcosmetics.com/blogs/news/how-does-organic-haircare-benefit-your-scalp-and-hair" target="_blank" rel="noopener noreferrer"></a><span class="">. By focusing on natural components like avocado oil, aloe vera, and essential oils,<span> </span></span><strong><span class="">Kaelani's Essentials</span></strong><span class=""><span> </span>ensures that your hair receives the vitamins and nutrients it needs to flourish<span> </span></span><a href="https://ouci.dntb.gov.ua/en/works/7nkw2Mb4/" target="_blank" rel="noopener noreferrer"></a><span class="">. This commitment to clean beauty means you are not just masking problems but truly treating your hair with the care it deserves. You can<span> </span></span><strong><span class="">actively nourish</span></strong><span class=""><span> </span>your strands with<span> </span></span><strong><span class="">Kaelanis Essentials</span></strong><span class="">, promoting resilience and a natural, healthy shine without the damage.</span></p>
<h3><span class="">2. Solutions Tailored for the Modern Lifestyle</span></h3>
<p class="ds-markdown-paragraph"><span class="">Today's fast-paced lifestyle calls for hair care that is both effective and convenient.<span> </span></span><a href="https://www.kaelanisessentials.com/"><strong><span class="">Kaelani's Essentials</span></strong></a><span class=""><span> </span>understands that healthy hair should not require a time-consuming ritual involving dozens of products. Their range is designed to deliver noticeable results efficiently, fitting seamlessly into your daily routine. Whether you need a quick moisturizing treatment or a deep-conditioning mask for a weekly reset, the brand offers versatile solutions for those who are always on the go. This accessibility makes it easier to maintain a consistent regimen, which is a cornerstone of hair health, as dermatologists often stress the importance of regular care to prevent damage<span> </span></span><a href="https://health.clevelandclinic.org/is-there-any-way-to-make-your-hair-grow-faster?utm_medium=social&amp;utm_source=twitter&amp;utm_campaign=cc+tweets" target="_blank" rel="noopener noreferrer"></a><a href="https://link.healthline.com/view/5cc514f62c885e30ac5ca266o2jop.vsix/2c32bf5c" target="_blank" rel="noopener noreferrer"></a><span class="">.</span></p>
<h3><span class="">3. Deep Hydration and Moisture Retention</span></h3>
<p class="ds-markdown-paragraph"><span class="">One of the most common complaints about hair is dryness, which leads to frizz and breakage.<span> </span></span><strong><span class="">Kaelani's Essentials</span></strong><span class=""><span> </span>excels at infusing hair with lasting moisture. Their conditioners and leave-in treatments are crafted to penetrate the hair shaft, providing hydration that goes beyond the surface. This is crucial because moisture is the key to elasticity; well-hydrated hair bends and moves without snapping<span> </span></span><a href="https://www.mybeautyexchange.com/blogs/product-review/hair-care-products-for-natural-hair-keep-your-curls-healthy-defined" target="_blank" rel="noopener noreferrer"></a><span class="">. By using<span> </span></span><strong><span class="">Kaelani's Essentials</span></strong><span class="">, you are actively combating environmental dryness and restoring the natural moisture balance of your locks, resulting in hair that feels soft, looks glossy, and is far more manageable.</span></p>
<h3><span class="">4. Strengthens Hair and Prevents Breakage</span></h3>
<p class="ds-markdown-paragraph"><span class="">Healthy hair is strong hair. Protein loss and chemical damage can weaken the hair structure, leading to split ends and thinning.<span> </span></span><strong><span class="">Kaelani's Essentials</span></strong><span class=""><span> </span>incorporates strengthening agents that help fortify the hair cuticle. This is particularly beneficial for those who regularly use heat styling tools or have color-treated hair. By reinforcing the strands, the products help reduce breakage, allowing your hair to retain length and appear fuller and thicker. This proactive approach to hair strength ensures that your tresses can withstand daily styling and environmental factors with greater resilience.</span></p>
<h3><span class="">5. Supports Scalp Health</span></h3>
<p class="ds-markdown-paragraph"><span class="">A healthy scalp is the foundation of healthy hair. Just as a plant needs good soil to grow, your hair relies on a well-nourished and balanced scalp<span> </span></span><a href="https://www.aad.org/news/tressed-to-impress-hair-tips" target="_blank" rel="noopener noreferrer"></a><span class="">.<span> </span></span><strong><span class="">Kaelani's Essentials</span></strong><span class=""><span> </span>formulates products that soothe and purify the scalp, preventing the buildup of dead skin cells and excess oil that can clog follicles. By maintaining a clean, balanced scalp environment, the brand helps create the optimal conditions for hair growth. This focus on scalp health sets the stage for stronger, more resilient hair to grow naturally.</span></p>
<h3><span class="">6. Enhances Manageability and Shine</span></h3>
<p class="ds-markdown-paragraph"><span class="">A key sign of healthy hair is its ability to be easily styled without tangling or breaking.<span> </span></span><strong><span class="">Kaelani's Essentials</span></strong><span class=""><span> </span>makes detangling effortless and styling a breeze. The smooth, silky texture the products provide reduces friction and snagging, which is a major cause of mechanical damage<span> </span></span><a href="https://www.hims.com/guides/how-to-get-healthy-hair" target="_blank" rel="noopener noreferrer"></a><span class="">. Furthermore, the natural oils and conditioners add a brilliant, healthy-looking shine to dull hair. If you are tired of battling tangles and frizz, embracing<span> </span></span><strong><span class="">Kaelani's Essentials</span></strong><span class=""><span> </span>can transform your styling experience, leaving you with sleek, glossy, and enviable hair.</span></p>
<h3><span class="">7. Holistic Approach to Beauty</span></h3>
<p class="ds-markdown-paragraph"><span class="">Choosing<span> </span></span><strong><span class="">Kaelani's Essentials</span></strong><span class=""><span> </span>is about more than just aesthetics; it is a commitment to holistic wellness. The brand aligns with the values of consumers who are conscious about what they put on their bodies and the environment. By avoiding toxic additives and embracing eco-conscious practices,<span> </span></span><strong><span class="">Kaelani's Essentials</span></strong><span class=""><span> </span>allows you to achieve your beauty goals while staying true to your values<span> </span></span><a href="https://www.essence.com/news/money-career/entrepreneurship/naturall-hair-care/#content" target="_blank" rel="noopener noreferrer"></a><span class="">. This holistic approach ensures that your path to healthier hair contributes to your overall well-being, offering peace of mind alongside stunning results.</span></p>
<p class="ds-markdown-paragraph"><span class="">In conclusion, the journey to healthier, more vibrant hair is built on a foundation of quality ingredients and consistent care. By integrating<span> </span></span><strong><span class="">Kaelani's Essentials</span></strong><span class=""><span> </span>into your routine, you are taking a significant step toward protecting your hair from damage, enhancing its natural beauty, and ensuring it thrives for years to come.</span></p>
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<title>Hydrogen Storage Tanks and Transportation Market Opportunities, Trends and Strategic Business Outlook</title>
<link>https://news.bangboxonline.com/hydrogen-storage-tanks-and-transportation-market-opportunities-trends-and-strategic-business-outlook</link>
<guid>https://news.bangboxonline.com/hydrogen-storage-tanks-and-transportation-market-opportunities-trends-and-strategic-business-outlook</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="22594" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 13:46:19 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Hydrogen Storage Tanks and Transportation Market Overview</h1>
<p>The global Hydrogen Storage Tanks and Transportation Market size was valued at USD 302.6 million in 2023 and is projected to grow from USD 429.8 million in 2024 to USD 6,419.4 million by 2031, exhibiting a CAGR of 47.14% during the forecast period. The growth of the market is driven by increasing investments in hydrogen as a clean energy source, ongoing advancements in storage technology, and the global shift toward carbon neutrality. Rising concerns regarding greenhouse gas emissions and climate change are encouraging governments and industries to accelerate the adoption of hydrogen-based energy solutions.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/hydrogen-storage-tanks-and-transportation-market-328">https://www.kingsresearch.com/hydrogen-storage-tanks-and-transportation-market-328</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Hydrogen Storage Tanks and Transportation Market size was valued at USD 302.6 million in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 429.8 million in 2024 to USD 6,419.4 million by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 47.14% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing global investments in hydrogen infrastructure and clean energy transition are driving market expansion.</strong></p>
</li>
<li>
<p><strong>Growing demand for low-carbon fuels and carbon-neutral energy solutions is accelerating hydrogen adoption.</strong></p>
</li>
<li>
<p><strong>Advancements in storage materials, tank designs, and transportation technologies are creating new opportunities.</strong></p>
</li>
<li>
<p><strong>Compressed gas and liquefied hydrogen storage technologies are witnessing strong adoption across industries.</strong></p>
</li>
<li>
<p><strong>The transportation sector is emerging as a major end-use segment due to increasing hydrogen fuel cell vehicle deployment.</strong></p>
</li>
<li>
<p><strong>Government initiatives supporting hydrogen economies are strengthening market growth worldwide.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific, Europe, and North America are key regions driving hydrogen infrastructure development.</strong></p>
</li>
</ul>
<p>Hydrogen storage tanks and transportation systems play a critical role in the development of a hydrogen economy. Hydrogen is considered one of the most promising clean energy carriers due to its ability to generate energy with minimal emissions. However, efficient storage and transportation remain essential challenges due to hydrogen’s low density and unique physical properties.</p>
<p>Advanced storage technologies enable hydrogen to be safely stored, transported, and delivered across different applications. These systems are essential for industries such as transportation, power generation, manufacturing, chemicals, and residential energy solutions. As countries continue to invest in clean energy infrastructure, the demand for reliable hydrogen storage and transportation solutions is expected to increase significantly.</p>
<p>The transition toward renewable energy and decarbonization strategies has accelerated the development of hydrogen infrastructure. Industries are exploring hydrogen as an alternative to fossil fuels in sectors where direct electrification is difficult. This shift is creating strong demand for innovative hydrogen storage tanks, pipelines, and transportation technologies.</p>
<hr>
<h1>Growth Drivers of Hydrogen Storage Tanks and Transportation Market</h1>
<h2>Increasing Focus on Clean Energy Transition</h2>
<p>One of the primary factors driving the growth of the hydrogen storage tanks and transportation market is the global movement toward clean and sustainable energy solutions. Governments worldwide are introducing policies and investments aimed at reducing dependence on fossil fuels.</p>
<p>Hydrogen offers a cleaner alternative because it produces water as a byproduct when used in fuel cells. The increasing adoption of hydrogen-based solutions in transportation, industrial processes, and energy storage is creating significant demand for advanced storage and transportation systems.</p>
<p>Countries are developing hydrogen strategies to achieve carbon reduction targets, further supporting market expansion.</p>
<h2>Rising Investments in Hydrogen Infrastructure</h2>
<p>The development of hydrogen infrastructure requires efficient production, storage, transportation, and distribution systems. Increasing investments in hydrogen refueling stations, pipelines, storage facilities, and supply networks are driving market growth.</p>
<p>Public and private organizations are collaborating to establish hydrogen ecosystems that support large-scale adoption. These initiatives are encouraging innovation in storage materials, tank manufacturing, and transportation technologies.</p>
<h2>Growth of Hydrogen Fuel Cell Vehicles</h2>
<p>The transportation sector represents a major growth opportunity for hydrogen storage tanks. Hydrogen fuel cell vehicles require lightweight, durable, and high-pressure storage tanks to store fuel safely.</p>
<p>The increasing deployment of fuel cell electric vehicles (FCEVs), hydrogen buses, trucks, and commercial vehicles is boosting demand for advanced hydrogen storage systems.</p>
<p>Automotive manufacturers are investing in hydrogen-powered mobility solutions, contributing to long-term market growth.</p>
<h2>Industrial Decarbonization</h2>
<p>Heavy industries such as steel, chemicals, refining, and manufacturing are exploring hydrogen as a replacement for fossil fuels.</p>
<p>Hydrogen storage and transportation systems enable industries to access hydrogen supplies efficiently. The growing focus on reducing industrial emissions is expected to accelerate hydrogen infrastructure development.</p>
<hr>
<h1>Market Trends</h1>
<h2>Advancement in Hydrogen Storage Materials</h2>
<p>Technological innovation in storage materials is transforming the hydrogen storage industry. Researchers are developing lightweight and high-strength materials to improve storage capacity and safety.</p>
<p>Composite materials, advanced alloys, and solid-state storage solutions are gaining attention due to their improved efficiency and durability.</p>
<p>These advancements are expected to reduce costs and improve the feasibility of hydrogen applications.</p>
<h2>Development of Hydrogen Pipelines</h2>
<p>Pipeline transportation is becoming an important part of hydrogen infrastructure development. Dedicated hydrogen pipelines enable continuous and large-scale transportation over long distances.</p>
<p>Existing natural gas infrastructure is also being evaluated for hydrogen blending and conversion, creating new opportunities for pipeline-based transportation.</p>
<h2>Increasing Adoption of Liquefied Hydrogen</h2>
<p>Liquefied hydrogen technology is gaining popularity for long-distance transportation due to its higher energy density compared to compressed hydrogen.</p>
<p>Liquefaction reduces hydrogen volume significantly, making it suitable for large-scale transportation through ships and specialized carriers.</p>
<p>The growing demand for international hydrogen trade is expected to support liquefied hydrogen adoption.</p>
<h2>Integration with Renewable Energy</h2>
<p>Hydrogen storage systems are increasingly being integrated with renewable energy sources such as solar and wind.</p>
<p>Excess renewable energy can be converted into hydrogen through electrolysis and stored for future use. This approach supports energy stability and helps manage renewable energy fluctuations.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Technology</h2>
<h3>Compressed Gas Hydrogen Storage</h3>
<p>Compressed gas storage is one of the most widely adopted hydrogen storage technologies. It involves storing hydrogen under high pressure using specially designed tanks.</p>
<p>This technology is commonly used in fuel cell vehicles and small-scale industrial applications.</p>
<p>The demand for lightweight composite storage tanks is increasing due to the expansion of hydrogen mobility solutions.</p>
<h3>Liquefied Hydrogen Storage</h3>
<p>Liquefied hydrogen storage involves cooling hydrogen to extremely low temperatures to convert it into liquid form.</p>
<p>This method provides higher storage density and is suitable for large-scale transportation.</p>
<p>Growing international hydrogen trade and long-distance transportation requirements are supporting growth in this segment.</p>
<h3>Solid-State Hydrogen Storage</h3>
<p>Solid-state hydrogen storage uses materials capable of absorbing and releasing hydrogen.</p>
<p>This technology offers advantages such as improved safety and compact storage.</p>
<p>Although still developing, solid-state storage is expected to gain importance due to ongoing research and technological improvements.</p>
<h3>Pipeline Transportation</h3>
<p>Pipeline transportation enables continuous movement of hydrogen between production and consumption locations.</p>
<p>It is particularly suitable for industrial applications requiring large hydrogen volumes.</p>
<p>The expansion of hydrogen networks is expected to increase demand for pipeline transportation systems.</p>
<hr>
<h1>By End-Use Industry</h1>
<h2>Transportation</h2>
<p>The transportation sector is expected to be a major contributor to market growth.</p>
<p>Hydrogen fuel cell vehicles require advanced storage tanks capable of safely storing hydrogen while maintaining vehicle efficiency.</p>
<p>Increasing investments in hydrogen mobility infrastructure are supporting demand across this segment.</p>
<h2>Industrial</h2>
<p>Industrial applications represent a significant market opportunity due to hydrogen usage in manufacturing, chemicals, refining, and steel production.</p>
<p>Storage and transportation systems enable industries to maintain reliable hydrogen supply chains.</p>
<p>The push toward industrial decarbonization is expected to accelerate adoption.</p>
<h2>Residential</h2>
<p>Residential applications include hydrogen-based energy systems for heating and power generation.</p>
<p>Although adoption is currently limited, increasing interest in clean residential energy solutions is expected to create future opportunities.</p>
<h2>Stationary Energy Storage</h2>
<p>Hydrogen storage is increasingly being used for stationary energy storage applications.</p>
<p>It allows excess renewable energy to be stored and converted into electricity when required.</p>
<p>The growing need for grid stability and renewable integration is driving demand in this segment.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America is a significant market due to strong investments in hydrogen infrastructure and clean energy initiatives.</p>
<p>The region is witnessing increasing development of hydrogen production facilities, refueling stations, and storage systems.</p>
<p>Government support and private sector investments are accelerating hydrogen adoption.</p>
<h2>Europe</h2>
<p>Europe is one of the leading regions in hydrogen technology development.</p>
<p>The region’s focus on achieving climate neutrality and reducing carbon emissions is driving investments in hydrogen infrastructure.</p>
<p>Countries are developing hydrogen strategies to support industrial and transportation applications.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness substantial growth due to increasing investments in hydrogen economies.</p>
<p>Countries such as Japan, South Korea, China, and India are actively developing hydrogen infrastructure.</p>
<p>Growing demand for clean transportation and industrial energy solutions is supporting regional expansion.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are emerging markets for hydrogen due to increasing renewable energy potential.</p>
<p>Investments in green hydrogen production and export infrastructure are creating opportunities for storage and transportation solutions.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The hydrogen storage tanks and transportation market is characterized by rapid innovation, strategic partnerships, and infrastructure development.</p>
<p>Companies are focusing on developing lightweight storage tanks, advanced materials, and efficient transportation technologies.</p>
<p>Market participants are investing heavily in research and development to improve hydrogen storage capacity, safety, and cost efficiency.</p>
<p>Collaboration between energy companies, automotive manufacturers, technology providers, and governments is playing a major role in market development.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the hydrogen storage tanks and transportation market looks highly promising as the global energy sector moves toward decarbonization.</p>
<p>The increasing adoption of hydrogen as a clean fuel, expansion of hydrogen infrastructure, and technological advancements will continue driving market growth.</p>
<p>Future innovations in storage materials, transportation systems, and hydrogen distribution networks will improve accessibility and affordability.</p>
<p>As industries transition away from fossil fuels, hydrogen storage and transportation technologies will become essential components of the global clean energy ecosystem.</p>
<p>The market is expected to experience significant expansion through 2031, supported by government initiatives, technological progress, and rising demand for sustainable energy solutions.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<item>
<title>Gluten Free Food Market Insights, Technology Advancements and Future Scope</title>
<link>https://news.bangboxonline.com/gluten-free-food-market-insights-technology-advancements-and-future-scope</link>
<guid>https://news.bangboxonline.com/gluten-free-food-market-insights-technology-advancements-and-future-scope</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="22594" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 13:39:36 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Gluten-Free Food Market Overview</h1>
<p>The global gluten-free food market size was valued at USD 6.14 billion in 2023 and is projected to grow from USD 6.52 billion in 2024 to USD 10.49 billion by 2031, exhibiting a CAGR of 7.03% during the forecast period. The market is experiencing steady growth due to surging consumer reliance on processed food items and increasing health consciousness. Growing awareness about gluten-related disorders, rising demand for specialized diets, and increasing availability of gluten-free alternatives are contributing significantly to market expansion.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/gluten-free-food-market-230">https://www.kingsresearch.com/gluten-free-food-market-230</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global gluten-free food market size was valued at USD 6.14 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 6.52 billion in 2024 to USD 10.49 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 7.03% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing consumer awareness regarding gluten intolerance, celiac disease, and digestive health is driving market expansion.</strong></p>
</li>
<li>
<p><strong>Growing demand for healthier food alternatives and clean-label products is accelerating adoption.</strong></p>
</li>
<li>
<p><strong>Rising consumption of processed gluten-free food products is supporting market growth.</strong></p>
</li>
<li>
<p><strong>Expansion of e-commerce platforms and specialty food stores is improving product accessibility.</strong></p>
</li>
<li>
<p><strong>Innovation in gluten-free ingredients, formulations, and packaging is creating new opportunities.</strong></p>
</li>
<li>
<p><strong>North America and Europe remain major markets due to high consumer awareness and established food industries.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is witnessing rapid growth due to changing dietary preferences and increasing health consciousness.</strong></p>
</li>
</ul>
<p>Gluten-free foods are products that do not contain gluten, a protein commonly found in grains such as wheat, barley, and rye. These products are primarily consumed by individuals with celiac disease, gluten sensitivity, and other dietary preferences. However, in recent years, gluten-free food consumption has expanded beyond medical requirements, with many health-conscious consumers adopting gluten-free diets as part of a wellness-focused lifestyle.</p>
<p>The food industry has witnessed a significant transformation as consumers increasingly prioritize nutrition, ingredient transparency, and healthier alternatives. Manufacturers are responding to this demand by introducing a wide range of gluten-free products, including bakery items, snacks, beverages, pasta, cereals, and ready-to-eat meals.</p>
<p>The increasing availability of gluten-free products in supermarkets, online platforms, and restaurants has improved accessibility for consumers. Food companies are continuously investing in research and development to improve taste, texture, nutritional value, and affordability, further supporting market growth.</p>
<hr>
<h1>Growth Drivers of Gluten-Free Food Market</h1>
<h2>Rising Prevalence of Gluten-Related Disorders</h2>
<p>One of the primary factors driving the growth of the gluten-free food market is the increasing prevalence of gluten intolerance and celiac disease. Individuals diagnosed with these conditions must avoid gluten-containing foods to maintain their health.</p>
<p>The growing awareness about symptoms associated with gluten sensitivity has encouraged more consumers to seek gluten-free alternatives. Healthcare professionals and nutrition experts are also contributing to increased awareness by educating consumers about dietary management.</p>
<p>As diagnosis rates improve globally, demand for gluten-free food products continues to rise.</p>
<h2>Increasing Health and Wellness Awareness</h2>
<p>Changing lifestyles and increasing focus on preventive healthcare have significantly influenced food consumption patterns. Consumers are becoming more conscious about the ingredients present in their daily diets.</p>
<p>Many consumers are adopting gluten-free diets due to perceived health benefits, including improved digestion and better dietary management. This shift toward healthier eating habits is encouraging food manufacturers to expand their gluten-free product portfolios.</p>
<p>The demand for natural, organic, and clean-label gluten-free products is also increasing as consumers seek food options aligned with wellness trends.</p>
<h2>Growing Demand for Processed and Convenience Foods</h2>
<p>The rising dependence on convenient food products is another major factor supporting market growth. Busy lifestyles and urbanization have increased demand for ready-to-eat meals, snacks, and packaged food products.</p>
<p>Manufacturers are developing gluten-free versions of popular processed foods to meet evolving consumer preferences. Gluten-free breads, cookies, pasta, frozen foods, and snack products are becoming increasingly available in retail and online channels.</p>
<p>The combination of convenience and health-focused products is strengthening market expansion.</p>
<h2>Expansion of Foodservice Industry</h2>
<p>Restaurants, cafes, hotels, and catering businesses are increasingly adding gluten-free options to their menus.</p>
<p>The growth of the foodservice industry has improved consumer access to gluten-free meals outside the home. Many hospitality businesses are adopting specialized menus to attract health-conscious customers and address dietary requirements.</p>
<p>This trend is expected to contribute significantly to market growth during the forecast period.</p>
<hr>
<h1>Market Trends</h1>
<h2>Increasing Demand for Clean Label Products</h2>
<p>Clean-label food trends are influencing the gluten-free food market. Consumers are increasingly interested in products made with simple, recognizable ingredients without artificial additives.</p>
<p>Manufacturers are focusing on improving product transparency by highlighting ingredient sources and nutritional benefits.</p>
<p>The demand for organic and minimally processed gluten-free products is expected to continue increasing.</p>
<h2>Innovation in Gluten-Free Ingredients</h2>
<p>Food manufacturers are exploring alternative ingredients to improve the taste and nutritional value of gluten-free products.</p>
<p>Ingredients such as rice flour, almond flour, coconut flour, quinoa, corn, and chickpea-based formulations are becoming increasingly popular.</p>
<p>These ingredients help improve texture, flavor, and nutritional profiles while meeting consumer expectations.</p>
<h2>Growth of Online Food Sales</h2>
<p>E-commerce platforms are playing an important role in expanding the availability of gluten-free foods.</p>
<p>Online channels provide consumers access to a wider range of specialized products compared to traditional stores.</p>
<p>The convenience of online shopping, home delivery options, and increasing digital adoption are supporting growth in this segment.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Product Type</h2>
<h3>Bakery Products</h3>
<p>Bakery products represent one of the largest segments in the gluten-free food market. Gluten-free bread, cakes, cookies, and pastries are widely consumed by individuals seeking alternatives to traditional wheat-based products.</p>
<p>Manufacturers are improving formulations to deliver better taste and texture, helping increase consumer acceptance.</p>
<p>The growing demand for convenient breakfast and snack options is driving segment growth.</p>
<h3>Snacks and Convenience Foods</h3>
<p>The snacks segment is witnessing strong growth due to rising demand for healthier alternatives.</p>
<p>Gluten-free chips, crackers, bars, and ready-to-eat snacks are gaining popularity among consumers looking for convenient food options.</p>
<p>The expansion of premium and health-focused snack categories is supporting market development.</p>
<h3>Pasta and Cereals</h3>
<p>Gluten-free pasta and cereals are increasingly popular as consumers look for alternatives to traditional grain-based products.</p>
<p>Manufacturers are introducing products made from alternative ingredients such as rice, corn, and legumes.</p>
<p>Growing awareness about dietary diversity is expected to boost this segment.</p>
<h3>Beverages</h3>
<p>The gluten-free beverage segment includes drinks that cater to specialized dietary needs.</p>
<p>Increasing demand for functional beverages and health-oriented drinks is creating opportunities for innovation.</p>
<hr>
<h1>By Distribution Channel</h1>
<h2>Retail Stores</h2>
<p>Retail stores remain a major distribution channel for gluten-free food products.</p>
<p>Supermarkets, hypermarkets, and specialty food stores offer consumers convenient access to a wide range of gluten-free items.</p>
<p>Improved product visibility and dedicated health food sections are supporting sales growth.</p>
<h2>E-Commerce Platforms</h2>
<p>E-commerce is becoming an important channel due to increasing digital adoption.</p>
<p>Online platforms allow consumers to explore diverse gluten-free products from different brands.</p>
<p>The convenience of online ordering and availability of specialty products are driving growth.</p>
<h2>Foodservice (HORECA)</h2>
<p>Hotels, restaurants, and cafes are increasingly incorporating gluten-free options into their menus.</p>
<p>The expansion of gluten-free offerings in foodservice establishments is improving accessibility and increasing consumer awareness.</p>
<hr>
<h1>By Ingredient Type</h1>
<h2>Rice-Based Products</h2>
<p>Rice-based gluten-free products are widely consumed due to their availability and versatility.</p>
<p>Rice flour is commonly used in bakery items, pasta, and snacks.</p>
<h2>Corn-Based Products</h2>
<p>Corn-based products are popular due to their taste and nutritional properties.</p>
<p>They are used in cereals, snacks, and processed food products.</p>
<h2>Legume-Based Products</h2>
<p>Legume-based ingredients are gaining attention due to their high protein content.</p>
<p>Ingredients such as chickpeas and lentils are being used to develop nutritious gluten-free alternatives.</p>
<h2>Other Ingredients</h2>
<p>Other ingredients include almond flour, coconut flour, quinoa, and specialty grains.</p>
<p>Innovation in alternative ingredients is expected to drive future product development.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America holds a significant share of the gluten-free food market due to high consumer awareness and strong demand for specialty dietary products.</p>
<p>The presence of established food manufacturers and extensive retail networks supports market growth.</p>
<p>Increasing health-focused lifestyles continue to drive adoption in the region.</p>
<h2>Europe</h2>
<p>Europe is a major market supported by increasing awareness of gluten-related disorders and strong food safety standards.</p>
<p>Consumers in the region show high demand for clean-label and organic food products.</p>
<p>The expansion of gluten-free product availability across supermarkets and restaurants supports regional growth.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience rapid growth during the forecast period.</p>
<p>Rising disposable incomes, urbanization, and changing food preferences are encouraging consumers to adopt healthier food choices.</p>
<p>Countries such as China, India, and Japan are witnessing increasing demand for gluten-free alternatives.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are gradually adopting gluten-free food products due to rising health awareness and changing dietary habits.</p>
<p>Improving retail infrastructure and increasing international food product availability are creating growth opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The gluten-free food market is highly competitive, with companies focusing on product innovation, expansion strategies, and improved formulations.</p>
<p>Manufacturers are investing in research and development to create gluten-free products with better taste, texture, and nutritional value.</p>
<p>Key players are expanding their product portfolios across bakery, snacks, beverages, and convenience food categories.</p>
<p>Strategic partnerships, mergers, acquisitions, and new product launches are common strategies adopted by market participants to strengthen their presence.</p>
<p>The competitive environment is also influenced by growing demand for organic, natural, and premium gluten-free products.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future outlook of the gluten-free food market remains positive due to increasing health awareness, evolving dietary preferences, and continuous product innovation.</p>
<p>The demand for gluten-free products is expected to expand beyond medical needs as more consumers focus on wellness and healthier lifestyles.</p>
<p>Technological advancements in food processing and ingredient development will help manufacturers create improved gluten-free alternatives with enhanced quality.</p>
<p>The expansion of online distribution channels and foodservice availability will further support market growth.</p>
<p>As consumers continue prioritizing nutrition, convenience, and transparency, the gluten-free food market is expected to witness consistent growth through 2031.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<item>
<title>E&#45;Mobility Market Opportunities, Trends and Strategic Business Outlook</title>
<link>https://news.bangboxonline.com/e-mobility-market-opportunities-trends-and-strategic-business-outlook</link>
<guid>https://news.bangboxonline.com/e-mobility-market-opportunities-trends-and-strategic-business-outlook</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="22594" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 13:32:04 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>E-Mobility Market Overview</h1>
<p>The global E-Mobility Market size was valued at USD 436.71 billion in 2023 and is projected to grow from USD 508.98 billion in 2024 to USD 1,673.46 billion by 2031, exhibiting a CAGR of 18.53% during the forecast period. Environmental concerns are fueling the growth of the market, fueled by the growing demand for eco-friendly, low-emission transportation options. Increasing awareness regarding climate change, rising fuel prices, and government efforts toward carbon reduction are encouraging consumers and businesses to shift toward electric mobility solutions.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/e-mobility-market-301">https://www.kingsresearch.com/e-mobility-market-301</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global E-Mobility Market size was valued at USD 436.71 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 508.98 billion in 2024 to USD 1,673.46 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 18.53% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing environmental concerns and demand for low-emission transportation solutions are accelerating market growth.</strong></p>
</li>
<li>
<p><strong>Government initiatives promoting electric vehicle adoption are creating strong market opportunities.</strong></p>
</li>
<li>
<p><strong>Advancements in battery technology and charging infrastructure are transforming the transportation industry.</strong></p>
</li>
<li>
<p><strong>Lithium-ion batteries dominate the market due to high efficiency, longer lifespan, and improved performance.</strong></p>
</li>
<li>
<p><strong>Electric cars represent a major growth segment due to increasing consumer preference for sustainable mobility.</strong></p>
</li>
<li>
<p><strong>Commercial electrification and fleet transformation are supporting global E-Mobility expansion.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to lead the market due to rising EV production and supportive government policies.</strong></p>
</li>
</ul>
<p>E-Mobility refers to the use of electric-powered transportation systems, including electric vehicles (EVs), electric bicycles, electric motorcycles, and other electrically powered mobility solutions. The market represents a major transformation in the global transportation sector by replacing traditional fuel-based vehicles with cleaner and more sustainable alternatives.</p>
<p>The increasing need to reduce greenhouse gas emissions and dependence on fossil fuels has accelerated the adoption of electric mobility worldwide. Governments, automotive manufacturers, and technology providers are investing significantly in electric vehicle development, battery innovation, and charging infrastructure to support the transition toward sustainable transportation.</p>
<p>The rapid evolution of battery technology, improvements in vehicle range, and increasing availability of charging networks are making electric mobility more practical for consumers and businesses. As cities focus on reducing pollution and improving urban transportation systems, E-Mobility solutions are becoming an essential part of future mobility strategies.</p>
<hr>
<h1>Growth Drivers of E-Mobility Market</h1>
<h2>Rising Environmental Concerns</h2>
<p>One of the primary factors driving the growth of the E-Mobility market is increasing concern regarding environmental pollution and climate change. Conventional vehicles powered by gasoline and diesel contribute significantly to carbon emissions and air pollution.</p>
<p>Electric vehicles offer a cleaner alternative by producing lower emissions and reducing dependence on fossil fuels. The growing focus on sustainable development and environmental protection is encouraging governments and consumers to adopt electric mobility solutions.</p>
<p>Countries worldwide are implementing emission reduction targets and promoting electric vehicle adoption through incentives, subsidies, and regulatory support. These initiatives are creating favorable conditions for market expansion.</p>
<h2>Government Support and Policies</h2>
<p>Government policies play a crucial role in accelerating E-Mobility adoption. Many countries are introducing financial incentives, tax benefits, and infrastructure investments to encourage electric vehicle ownership.</p>
<p>Programs supporting EV manufacturing, battery production, and charging station development are strengthening the electric mobility ecosystem. These policies are helping reduce barriers related to cost and infrastructure availability.</p>
<p>Increasing investments in clean transportation initiatives are expected to remain a major growth driver throughout the forecast period.</p>
<h2>Advancements in Battery Technology</h2>
<p>Battery technology is a key component of electric mobility. Improvements in battery energy density, charging speed, durability, and cost reduction are significantly influencing market growth.</p>
<p>Lithium-ion batteries have become the preferred choice for electric vehicles due to their high performance and longer operational life. Continuous research in solid-state batteries and advanced energy storage technologies is expected to further enhance EV capabilities.</p>
<p>Improved battery efficiency is helping increase driving range and reduce charging time, making electric vehicles more attractive to consumers.</p>
<h2>Expansion of Charging Infrastructure</h2>
<p>The availability of charging infrastructure is essential for widespread E-Mobility adoption. Governments and private companies are investing heavily in charging networks to support growing electric vehicle usage.</p>
<p>Fast-charging stations, wireless charging technologies, and smart charging solutions are improving convenience for EV users. The expansion of charging infrastructure is reducing range anxiety and encouraging more consumers to switch to electric vehicles.</p>
<hr>
<h1>Market Trends</h1>
<h2>Growth of Electric Vehicle Ecosystem</h2>
<p>The electric mobility ecosystem is expanding rapidly with the development of EV manufacturing, battery production, charging services, and digital mobility platforms.</p>
<p>Automotive companies are introducing new electric models across different vehicle categories, from compact cars to commercial vehicles.</p>
<p>The increasing availability of diverse electric transportation options is supporting broader market adoption.</p>
<h2>Integration of Smart Technologies</h2>
<p>Smart technologies are becoming an important trend in the E-Mobility market. Electric vehicles are increasingly equipped with connected features, artificial intelligence, and advanced driver assistance systems.</p>
<p>Connected EV platforms allow users to monitor battery performance, optimize routes, and manage charging remotely.</p>
<p>The combination of electrification and digital technology is transforming the future of transportation.</p>
<h2>Electrification of Commercial Fleets</h2>
<p>Commercial fleet operators are increasingly adopting electric vehicles to reduce operating costs and improve sustainability.</p>
<p>Electric buses, delivery vehicles, and logistics fleets are becoming more common as businesses focus on reducing fuel expenses and meeting environmental goals.</p>
<p>The transition toward electric commercial transportation is expected to create significant market opportunities.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Product Type</h2>
<h3>Electric Bicycle</h3>
<p>Electric bicycles are witnessing strong growth due to affordability, convenience, and increasing demand for urban mobility solutions.</p>
<p>E-bikes provide an efficient alternative for short-distance transportation and are becoming popular among commuters.</p>
<p>Growing urbanization and demand for sustainable personal transportation are supporting segment expansion.</p>
<h3>Electric Motorcycle</h3>
<p>Electric motorcycles are gaining popularity due to lower operating costs and improved performance.</p>
<p>Advancements in battery technology are enabling longer travel ranges and better riding experiences.</p>
<p>The increasing adoption of electric two-wheelers in emerging economies is contributing to market growth.</p>
<h3>Electric Car</h3>
<p>Electric cars represent one of the largest segments of the E-Mobility market. Rising consumer awareness, improved charging infrastructure, and increasing vehicle availability are driving adoption.</p>
<p>Automakers are investing heavily in electric car development to meet changing consumer preferences and emission regulations.</p>
<p>The transition from internal combustion engine vehicles to electric cars is expected to significantly influence the automotive industry.</p>
<h3>Others</h3>
<p>Other electric mobility products include electric buses, electric trucks, and specialized electric vehicles.</p>
<p>The increasing electrification of public transportation and commercial applications is expanding this segment.</p>
<hr>
<h1>By Battery Type</h1>
<h2>Lithium-Ion (Li-ion)</h2>
<p>Lithium-ion batteries dominate the E-Mobility market due to their high energy density, efficiency, and longer lifespan.</p>
<p>These batteries provide better performance and faster charging capabilities compared to traditional battery technologies.</p>
<p>Continuous innovation in lithium-ion technology is expected to strengthen its market position.</p>
<h2>Lead-Acid Batteries</h2>
<p>Lead-acid batteries have been used in electric vehicles due to their affordability and reliability.</p>
<p>Although their adoption is declining compared to lithium-ion batteries, they continue to be used in specific applications.</p>
<h2>Nickel Metal Hydride (NiMH)</h2>
<p>NiMH batteries offer durability and safety advantages. They have been used in hybrid vehicles and continue to support certain electric mobility applications.</p>
<h2>Others</h2>
<p>Other battery technologies include emerging solutions such as solid-state batteries and advanced energy storage systems.</p>
<p>Future developments in battery technology are expected to create new opportunities.</p>
<hr>
<h1>By End Use</h1>
<h2>Personal Use</h2>
<p>Personal electric mobility is growing rapidly as consumers seek affordable and environmentally friendly transportation options.</p>
<p>Electric cars, bicycles, and motorcycles are increasingly being adopted for daily commuting.</p>
<p>Rising fuel costs and environmental awareness are supporting personal EV adoption.</p>
<h2>Commercial Use</h2>
<p>Commercial applications represent a major growth area for E-Mobility. Businesses are adopting electric vehicles for logistics, public transportation, and fleet operations.</p>
<p>Electric commercial vehicles help reduce operating costs and support sustainability goals.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America is experiencing significant growth due to increasing EV adoption, advanced automotive infrastructure, and government support.</p>
<p>The presence of major automotive companies and technology providers is strengthening the regional market.</p>
<p>Growing investments in charging infrastructure are further supporting expansion.</p>
<h2>Europe</h2>
<p>Europe is a major E-Mobility market driven by strict emission regulations and sustainability initiatives.</p>
<p>Governments across Europe are promoting electric vehicle adoption through incentives and clean transportation policies.</p>
<p>The region is focusing on reducing carbon emissions and transitioning toward renewable energy-based mobility.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to dominate the global E-Mobility market due to rapid EV production and strong government support.</p>
<p>Countries such as China, Japan, South Korea, and India are investing heavily in electric vehicle manufacturing and charging infrastructure.</p>
<p>The presence of major battery manufacturers and automotive companies is strengthening regional growth.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are gradually adopting electric mobility solutions due to increasing environmental awareness and transportation modernization efforts.</p>
<p>Investments in clean energy and sustainable transportation infrastructure are expected to create future opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The E-Mobility market is highly competitive, with companies focusing on innovation, strategic partnerships, and technology development.</p>
<p>Automotive manufacturers are investing heavily in electric vehicle production and battery technology improvements.</p>
<p>Companies are also collaborating with charging infrastructure providers and technology firms to develop complete mobility ecosystems.</p>
<p>The competitive environment is driven by advancements in battery performance, vehicle design, software integration, and charging solutions.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the E-Mobility market is highly promising as the global transportation sector moves toward electrification. Increasing environmental concerns, government support, technological advancements, and changing consumer preferences will continue to drive market growth.</p>
<p>The development of advanced batteries, autonomous electric vehicles, smart charging networks, and connected mobility platforms will further accelerate industry transformation.</p>
<p>Electric mobility is expected to become a central component of sustainable transportation systems worldwide. With continuous innovation and increasing investments, the E-Mobility market is projected to experience significant expansion through 2031.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Wearable Market Insights, Technology Advancements and Future Scope</title>
<link>https://news.bangboxonline.com/wearable-market-insights-technology-advancements-and-future-scope</link>
<guid>https://news.bangboxonline.com/wearable-market-insights-technology-advancements-and-future-scope</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="22594" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 13:27:13 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Wearable Market Overview</h1>
<p>The global Wearable Market size was valued at USD 53.13 billion in 2023 which is estimated to be at USD 60.24 billion in 2024 and is projected to reach USD 162.76 billion by 2031, growing at a CAGR of 15.26% from 2024 to 2031. The market is experiencing significant growth due to increasing consumer demand for smart connected devices, advancements in sensor technologies, and rising awareness regarding health and fitness monitoring. Wearable devices have become an important part of everyday life by providing real-time data, personalized insights, and seamless connectivity.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/wearable-market-181">https://www.kingsresearch.com/wearable-market-181</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Wearable Market size was valued at USD 53.13 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is estimated to grow from USD 60.24 billion in 2024 to USD 162.76 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is projected to expand at a CAGR of 15.26% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Growing demand for smart devices, health monitoring solutions, and connected technologies is driving market growth.</strong></p>
</li>
<li>
<p><strong>Increasing adoption of smartwatches, fitness trackers, and wearable healthcare devices is accelerating industry expansion.</strong></p>
</li>
<li>
<p><strong>Integration of artificial intelligence, IoT, and advanced sensors is transforming wearable technology.</strong></p>
</li>
<li>
<p><strong>Healthcare applications are becoming one of the fastest-growing areas for wearable device adoption.</strong></p>
</li>
<li>
<p><strong>Rising consumer focus on fitness, wellness, and personalized health insights is boosting demand.</strong></p>
</li>
<li>
<p><strong>North America leads the market due to strong technology adoption, while Asia-Pacific is witnessing rapid growth.</strong></p>
</li>
</ul>
<p>Wearable technology includes electronic devices designed to be worn on the body and capable of collecting, processing, and transmitting data. These devices combine hardware, software, sensors, and wireless connectivity to provide users with enhanced experiences across healthcare, consumer electronics, enterprise, and industrial applications.</p>
<p>The rapid advancement of digital technologies has transformed wearable devices from simple accessories into intelligent platforms capable of monitoring health conditions, tracking physical activities, improving workplace efficiency, and supporting communication. Smartwatches, fitness trackers, smart glasses, smart clothing, and wearable medical devices are increasingly becoming part of daily routines.</p>
<p>The growing adoption of smartphones and connected ecosystems has further accelerated the wearable technology industry. Consumers are seeking devices that provide convenience, personalization, and real-time information access. As manufacturers continue to introduce innovative products with improved battery life, advanced sensors, and artificial intelligence capabilities, the wearable market is expected to witness strong expansion over the coming years.</p>
<hr>
<h1>Growth Drivers of Wearable Market</h1>
<h2>Increasing Focus on Health and Fitness Monitoring</h2>
<p>One of the primary factors driving the growth of the wearable market is increasing consumer awareness regarding health and wellness. People are increasingly adopting wearable devices to monitor physical activity, heart rate, sleep patterns, calories burned, and overall fitness levels.</p>
<p>Fitness trackers and smartwatches provide users with continuous health insights, encouraging healthier lifestyles. The growing emphasis on preventive healthcare has increased demand for wearable solutions that enable individuals to track their health conditions in real time.</p>
<p>Healthcare professionals are also recognizing the value of wearable technology in remote patient monitoring and chronic disease management. These devices allow healthcare providers to collect patient data remotely and provide timely medical assistance.</p>
<h2>Growing Adoption of Smartwatches and Fitness Devices</h2>
<p>Smartwatches and fitness trackers represent some of the fastest-growing product categories in the wearable market. These devices combine communication features, health tracking capabilities, and smart functionalities into compact designs.</p>
<p>Consumers are increasingly using smartwatches for notifications, payments, navigation, exercise tracking, and health monitoring. Continuous product innovation by technology companies is expanding the capabilities of these devices and attracting a wider user base.</p>
<h2>Rising Integration of Artificial Intelligence and IoT</h2>
<p>Artificial intelligence and Internet of Things (IoT) technologies are transforming wearable devices by enabling smarter and more personalized experiences.</p>
<p>AI-powered wearables can analyze user behavior, detect patterns, and provide recommendations based on collected data. IoT connectivity allows wearable devices to communicate with smartphones, healthcare systems, and smart environments.</p>
<p>The integration of AI and IoT is expected to create new opportunities for advanced wearable applications across healthcare, sports, and enterprise sectors.</p>
<h2>Increasing Demand for Remote Healthcare Solutions</h2>
<p>The healthcare sector is becoming a major contributor to wearable market growth. Wearable medical devices help monitor vital signs such as heart rate, blood oxygen levels, glucose levels, and blood pressure.</p>
<p>The increasing adoption of telemedicine and remote patient monitoring solutions has accelerated demand for healthcare wearables. These devices help reduce hospital visits and enable continuous monitoring of patients outside traditional healthcare settings.</p>
<hr>
<h1>Latest Market Trends</h1>
<h2>Development of Smart Healthcare Wearables</h2>
<p>Healthcare-focused wearable devices are gaining popularity due to their ability to provide continuous health monitoring. Companies are developing advanced wearable solutions capable of detecting health conditions at early stages.</p>
<p>Smart patches, medical sensors, and wearable diagnostic devices are expected to play a larger role in future healthcare systems.</p>
<h2>Growth of Smart Clothing and Body-Worn Devices</h2>
<p>Smart clothing is an emerging trend in the wearable industry. These products integrate sensors and electronic components into fabrics to monitor body movements, temperature, and health parameters.</p>
<p>Sports professionals, healthcare providers, and industrial workers are increasingly exploring smart clothing solutions.</p>
<h2>Increasing Use of Wearable Payments</h2>
<p>Wearable devices are increasingly being used for contactless payments. Smartwatches and wearable accessories equipped with payment technologies allow users to complete transactions conveniently.</p>
<p>The growing adoption of digital payments is expected to support the expansion of wearable payment solutions.</p>
<h2>Expansion of Enterprise Wearables</h2>
<p>Businesses are adopting wearable technologies to improve productivity, safety, and operational efficiency. Industries such as manufacturing, logistics, and healthcare are using wearable devices for employee monitoring, communication, and workflow optimization.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Product</h2>
<h3>Wrist-wear</h3>
<p>Wrist-wear products, including smartwatches and fitness trackers, dominate the wearable market. Their popularity is driven by affordability, convenience, and wide-ranging features.</p>
<p>These devices offer fitness tracking, communication, navigation, entertainment, and health monitoring capabilities, making them highly attractive to consumers.</p>
<p>The continuous improvement in smartwatch technology is expected to support strong growth in this segment.</p>
<h3>Eye Wear</h3>
<p>Smart eyewear includes smart glasses and augmented reality (AR) devices. These products provide users with digital information overlays and interactive experiences.</p>
<p>The adoption of smart eyewear is increasing across industries such as healthcare, manufacturing, logistics, and entertainment.</p>
<h3>Head Wear</h3>
<p>Head-worn devices include smart headphones, virtual reality (VR) headsets, and other wearable audio technologies.</p>
<p>The growing popularity of immersive entertainment and virtual experiences is contributing to segment growth.</p>
<h3>Footwear</h3>
<p>Smart footwear integrates sensors and connectivity features to track movement, performance, and activity levels.</p>
<p>These products are gaining popularity among athletes and fitness enthusiasts seeking detailed performance insights.</p>
<h3>Neckwear</h3>
<p>Neckwear devices include smart accessories designed for communication, audio, and health monitoring purposes.</p>
<p>The segment is expanding as manufacturers introduce innovative wearable designs.</p>
<h3>Body-wear</h3>
<p>Body-worn devices include smart clothing, medical patches, and sensor-based wearable products.</p>
<p>Increasing demand for health monitoring and industrial safety solutions is supporting growth in this category.</p>
<hr>
<h1>By Application</h1>
<h2>Consumer Electronics</h2>
<p>Consumer electronics represent the largest application segment due to strong demand for smartwatches, fitness trackers, and connected devices.</p>
<p>Increasing smartphone penetration and digital lifestyles are encouraging consumers to adopt wearable technology.</p>
<h2>Healthcare</h2>
<p>Healthcare is one of the fastest-growing application areas. Wearable devices help monitor patients, collect health data, and support preventive care.</p>
<p>The increasing demand for remote healthcare solutions is expected to accelerate growth in this segment.</p>
<h2>Enterprise &amp; Industrial</h2>
<p>Industries are using wearable devices to improve worker safety, productivity, and communication.</p>
<p>Wearables help employees access information quickly and perform tasks more efficiently in industrial environments.</p>
<h2>Others</h2>
<p>Other applications include sports, entertainment, education, and lifestyle uses. The increasing versatility of wearable devices continues to create new opportunities.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America holds a significant share of the wearable market due to strong technology adoption and the presence of major technology companies.</p>
<p>The region benefits from advanced healthcare infrastructure and high consumer awareness regarding fitness and connected devices.</p>
<p>Increasing adoption of healthcare wearables is further supporting regional growth.</p>
<h2>Europe</h2>
<p>Europe is experiencing steady growth due to increasing focus on digital healthcare and smart technologies.</p>
<p>Government initiatives supporting healthcare innovation and connected devices are encouraging wearable adoption.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness rapid growth during the forecast period due to rising smartphone penetration, increasing disposable income, and growing technology adoption.</p>
<p>Countries including China, Japan, South Korea, and India are experiencing increased demand for smart wearable devices.</p>
<p>The expansion of healthcare technology and consumer electronics industries is creating significant growth opportunities.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are gradually adopting wearable technologies due to improving digital infrastructure and increasing awareness of smart devices.</p>
<p>Growth in healthcare modernization and consumer technology adoption is expected to support market expansion.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The wearable market is highly competitive, with companies focusing on innovation, product launches, and technological advancements.</p>
<p>Leading manufacturers are investing in research and development to improve device performance, battery efficiency, sensor accuracy, and user experience.</p>
<p>Companies are integrating advanced features such as artificial intelligence, biometric monitoring, and improved connectivity to differentiate their products.</p>
<p>Strategic partnerships between technology companies, healthcare providers, and software developers are also shaping the future of the industry.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the wearable market looks highly promising as technology continues to become more integrated into everyday life. Increasing demand for connected devices, personalized healthcare solutions, and smart technologies will continue driving market growth.</p>
<p>Future wearable devices are expected to become more intelligent, lightweight, and efficient with improved sensor technology and AI capabilities.</p>
<p>Healthcare, enterprise, and consumer electronics applications will remain major growth areas as wearables evolve beyond traditional fitness tracking.</p>
<p>The increasing adoption of smart ecosystems, IoT connectivity, and digital transformation initiatives will create new opportunities for wearable technology companies worldwide.</p>
<p>By 2031, wearable devices are expected to become an essential part of personal health management, communication, and smart living.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Restaurant Point of Sale Terminal Market Insights, Technology Advancements and Future Scope</title>
<link>https://news.bangboxonline.com/restaurant-point-of-sale-terminal-market-insights-technology-advancements-and-future-scope</link>
<guid>https://news.bangboxonline.com/restaurant-point-of-sale-terminal-market-insights-technology-advancements-and-future-scope</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="22594" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 13:21:56 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Restaurant Point of Sale Terminal Market Overview</h1>
<p>The global Restaurant Point of Sale Terminal Market size was valued at USD 21.45 billion in 2023 and is projected to grow from USD 22.92 billion in 2024 to USD 38.34 billion by 2031, exhibiting a CAGR of 7.63% during the forecast period. Increased integration of mobile payment solutions and the rising demand for self-service kiosks are propelling the growth of the market. The increasing digitalization of restaurant operations, growing preference for cashless transactions, and rising demand for efficient customer management systems are further contributing to market expansion.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/restaurant-point-of-sale-terminal-market-285">https://www.kingsresearch.com/restaurant-point-of-sale-terminal-market-285</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Restaurant Point of Sale Terminal Market size was valued at USD 21.45 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 22.92 billion in 2024 to USD 38.34 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 7.63% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing adoption of mobile payment solutions, digital ordering platforms, and self-service kiosks is driving market growth.</strong></p>
</li>
<li>
<p><strong>Cloud-based POS systems are gaining popularity due to flexibility, scalability, and real-time data accessibility.</strong></p>
</li>
<li>
<p><strong>Growing restaurant automation and demand for improved customer experiences are accelerating market expansion.</strong></p>
</li>
<li>
<p><strong>Integration of artificial intelligence, analytics, and contactless payment technologies is transforming restaurant operations.</strong></p>
</li>
<li>
<p><strong>Small and medium-sized restaurants are increasingly adopting affordable POS solutions to streamline operations.</strong></p>
</li>
<li>
<p><strong>North America and Asia-Pacific are among the fastest-growing regions due to technological advancement and digital transformation.</strong></p>
</li>
</ul>
<p>Restaurant Point of Sale (POS) terminals have become an essential technology solution for modern food service businesses. These systems help restaurants manage billing, payments, inventory, customer orders, employee operations, and business analytics through a single platform. As restaurants increasingly focus on improving efficiency and enhancing customer experiences, the adoption of advanced POS terminals continues to rise.</p>
<p>The restaurant industry is undergoing significant transformation due to changing consumer preferences and technological advancements. Customers now expect faster service, digital payment options, online ordering, and personalized experiences. POS terminals enable restaurants to meet these expectations by providing integrated solutions that improve operational efficiency and customer satisfaction.</p>
<p>Traditional restaurant operations often involve manual processes that can lead to errors, delays, and inefficiencies. Modern POS systems automate several functions, including order processing, payment management, inventory tracking, and sales reporting. This automation helps restaurants reduce operational costs while improving service quality.</p>
<p>The growing popularity of food delivery platforms, online ordering systems, and digital payment methods has further accelerated demand for restaurant POS terminals. Businesses are increasingly investing in technology solutions that allow seamless integration between dine-in, takeaway, and delivery services.</p>
<hr>
<h1>Market Growth Drivers</h1>
<h2>Increasing Adoption of Digital Payment Solutions</h2>
<p>One of the major factors driving the restaurant POS terminal market is the rapid adoption of digital payment technologies. Consumers worldwide are increasingly preferring contactless payments, mobile wallets, and card-based transactions over traditional cash payments.</p>
<p>Modern POS terminals support multiple payment methods, including credit cards, debit cards, QR-based payments, and mobile wallets. This flexibility improves customer convenience and enables restaurants to process transactions faster.</p>
<p>The increasing penetration of smartphones and digital payment applications is encouraging restaurants of all sizes to upgrade their payment infrastructure. This trend is expected to significantly contribute to market growth during the forecast period.</p>
<h2>Rising Demand for Self-Service Kiosks</h2>
<p>Self-service kiosks are becoming increasingly popular in restaurants, particularly quick-service restaurants and fast-food chains. These kiosks allow customers to place orders independently, customize meals, and complete payments without waiting in long queues.</p>
<p>Self-service technology improves operational efficiency by reducing pressure on restaurant staff and minimizing order errors. The growing focus on automation and customer convenience is driving the adoption of kiosk-based POS systems.</p>
<p>Restaurants are increasingly deploying interactive kiosks to enhance customer engagement and improve overall service speed.</p>
<h2>Growth of Restaurant Automation</h2>
<p>Automation is becoming a major trend in the food service industry. Restaurant operators are adopting advanced technologies to improve productivity, reduce costs, and enhance customer experiences.</p>
<p>POS terminals serve as a central platform connecting different restaurant operations, including kitchen management, inventory control, customer relationship management, and payment processing.</p>
<p>The integration of automation technologies with POS systems is helping restaurants optimize workflows and make data-driven decisions.</p>
<h2>Expansion of Cloud-Based Solutions</h2>
<p>Cloud-based POS systems are gaining strong traction due to their flexibility and cost-effectiveness. Unlike traditional on-premise systems, cloud-based solutions allow restaurants to access data remotely and manage operations from anywhere.</p>
<p>Cloud POS systems offer benefits such as automatic software updates, real-time reporting, scalability, and lower maintenance requirements.</p>
<p>The increasing adoption of cloud technology among restaurants is expected to create significant growth opportunities.</p>
<hr>
<h1>Market Trends</h1>
<h2>Integration of Artificial Intelligence and Analytics</h2>
<p>Artificial intelligence and data analytics are transforming restaurant POS systems. AI-powered POS solutions help restaurants analyze customer behavior, forecast demand, optimize inventory, and personalize customer experiences.</p>
<p>Advanced analytics tools enable restaurant owners to make informed business decisions based on real-time sales data.</p>
<p>The integration of AI capabilities is expected to become a key trend shaping the future of restaurant POS technology.</p>
<h2>Growing Use of Mobile POS Systems</h2>
<p>Mobile POS systems are becoming increasingly popular among restaurants due to their flexibility and convenience. These systems allow employees to process orders and payments directly from mobile devices.</p>
<p>Mobile POS solutions improve table service efficiency and reduce customer waiting times. They are particularly useful for restaurants with outdoor dining areas, food trucks, and fast-service environments.</p>
<h2>Rise of Integrated Restaurant Management Platforms</h2>
<p>Restaurants are increasingly adopting all-in-one platforms that combine POS, inventory management, customer loyalty programs, and employee management.</p>
<p>These integrated solutions provide a complete view of restaurant operations and help improve business performance.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Type</h2>
<h3>Traditional/In-Store POS Systems</h3>
<p>Traditional POS systems continue to hold a significant market share due to their widespread adoption among restaurants.</p>
<p>These systems typically include fixed terminals, barcode scanners, receipt printers, and payment processing devices.</p>
<p>They are commonly used in full-service restaurants, cafes, and retail food outlets where centralized transaction management is required.</p>
<h3>Kiosk POS Systems</h3>
<p>Kiosk POS systems are experiencing strong growth due to increasing demand for self-service experiences.</p>
<p>These systems allow customers to independently browse menus, customize orders, and complete payments.</p>
<p>The growing popularity of quick-service restaurants is supporting the expansion of kiosk POS solutions.</p>
<h3>Mobile POS Systems</h3>
<p>Mobile POS systems use tablets or smartphones to process orders and payments.</p>
<p>They provide greater flexibility compared to traditional systems and improve restaurant staff efficiency.</p>
<p>The increasing demand for faster service and table-side ordering is driving adoption.</p>
<h3>Cloud-Based POS Systems</h3>
<p>Cloud-based POS systems are among the fastest-growing segments due to their scalability and accessibility.</p>
<p>Restaurants can manage operations remotely, access real-time data, and receive automatic updates through cloud platforms.</p>
<p>The lower infrastructure requirements of cloud POS solutions make them attractive for small and medium-sized restaurants.</p>
<hr>
<h1>By Component</h1>
<h2>Hardware</h2>
<p>Hardware components include POS terminals, payment devices, displays, printers, scanners, and networking equipment.</p>
<p>The increasing deployment of advanced payment terminals and self-service kiosks is driving hardware demand.</p>
<p>Continuous innovation in hardware design is improving reliability, speed, and customer experience.</p>
<h2>Software</h2>
<p>Software solutions manage restaurant operations including billing, inventory, reporting, and customer management.</p>
<p>The software segment is witnessing rapid growth due to increasing adoption of cloud-based platforms and analytics-driven solutions.</p>
<hr>
<h1>By Deployment</h1>
<h2>Cloud Deployment</h2>
<p>Cloud deployment is gaining popularity because of its flexibility, scalability, and lower maintenance requirements.</p>
<p>Restaurants can access business data remotely and manage multiple locations through cloud platforms.</p>
<p>The growing preference for subscription-based software models is supporting cloud adoption.</p>
<h2>On-Premise Deployment</h2>
<p>On-premise POS systems remain important for restaurants requiring complete control over their infrastructure.</p>
<p>These systems are commonly used by large restaurant chains with established IT infrastructure.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a major market due to high technology adoption and strong restaurant automation trends.</p>
<p>The region has witnessed significant demand for digital payment systems, cloud POS platforms, and self-service technologies.</p>
<p>The presence of major technology providers and advanced restaurant infrastructure supports market growth.</p>
<h2>Europe</h2>
<p>Europe is experiencing steady growth due to increasing digitalization in the hospitality industry.</p>
<p>Restaurants across the region are adopting advanced POS solutions to improve operational efficiency and comply with evolving customer expectations.</p>
<p>The growing focus on contactless payments is further supporting market expansion.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness significant growth during the forecast period.</p>
<p>Rapid urbanization, increasing smartphone penetration, and expanding food service industries are driving demand for restaurant POS terminals.</p>
<p>Countries such as China, India, and Japan are adopting digital restaurant technologies at a rapid pace.</p>
<p>The growth of online food delivery platforms is also contributing to regional expansion.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are experiencing increasing adoption of restaurant technology solutions due to growing hospitality industries.</p>
<p>Rising investments in digital infrastructure and modernization of food service businesses are creating new opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The Restaurant POS Terminal Market is highly competitive, with companies focusing on innovation, partnerships, and product development.</p>
<p>Market players are investing in cloud technology, AI-based analytics, mobile solutions, and integrated restaurant management platforms.</p>
<p>Companies are focusing on developing user-friendly solutions that support multiple payment methods and improve operational efficiency.</p>
<p>The competitive environment is driven by increasing demand for customized solutions and advanced restaurant automation technologies.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the restaurant POS terminal market looks promising as restaurants continue embracing digital transformation. Increasing demand for faster service, contactless payments, automated operations, and personalized customer experiences will continue driving adoption.</p>
<p>Future POS systems are expected to become more intelligent through the integration of artificial intelligence, machine learning, and advanced analytics.</p>
<p>Cloud-based platforms, mobile POS solutions, and self-service technologies will play a major role in shaping the next generation of restaurant operations.</p>
<p>As the restaurant industry continues evolving toward automation and digital management, POS terminals will remain a critical technology investment for businesses worldwide.</p>
<p>The market is expected to witness strong growth through 2031, supported by technological innovation, changing consumer behavior, and increasing demand for efficient restaurant management solutions.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Why Choosing an Orlando Boudoir Photographer Can Be a Life&#45;Changing Experience</title>
<link>https://news.bangboxonline.com/why-choosing-an-orlando-boudoir-photographer-can-be-a-life-changing-experience</link>
<guid>https://news.bangboxonline.com/why-choosing-an-orlando-boudoir-photographer-can-be-a-life-changing-experience</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a34f49541fa1.jpg" length="34669" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 13:19:00 +0500</pubDate>
<dc:creator>mediapost34</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h3 dir="ltr"> </h3>
<h2 dir="ltr"><span>Introduction</span></h2>
<p dir="ltr"><span>Photography has always been a powerful way to capture important moments, emotions, and personal stories. Among the many styles of photography available today, boudoir photography stands out because it celebrates confidence, self-expression, and individuality. It offers people an opportunity to see themselves from a new perspective while creating meaningful images that can be cherished for years.</span></p>
<p dir="ltr"><span>Many individuals choose boudoir sessions to mark a milestone, celebrate a personal achievement, create a special gift for a partner, or simply embrace their unique beauty. The experience goes far beyond posing for pictures. It is often described as empowering, uplifting, and transformative.</span></p>
<p dir="ltr"><span>The best boudoir photographers understand that every session is about more than creating beautiful pictures. They focus on making clients feel comfortable, valued, and confident throughout the experience. Whether someone is celebrating a personal achievement, preparing a meaningful gift, or documenting a special relationship, boudoir photography creates lasting memories that reflect authenticity and emotion.</span></p>
<p dir="ltr"><span>Working with an experienced </span><a href="https://www.boudoirbylouise.com/"><span>orlando boudoir photographer</span><span> </span></a><span>allows clients to enjoy a professional, supportive environment where their personality and confidence can truly shine.</span></p>
<h2 dir="ltr"><span>Understanding the Art of Boudoir Photography</span></h2>
<p dir="ltr"><span>Boudoir photography is a specialized form of portrait photography that highlights beauty, confidence, and personal expression. Unlike traditional portrait sessions, boudoir photography focuses on creating intimate and elegant images that showcase the subject's individuality.</span></p>
<p dir="ltr"><span>Modern boudoir photography is not limited to a specific age group, body type, or life stage. It welcomes everyone who wants to celebrate themselves and preserve a meaningful chapter of their journey. The purpose is not perfection but authenticity.</span></p>
<p dir="ltr"><span>Professional boudoir photographers use lighting, posing, styling, and composition techniques to create flattering images while ensuring clients feel comfortable throughout the session. The result is a collection of photographs that reflect both beauty and personality.</span></p>
<h2 dir="ltr"><span>Why Confidence Is at the Heart of Every Session</span></h2>
<p dir="ltr"><span>One of the most significant benefits of a boudoir session is the confidence it can inspire. Many people enter a session feeling nervous or uncertain. They may worry about posing, appearance, or being photographed in an intimate setting.</span></p>
<p dir="ltr"><span>However, a professional photographer understands these concerns and works to create a welcoming atmosphere from the very beginning. Through guidance, encouragement, and expertise, clients often discover a level of confidence they did not realize they possessed.</span></p>
<p dir="ltr"><span>As the session progresses, many individuals become more relaxed and comfortable. They begin to embrace their unique features and appreciate themselves in a new way. This confidence frequently extends beyond the photography session and positively impacts other areas of life.</span></p>
<h2 dir="ltr"><span>Creating a Comfortable and Supportive Environment</span></h2>
<p dir="ltr"><span>Comfort is one of the most important elements of a successful boudoir experience. A skilled photographer knows that beautiful images are created when clients feel safe, respected, and at ease.</span></p>
<p dir="ltr"><span>From the initial consultation to the final image reveal, every step should be designed with the client's comfort in mind. Open communication helps establish trust and ensures that expectations are clearly understood.</span></p>
<p dir="ltr"><span>Professional studios often provide guidance regarding wardrobe choices, styling options, and preparation tips. This support helps eliminate uncertainty and allows clients to focus on enjoying the experience.</span></p>
<p dir="ltr"><span>When clients feel comfortable, their genuine personality shines through in every image. Authentic smiles, natural expressions, and confident poses create photographs that feel meaningful and timeless.</span></p>
<h2 dir="ltr"><span>Celebrating Personal Milestones Through Photography</span></h2>
<p dir="ltr"><span>Life is filled with important milestones worth celebrating. Boudoir photography offers a unique way to commemorate these special moments.</span></p>
<p dir="ltr"><span>Some individuals schedule sessions after achieving personal goals such as weight loss, career success, or personal growth. Others choose boudoir photography to celebrate birthdays, anniversaries, engagements, or weddings.</span></p>
<p dir="ltr"><span>For many people, the session represents a declaration of self-love and self-acceptance. It serves as a reminder of their strength, resilience, and accomplishments.</span></p>
<p dir="ltr"><span>Photographs created during these sessions become treasured keepsakes that preserve memories and emotions associated with significant life events.</span></p>
<h2 dir="ltr"><span>The Importance of Professional Guidance</span></h2>
<p dir="ltr"><span>Many first-time clients worry that they do not know how to pose or appear naturally in front of a camera. Fortunately, professional boudoir photographers provide guidance throughout the entire session.</span></p>
<p dir="ltr"><span>Expert photographers understand how to position clients in ways that highlight their best features while maintaining natural and flattering expressions. They offer clear instructions and demonstrations that make posing simple and stress-free.</span></p>
<p dir="ltr"><span>This guidance helps eliminate awkwardness and allows clients to focus on enjoying the experience. The photographer's expertise ensures that every image reflects confidence, elegance, and authenticity.</span></p>
<p dir="ltr"><span>Choosing an experienced </span><span>orlando boudoir photographer</span><span> can make a significant difference in both the experience and the final results.</span></p>
<h2 dir="ltr"><span>Styling and Wardrobe Selection</span></h2>
<p dir="ltr"><span>Wardrobe selection plays an important role in creating personalized boudoir images. The best outfits are those that make clients feel comfortable and confident.</span></p>
<p dir="ltr"><span>Some individuals prefer elegant lingerie, while others choose oversized sweaters, robes, dresses, or meaningful personal items. There is no single approach to boudoir styling because every session should reflect the client's personality and vision.</span></p>
<p dir="ltr"><span>Professional photographers often provide recommendations that complement different body types and desired aesthetics. Accessories, fabrics, and colors can all contribute to the overall mood and style of the photographs.</span></p>
<p dir="ltr"><span>The goal is not to follow trends but to create images that feel authentic and timeless.</span></p>
<h2 dir="ltr"><span>The Role of Professional Hair and Makeup</span></h2>
<p dir="ltr"><span>Hair and makeup services can enhance the overall boudoir experience by helping clients feel polished and camera-ready. Professional artists understand how to create looks that photograph beautifully while maintaining a natural appearance.</span></p>
<p dir="ltr"><span>Many clients find that professional styling boosts their confidence and allows them to relax during the session. Whether the desired look is glamorous, romantic, soft, or dramatic, hair and makeup services contribute to a cohesive final result.</span></p>
<p dir="ltr"><span>Most importantly, these services help clients feel pampered and appreciated, turning the session into a memorable experience rather than simply a photo shoot.</span></p>
<h2 dir="ltr"><span>Boudoir Photography as a Meaningful Gift</span></h2>
<p dir="ltr"><span>Boudoir photography is often chosen as a meaningful gift for a spouse, partner, or significant other. Unlike traditional gifts, boudoir photographs carry deep emotional value because they reflect vulnerability, confidence, and personal expression.</span></p>
<p dir="ltr"><span>Many individuals create custom albums, framed prints, or keepsake collections that can be presented on special occasions such as weddings, anniversaries, or birthdays.</span></p>
<p dir="ltr"><span>The thoughtful nature of these gifts makes them particularly memorable. They demonstrate effort, creativity, and a willingness to share something deeply personal.</span></p>
<p dir="ltr"><span>At the same time, many clients discover that the greatest gift is the confidence they gain throughout the process.</span></p>
<h2 dir="ltr"><span>Embracing Authentic Beauty</span></h2>
<p dir="ltr"><span>Society often promotes unrealistic standards of beauty, causing many individuals to question their appearance. Boudoir photography offers an opportunity to challenge those perceptions and embrace authenticity.</span></p>
<p dir="ltr"><span>Every person possesses unique qualities that make them beautiful. Professional photographers understand how to highlight those qualities through thoughtful lighting, composition, and posing techniques.</span></p>
<p dir="ltr"><span>Rather than focusing on perfection, boudoir photography celebrates individuality. It encourages people to appreciate themselves exactly as they are.</span></p>
<p dir="ltr"><span>This emphasis on authenticity creates images that feel genuine and emotionally meaningful.</span></p>
<h2 dir="ltr"><span>Building Lasting Memories</span></h2>
<p dir="ltr"><span>Photographs have the power to preserve moments that might otherwise fade with time. Boudoir photography captures not only appearance but also emotion, confidence, and personal growth.</span></p>
<p dir="ltr"><span>Years later, clients often revisit their images and remember how they felt during the experience. The photographs become reminders of strength, courage, and self-acceptance.</span></p>
<p dir="ltr"><span>These lasting memories can serve as powerful sources of inspiration during future challenges and life transitions.</span></p>
<p dir="ltr"><span>For many individuals, the emotional value of boudoir photography becomes even more significant as time passes.</span></p>
<h2 dir="ltr"><span>Why Experience Matters</span></h2>
<p dir="ltr"><span>Experience is one of the most important factors when selecting a boudoir photographer. Skilled professionals understand how to create a positive atmosphere while consistently producing high-quality images.</span></p>
<p dir="ltr"><span>Experienced photographers know how to adapt to different personalities, comfort levels, and creative preferences. They can provide guidance, answer questions, and address concerns throughout the process.</span></p>
<p dir="ltr"><span>Their expertise ensures that every detail, from lighting and posing to editing and presentation, contributes to a polished final result.</span></p>
<p dir="ltr"><span>Working with a trusted </span><span>orlando boudoir photographer</span><span> helps clients feel confident that their vision will be respected and beautifully executed.</span></p>
<h2 dir="ltr"><span>What Makes a Boudoir Session Truly Special</span></h2>
<p dir="ltr"><span>Every boudoir session is unique because every client brings their own story, personality, and goals. Some seek empowerment, while others wish to celebrate relationships, milestones, or personal achievements.</span></p>
<p dir="ltr"><span>The most memorable sessions are those that prioritize authenticity and connection. When clients feel supported and understood, they can fully embrace the experience and express themselves naturally.</span></p>
<p dir="ltr"><span>The resulting photographs become more than images. They become reflections of confidence, emotion, and personal growth.</span></p>
<p dir="ltr"><span>This combination of artistry and emotional significance is what makes boudoir photography so special.</span></p>
<h2 dir="ltr"><span>Choosing the Right Photographer</span></h2>
<p dir="ltr"><span>Selecting the right photographer involves more than reviewing a portfolio. It requires finding someone who understands the importance of trust, communication, and client comfort.</span></p>
<p dir="ltr"><span>Potential clients should look for photographers who emphasize professionalism, personalization, and support throughout the entire process. Reviews, consultations, and portfolio evaluations can all help determine whether a photographer is the right fit.</span></p>
<p dir="ltr"><span>The ideal photographer creates an environment where clients feel valued, respected, and empowered. This foundation of trust contributes directly to the quality of both the experience and the final images.</span></p>
<p dir="ltr"><span>When searching for an </span><span>orlando boudoir photographer</span><span>, individuals should prioritize expertise, professionalism, and a genuine commitment to client confidence.</span></p>
<h2 dir="ltr"><span>The Bottom Line</span></h2>
<p dir="ltr"><span>Boudoir photography is far more than a photo session. It is an opportunity to celebrate confidence, embrace authenticity, and create meaningful memories that last a lifetime. The experience encourages self-expression while helping individuals see themselves in a positive and empowering light.</span></p>
<p dir="ltr"><span>The best photographers understand that every client deserves to feel comfortable, respected, and confident throughout the process. Through professional guidance, supportive environments, and personalized attention, they create images that reflect genuine beauty and emotion.</span></p>
<p dir="ltr"><span>Whether someone is marking a personal milestone, <a href="https://news.bangboxonline.com/">creating a meaningful gift,</a> or simply celebrating who they are, boudoir photography offers a powerful and memorable experience. With the right photographer, clients can walk away not only with stunning images but also with renewed confidence and a deeper appreciation for themselves.</span></p>
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<title>Premium Feline Nutrition Driving Consumer Preferences in Japan</title>
<link>https://news.bangboxonline.com/japan-cat-food-market-report-premium-pet-nutrition-growth-2030</link>
<guid>https://news.bangboxonline.com/japan-cat-food-market-report-premium-pet-nutrition-growth-2030</guid>
<description><![CDATA[ Japan cat food market was valued at USD 2.38 Billion in 2024 and is projected to reach USD 2.75 Billion by 2030, growing at a CAGR of 2.44% during 2025–2030. Rising demand for premium and functional pet nutrition is driving market growth. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a34f3a9c7c87.jpg" length="70177" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 12:48:21 +0500</pubDate>
<dc:creator>Adam Williamson</dc:creator>
<media:keywords>Japan cat food market, Japan pet food industry, cat food market Japan, premium pet nutrition Japan, feline nutrition market</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;">Japan has one of the world's most mature pet care industries, supported by high standards of pet ownership, increasing pet humanization, and strong consumer awareness regarding companion animal health. Cats are widely regarded as family members, encouraging owners to invest in premium nutrition that supports longevity, disease prevention, and overall well-being. Continuous product innovation, advanced nutritional science, and expanding premium product portfolios continue to shape purchasing decisions across the country.</p>
<p style="text-align: justify;">According to a study published by Vyansa Intelligence, the Japan cat food market size was valued at USD 2.38 Billion in 2024 and is projected to reach USD 2.75 Billion by 2030, registering a<span> </span><a href="https://www.vyansaintelligence.com/industry-report/japan-cat-food-market">CAGR 2.44%</a><span> </span>during 2025-2030. The Japan cat food market continues to benefit from growing demand for premium formulations, specialized diets, and scientifically developed nutrition that addresses the changing health requirements of companion cats.</p>
<h2 style="text-align: justify;">Pet Humanization Encouraging Premium Product Adoption</h2>
<p style="text-align: justify;">Japanese consumers increasingly view pets as lifelong companions, resulting in greater spending on high-quality nutrition and preventive healthcare. This shift has encouraged manufacturers to develop products that provide balanced nutrition while supporting digestive health, immune function, urinary care, and healthy aging.</p>
<p style="text-align: justify;">The Japan cat food market growth is supported by increasing demand for life stage-specific diets designed for kittens, adult cats, and senior cats. Consumers are also selecting products tailored to indoor lifestyles, breed characteristics, and individual health conditions, creating greater product diversification across retail shelves.</p>
<p style="text-align: justify;">The Japan cat food market trends further indicate rising demand for natural ingredients, premium protein sources, and formulations with fewer artificial additives as consumers become increasingly attentive to ingredient quality.</p>
<h2 style="text-align: justify;">Innovation Strengthening Product Development</h2>
<p style="text-align: justify;">Manufacturers continue investing heavily in research and development to introduce nutritionally advanced products that improve feline health outcomes. Functional nutrition has become an important area of innovation, with products formulated to support joint mobility, digestive wellness, skin health, and weight management.</p>
<p style="text-align: justify;">The Japan cat food market forecast suggests continued expansion of premium nutrition, therapeutic diets, and functional food categories. Companies are also introducing recipes containing probiotics, omega fatty acids, antioxidants, and highly digestible proteins to meet evolving consumer expectations.</p>
<p style="text-align: justify;">Packaging innovation is improving convenience through portion-controlled servings, resealable pouches, and single-serve products that maintain freshness while reducing household food waste.</p>
<h2 style="text-align: justify;">Diverse Retail Channels Expanding Consumer Access</h2>
<p style="text-align: justify;">Japan benefits from a highly developed retail infrastructure that supports widespread availability of cat food products. Supermarkets, pet specialty retailers, veterinary clinics, convenience stores, and department stores continue serving as major distribution channels throughout the country.</p>
<p style="text-align: justify;">The Japan cat food market size is also supported by the continued expansion of digital commerce. E-commerce platforms enable consumers to compare nutritional formulations, evaluate product reviews, and purchase specialized veterinary diets or premium imported brands with greater convenience.</p>
<p style="text-align: justify;">Subscription purchasing services are also becoming increasingly popular, allowing households to receive regular deliveries of essential pet nutrition while improving customer retention for manufacturers.</p>
<h2 style="text-align: justify;">Health-Focused Nutrition Becoming a Competitive Priority</h2>
<p style="text-align: justify;">Preventive healthcare continues influencing product development strategies across the industry. Veterinary professionals increasingly recommend nutritionally balanced commercial diets that help reduce the risk of obesity, urinary tract disorders, digestive complications, and age-related health conditions.</p>
<p style="text-align: justify;">The Japan cat food market growth is therefore closely associated with expanding demand for scientifically formulated diets that provide measurable health benefits. Manufacturers continue collaborating with veterinary nutrition specialists to develop products supported by nutritional research and clinical expertise.</p>
<p style="text-align: justify;">The Japan cat food market trends also highlight growing interest in limited-ingredient diets, grain-free options, and highly digestible formulations designed for cats with food sensitivities.</p>
<h2 style="text-align: justify;">Competitive Landscape Focused on Quality and Innovation</h2>
<p style="text-align: justify;">Competition within the Japan cat food market remains highly sophisticated, with domestic and international manufacturers competing through product quality, nutritional science, ingredient transparency, and continuous innovation. Companies continue expanding premium product portfolios while strengthening relationships with veterinary professionals and organized retail partners.</p>
<p style="text-align: justify;">Manufacturers are also investing in sustainable sourcing practices, environmentally responsible packaging, and advanced manufacturing technologies to improve operational efficiency while meeting evolving consumer expectations.</p>
<p style="text-align: justify;">The Japan cat food market forecast indicates that innovation will remain a primary competitive differentiator as brands continue responding to changing nutritional preferences and premium purchasing behavior.</p>
<h2 style="text-align: justify;">Challenges Affecting Industry Development</h2>
<p style="text-align: justify;">Despite strong consumer demand, manufacturers continue facing challenges related to raw material costs, supply chain volatility, and increasingly stringent sustainability expectations. Maintaining premium product quality while controlling production costs remains an important strategic objective.</p>
<p style="text-align: justify;">Japan's aging population and changing household demographics may also influence long-term consumption patterns, encouraging manufacturers to develop specialized nutrition products designed for smaller household purchasing behaviors and senior pet ownership.</p>
<p style="text-align: justify;">Companies must continue balancing affordability, innovation, and nutritional quality while maintaining compliance with evolving food safety and labeling requirements.</p>
<h2 style="text-align: justify;">Looking Ahead</h2>
<p style="text-align: justify;">The Japan cat food market is expected to remain one of the most advanced companion animal nutrition industries globally, supported by premiumization, scientific innovation, and strong consumer awareness regarding pet health. Continued investment in functional nutrition, personalized diets, and sustainable product development is expected to strengthen long-term industry competitiveness.</p>
<p style="text-align: justify;">The Japan cat food market growth will continue to benefit from increasing demand for premium formulations, veterinary nutrition, and convenient purchasing channels. Meanwhile, the Japan cat food market trends suggest that ingredient transparency, functional health benefits, and product innovation will remain central to purchasing decisions as manufacturers adapt to evolving consumer expectations.</p>]]> </content:encoded>
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<item>
<title>Aircraft Recycling Market Overview, Regional Analysis and Future Prospects</title>
<link>https://news.bangboxonline.com/aircraft-recycling-market-overview-regional-analysis-and-future-prospects</link>
<guid>https://news.bangboxonline.com/aircraft-recycling-market-overview-regional-analysis-and-future-prospects</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="70177" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 12:29:27 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Aircraft Recycling Market Overview</h1>
<p>The global aircraft recycling market size was valued at USD 5,143.6 million in 2024 and is projected to grow from USD 5,560.2 million in 2025 to USD 10,385.3 million by 2032, exhibiting a CAGR of 9.34% over the forecast period. The market is experiencing strong growth due to increasing aircraft retirements, rising environmental concerns, and growing emphasis on sustainable aviation practices. Airlines, aircraft manufacturers, and maintenance organizations are increasingly adopting recycling solutions to recover valuable materials and reduce environmental impact.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/report/aircraft-recycling-market-2936">https://www.kingsresearch.com/report/aircraft-recycling-market-2936</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Aircraft Recycling Market size was valued at USD 5,143.6 million in 2024.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 5,560.2 million in 2025 to USD 10,385.3 million by 2032.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 9.34% during the forecast period (2025-2032).</strong></p>
</li>
<li>
<p><strong>Increasing aircraft retirements and growing demand for sustainable aviation practices are driving market growth.</strong></p>
</li>
<li>
<p><strong>Rising focus on reducing aviation waste and recovering valuable aircraft materials is accelerating recycling activities.</strong></p>
</li>
<li>
<p><strong>Growing adoption of circular economy principles in the aerospace sector is creating new opportunities.</strong></p>
</li>
<li>
<p><strong>Aluminum, titanium alloys, and composite materials are gaining importance due to their high recovery value.</strong></p>
</li>
<li>
<p><strong>Engine and component recycling segments are expanding due to increasing demand for used serviceable parts.</strong></p>
</li>
<li>
<p><strong>North America and Europe are leading markets due to advanced aviation infrastructure and sustainability initiatives.</strong></p>
</li>
<li>
<p><strong>Emerging economies are expected to witness significant growth due to expanding aircraft fleets and MRO activities.</strong></p>
</li>
</ul>
<p>Aircraft recycling involves dismantling retired aircraft and recovering valuable components, materials, and systems for reuse, refurbishment, or recycling. As aircraft reach the end of their operational lifecycle, recycling provides an efficient approach to managing aviation waste while supporting the recovery of metals, composites, engines, avionics, and other components.</p>
<p>The aviation industry has witnessed significant fleet expansion over the past decades, resulting in a growing number of aging aircraft approaching retirement. Instead of traditional disposal methods, aircraft recycling enables the recovery of high-value materials and components, creating economic benefits while promoting environmental sustainability.</p>
<p>The increasing adoption of circular economy practices within the aerospace sector is one of the key factors contributing to market growth. Airlines and manufacturers are focusing on minimizing waste generation, improving resource efficiency, and reducing carbon emissions. Aircraft recycling plays a crucial role in achieving these sustainability goals by extending the lifecycle of aircraft materials and components.</p>
<hr>
<h1>Growth Drivers of Aircraft Recycling Market</h1>
<h2>Increasing Aircraft Retirements</h2>
<p>One of the primary factors driving the growth of the aircraft recycling market is the increasing number of aircraft reaching the end of their service life. Commercial aircraft typically operate for several decades before retirement, after which they require proper dismantling and disposal solutions.</p>
<p>The expansion of global airline fleets has resulted in a growing number of aging aircraft. Airlines are replacing older aircraft with newer, more fuel-efficient models, creating a continuous supply of retired aircraft available for recycling.</p>
<p>The increasing retirement rate of narrow-body and wide-body aircraft is expected to significantly support market expansion during the forecast period.</p>
<h2>Growing Focus on Sustainable Aviation</h2>
<p>Environmental sustainability has become a major priority for the aviation industry. Aircraft recycling helps reduce landfill waste and minimizes the environmental impact associated with aircraft disposal.</p>
<p>Recovered materials such as aluminum, titanium alloys, and composite materials can be reused in various industrial applications, reducing the need for raw material extraction.</p>
<p>Governments and aviation organizations are introducing sustainability initiatives that encourage responsible aircraft lifecycle management, further boosting recycling adoption.</p>
<h2>Rising Demand for Used Serviceable Parts</h2>
<p>Aircraft recycling provides a valuable source of used serviceable materials (USM), including engines, avionics, landing gear, and other components.</p>
<p>The increasing cost of new aircraft parts has encouraged airlines and maintenance providers to use certified recycled components. These parts offer cost-effective alternatives while maintaining safety and performance standards.</p>
<p>The growing aircraft maintenance, repair, and overhaul (MRO) industry is contributing significantly to the demand for recycled aircraft components.</p>
<h2>Expansion of Aerospace Manufacturing</h2>
<p>The aerospace manufacturing industry requires large quantities of specialized materials such as aluminum, titanium, and composites.</p>
<p>Aircraft recycling enables manufacturers to recover these materials and reintegrate them into production processes. This reduces dependency on virgin resources and supports sustainable manufacturing practices.</p>
<hr>
<h1>Market Trends</h1>
<h2>Growth of Circular Economy in Aviation</h2>
<p>The aviation industry is increasingly adopting circular economy principles to improve resource efficiency. Aircraft recycling supports this approach by enabling the reuse and recovery of valuable materials.</p>
<p>Manufacturers are developing aircraft designs that are easier to dismantle and recycle, supporting long-term sustainability goals.</p>
<h2>Increasing Use of Advanced Recycling Technologies</h2>
<p>New recycling technologies are improving the efficiency of aircraft dismantling and material recovery processes.</p>
<p>Advanced sorting systems, automated dismantling equipment, and improved composite recycling techniques are enhancing recovery rates and reducing processing time.</p>
<p>These innovations are expected to strengthen the aircraft recycling ecosystem.</p>
<h2>Rising Importance of Composite Recycling</h2>
<p>Modern aircraft increasingly use lightweight composite materials to improve fuel efficiency. However, recycling composites presents technical challenges.</p>
<p>Companies are investing in advanced composite recycling technologies to recover carbon fibers and other valuable materials.</p>
<p>The growing use of composite materials in aircraft manufacturing is expected to create demand for specialized recycling solutions.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Aircraft</h2>
<h3>Narrow-Body Aircraft</h3>
<p>Narrow-body aircraft represent a significant segment of the aircraft recycling market due to their large global fleet size.</p>
<p>These aircraft are widely used for short and medium-distance routes and have high retirement volumes.</p>
<p>The increasing replacement of older narrow-body aircraft with newer fuel-efficient models is driving recycling activities.</p>
<h3>Wide-Body Aircraft</h3>
<p>Wide-body aircraft recycling is gaining importance due to the high value of recovered materials and components.</p>
<p>These aircraft contain large quantities of aluminum, titanium, engines, and advanced systems that can be reused or recycled.</p>
<p>The increasing retirement of older wide-body aircraft is expected to contribute to market growth.</p>
<h3>Regional Jets</h3>
<p>Regional jets are commonly used for short-distance passenger transportation. As airlines modernize fleets, older regional aircraft are entering retirement cycles.</p>
<p>Recycling these aircraft provides opportunities for material recovery and component reuse.</p>
<h3>Turboprop Aircraft</h3>
<p>Turboprop aircraft recycling is supported by demand for recovered parts and materials.</p>
<p>These aircraft are used in regional aviation, cargo operations, and specialized applications, creating recycling opportunities.</p>
<hr>
<h1>By Material</h1>
<h2>Aluminum</h2>
<p>Aluminum represents one of the most valuable materials recovered through aircraft recycling.</p>
<p>Due to its lightweight properties and high recyclability, aluminum is extensively used in aircraft structures.</p>
<p>Recovered aluminum can be reused in aerospace and other industrial applications, supporting market growth.</p>
<h2>Composites</h2>
<p>Composite materials are increasingly used in modern aircraft due to their strength and lightweight characteristics.</p>
<p>The growing adoption of composite-based aircraft structures is increasing the need for advanced recycling technologies.</p>
<p>Companies are investing in methods to efficiently recover carbon fibers and composite materials.</p>
<h2>Titanium Alloys</h2>
<p>Titanium alloys are highly valuable due to their strength, corrosion resistance, and durability.</p>
<p>These materials are widely used in engines and structural components.</p>
<p>The recovery of titanium alloys from retired aircraft provides significant economic benefits.</p>
<h2>Others</h2>
<p>Other recyclable materials include plastics, steel, electronics, and specialized alloys.</p>
<p>Increasing efficiency in material separation technologies is improving recovery rates across different materials.</p>
<hr>
<h1>By Component</h1>
<h2>Engines</h2>
<p>Aircraft engines are among the most valuable components recovered during recycling.</p>
<p>Engine parts can often be refurbished and reused, creating significant value for airlines and MRO providers.</p>
<p>The high cost of new engines is increasing demand for recycled engine components.</p>
<h2>Landing Gear</h2>
<p>Landing gear systems contain durable materials and components that can be refurbished and reused.</p>
<p>Growing demand for cost-effective replacement parts is supporting this segment.</p>
<h2>Avionics</h2>
<p>Avionics systems including navigation, communication, and control equipment are increasingly recovered from retired aircraft.</p>
<p>The growing adoption of digital aircraft systems is increasing the value of recycled avionics components.</p>
<h2>Others</h2>
<p>Other components include interior parts, hydraulic systems, and structural components.</p>
<p>Improved recycling processes are creating new opportunities across multiple aircraft systems.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America holds a significant share of the aircraft recycling market due to its large aircraft fleet and developed aviation infrastructure.</p>
<p>The region has a strong presence of aircraft manufacturers, airlines, and MRO service providers.</p>
<p>Increasing sustainability initiatives and aircraft retirement activities are supporting regional growth.</p>
<h2>Europe</h2>
<p>Europe is a major market driven by strict environmental regulations and strong sustainability goals.</p>
<p>The region emphasizes responsible aircraft lifecycle management and recycling practices.</p>
<p>Growing investments in green aviation technologies are expected to support market expansion.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness significant growth during the forecast period.</p>
<p>Rapid expansion of commercial aviation, increasing passenger traffic, and fleet modernization activities are creating demand for aircraft recycling services.</p>
<p>Countries such as China, India, and Japan are investing in aviation infrastructure, supporting future market opportunities.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are experiencing increasing aircraft fleet expansion and aviation infrastructure development.</p>
<p>The growing need for cost-effective maintenance solutions is creating opportunities for recycled aircraft components.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The aircraft recycling market is characterized by increasing competition, technological innovation, and strategic partnerships.</p>
<p>Companies are focusing on improving dismantling processes, increasing material recovery rates, and expanding recycling capabilities.</p>
<p>Market participants are investing in advanced technologies to efficiently handle complex aircraft materials and components.</p>
<p>Partnerships between airlines, aircraft manufacturers, recycling companies, and MRO providers are strengthening the aircraft recycling ecosystem.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the aircraft recycling market looks highly promising as the aviation industry continues to focus on sustainability and resource efficiency.</p>
<p>Increasing aircraft retirements, growing demand for recycled materials, and rising adoption of circular economy practices will continue to drive market growth.</p>
<p>Advancements in recycling technologies, especially for composites and advanced materials, will further improve market potential.</p>
<p>As airlines modernize fleets and governments promote sustainable aviation practices, aircraft recycling will become an essential part of the aviation lifecycle management process.</p>
<p>The market is expected to witness strong growth through 2032, supported by environmental initiatives, technological innovation, and increasing demand for recovered aircraft components.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>How to Customize an Oracl.fun Clone for Maximum User Engagement</title>
<link>https://news.bangboxonline.com/Oracl.Fun-Clone-71954</link>
<guid>https://news.bangboxonline.com/Oracl.Fun-Clone-71954</guid>
<description><![CDATA[ Discover how to customize an Oracl.fun Clone to create a more engaging user experience. Learn the key aspects of interface design, oracle integration, personalization, scalability, and transparency that help build a successful Decentralized Prediction Market Platform and improve user participation. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a34ee0a48906.jpg" length="84695" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 12:21:57 +0500</pubDate>
<dc:creator>michal steve</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The growing adoption of blockchain technology has opened the door to innovative platforms that allow users to participate in decentralized forecasting and event-based predictions. Among these innovations, prediction markets have emerged as a powerful way for communities to share insights and make informed forecasts about real-world events. If you are planning to launch an Oracl.fun Clone, customization should be one of your primary considerations.</span></p>
<p dir="ltr"><span>While a clone script provides the technical framework required to launch a prediction market platform, it is the customization process that determines how users interact with the platform. A well-customized platform can improve usability, increase participation, and create a more engaging experience for users. Rather than offering a standard solution, customization enables businesses to shape the platform according to user preferences and market expectations.</span></p>
<p dir="ltr"><span>Understanding which areas require customization and how those changes impact user engagement can help platform owners create a more valuable and sustainable Decentralized Prediction Market Platform.</span></p>
<h2 dir="ltr"><span>Why Does Customization Matter in an Oracl.fun Clone?</span></h2>
<p dir="ltr"><span>An Oracl.fun Clone is designed to replicate the core functionality of a decentralized prediction market. However, every platform serves a different audience. Some communities may focus on cryptocurrency-related predictions, while others may be interested in sports, politics, finance, or entertainment events. Because user expectations vary, a one-size-fits-all approach rarely delivers the best experience.</span></p>
<p dir="ltr"><span>Customization allows platform owners to adapt the user experience according to their audience's needs. When users find a platform easy to navigate and relevant to their interests, they are more likely to participate regularly. A customized environment also helps reduce confusion and creates a smoother journey from market discovery to prediction placement.</span></p>
<p dir="ltr"><span>In addition, customization gives businesses the flexibility to evolve their platform over time. As user behavior changes and new trends emerge within the blockchain ecosystem, customized features can be updated to maintain relevance and improve overall engagement.</span></p>
<h2 dir="ltr"><span>How Can User Experience Be Improved Through Platform Design?</span></h2>
<p dir="ltr"><span>One of the most important aspects of customization is the user experience. Even the most advanced prediction market can struggle to retain users if the interface feels complicated or difficult to understand. New users especially need a straightforward experience that allows them to participate without spending excessive time learning the platform.</span></p>
<p dir="ltr"><span>The design should focus on simplicity and accessibility. Users should be able to browse available prediction markets, understand event details, connect their wallets, and submit predictions without unnecessary steps. Clear layouts and intuitive navigation reduce friction and encourage participation.</span></p>
<p dir="ltr"><span>A well-designed Decentralized Prediction Market Platform also helps users make informed decisions. Market information should be presented clearly, allowing participants to evaluate opportunities without feeling overwhelmed by technical complexity. When users can easily access the information they need, they tend to remain active for longer periods.</span></p>
<h2 dir="ltr"><span>Which Core Features Should Be Customized for Better Engagement?</span></h2>
<p dir="ltr"><span>The functionality of an Oracl.fun Clone plays a significant role in determining user engagement levels. While the foundation of a prediction market remains the same, certain features can be tailored to create a more engaging experience.</span></p>
<p dir="ltr"><span>Some of the most important areas for customization include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Prediction market categories and event types</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Market creation and participation workflows</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reward distribution mechanisms</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>User dashboard experiences</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Notification and activity tracking systems</span></p>
</li>
</ul>
<p dir="ltr"><span>These elements influence how users interact with the platform on a daily basis. By refining these features according to audience preferences, businesses can create a prediction environment that feels more intuitive and rewarding.</span></p>
<p dir="ltr"><span>Rather than adding excessive functionality, the goal should be to improve the relevance and usability of existing features. Users often prefer simplicity and efficiency over unnecessary complexity.</span></p>
<h2 dir="ltr"><span>How Does Oracle Integration Impact User Trust?</span></h2>
<p dir="ltr"><span>Oracle technology is a fundamental component of every Decentralized Prediction Market Platform. Since prediction markets rely on real-world outcomes, external data sources must provide accurate and verifiable information. This is where oracle systems become essential.</span></p>
<p dir="ltr"><span>When customizing an Oracl.fun Clone, selecting and integrating reliable oracle solutions can significantly enhance user confidence. Participants need assurance that prediction outcomes are determined fairly and based on trustworthy data. Any uncertainty regarding result verification can negatively affect platform engagement.</span></p>
<p dir="ltr"><span>Reliable oracle integration improves transparency and helps ensure that event outcomes are resolved accurately. As users become confident in the fairness of the system, they are more likely to participate consistently and explore additional markets across the platform.</span></p>
<p dir="ltr"><span>Trust remains one of the strongest drivers of user retention within blockchain applications, making oracle customization a critical area of focus.</span></p>
<h2 dir="ltr"><span>Why Is Personalization Important for User Engagement?</span></h2>
<p dir="ltr"><span>Modern users expect digital experiences that reflect their interests and preferences. This expectation extends to decentralized applications, including prediction market platforms. Personalization allows an </span><a href="https://www.beleaftechnologies.com/oraclFun-clone-script"><span>Oracl.fun Clone</span></a><span> to provide a more relevant and user-centered experience.</span></p>
<p dir="ltr"><span>Instead of presenting every available market equally, the platform can highlight opportunities that align with a user's activity history and interests. This approach reduces information overload and helps users discover markets that matter to them.</span></p>
<p dir="ltr"><span>Effective personalization may include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Customized market recommendations</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Personalized dashboards</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Interest-based market discovery</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>User activity summaries</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Preferred category tracking</span></p>
</li>
</ul>
<p dir="ltr"><span>When users feel that a platform understands their preferences, they are more likely to engage frequently and explore additional prediction opportunities.</span></p>
<h2 dir="ltr"><span>How Can Scalability and Accessibility Influence Long-Term Engagement?</span></h2>
<p dir="ltr"><span>User engagement is not only determined by platform features. Performance and accessibility also play important roles in shaping the overall experience. As participation grows, the platform must continue delivering smooth interactions without delays or technical issues.</span></p>
<p dir="ltr"><span>Scalability ensures that an Oracl.fun Clone can support increasing numbers of users and transactions while maintaining performance standards. A scalable infrastructure helps prevent congestion and creates a consistent experience regardless of platform growth.</span></p>
<p dir="ltr"><span>Accessibility is equally important. Users expect to access prediction markets from multiple devices, including smartphones, tablets, and desktop computers. A responsive platform ensures that participation remains convenient across different environments.</span></p>
<p dir="ltr"><span>Key areas that support accessibility include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Mobile-friendly interfaces</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Responsive platform architecture</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Fast transaction processing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Efficient wallet connectivity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Consistent cross-device performance</span></p>
</li>
</ul>
<p dir="ltr"><span>When users can access the platform easily and experience reliable performance, engagement naturally improves over time.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Customizing an Oracl.fun Clone goes far beyond visual modifications. It involves creating a user-focused environment that encourages participation, improves trust, and delivers a seamless prediction market experience. By focusing on user experience, feature optimization, oracle integration, personalization, scalability, and accessibility, businesses can build a platform that provides meaningful value to its community.</span></p>
<p dir="ltr"><span>A successful Decentralized Prediction Market Platform is not defined solely by its technology but by how effectively that technology serves its users. Thoughtful customization helps bridge this gap, transforming a standard clone script into a highly engaging platform that supports long-term participation and sustainable growth within the evolving prediction market ecosystem.</span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Circuit Monitoring Market Insights, Technology Advancements and Future Scope</title>
<link>https://news.bangboxonline.com/circuit-monitoring-market-insights-technology-advancements-and-future-scope</link>
<guid>https://news.bangboxonline.com/circuit-monitoring-market-insights-technology-advancements-and-future-scope</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="84695" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 12:20:54 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Circuit Monitoring Market Overview</h1>
<p>The global circuit monitoring market size was valued at USD 711.34 million in 2024 and is projected to grow from USD 743.16 million in 2025 to USD 1,049.79 million by 2032, exhibiting a CAGR of 5.06% during the forecast period. The market growth is primarily driven by increasing demand for efficient energy management systems, rising electricity consumption, growing infrastructure development, and the adoption of smart monitoring technologies across commercial and industrial sectors.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/report/circuit-monitoring-market-2872">https://www.kingsresearch.com/report/circuit-monitoring-market-2872</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Circuit Monitoring Market size was valued at USD 711.34 million in 2024.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 743.16 million in 2025 to USD 1,049.79 million by 2032.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 5.06% during the forecast period (2025-2032).</strong></p>
</li>
<li>
<p><strong>Growing demand for energy efficiency, real-time power monitoring, and electrical safety solutions is driving market growth.</strong></p>
</li>
<li>
<p><strong>Increasing adoption of smart buildings, data centers, and industrial automation is boosting demand for circuit monitoring systems.</strong></p>
</li>
<li>
<p><strong>Rising electricity consumption and the need for optimized power management are accelerating market expansion.</strong></p>
</li>
<li>
<p><strong>Modular circuit monitoring solutions are gaining popularity due to flexibility, scalability, and easy installation.</strong></p>
</li>
<li>
<p><strong>Data centers and IT facilities represent a major growth segment due to increasing power management requirements.</strong></p>
</li>
<li>
<p><strong>Integration of IoT, cloud monitoring, and advanced analytics is transforming circuit monitoring technologies.</strong></p>
</li>
<li>
<p><strong>North America and Asia-Pacific are expected to witness significant growth due to infrastructure modernization.</strong></p>
</li>
</ul>
<p>Circuit monitoring systems are advanced electrical monitoring solutions designed to measure, analyze, and manage electrical power consumption across various circuits and equipment. These systems provide real-time information regarding current, voltage, power usage, and electrical performance, enabling organizations to improve energy efficiency, reduce operational costs, and enhance electrical safety.</p>
<p>The increasing complexity of modern electrical infrastructure has created a strong demand for circuit monitoring solutions. Businesses and industries are focusing on optimizing energy consumption while maintaining reliable power distribution. Circuit monitoring systems help identify power inefficiencies, prevent electrical failures, and support predictive maintenance strategies.</p>
<p>The rapid growth of data centers, smart buildings, manufacturing facilities, and energy infrastructure is significantly contributing to market expansion. These sectors require continuous power monitoring to ensure operational reliability and avoid costly downtime.</p>
<hr>
<h1>Growth Drivers of Circuit Monitoring Market</h1>
<h2>Increasing Focus on Energy Efficiency</h2>
<p>One of the primary factors driving the growth of the circuit monitoring market is the increasing emphasis on energy efficiency. Rising electricity costs and growing environmental concerns have encouraged organizations to adopt technologies that help reduce energy waste.</p>
<p>Circuit monitoring systems provide detailed insights into electricity consumption patterns, helping businesses identify areas of excessive energy usage. These solutions enable organizations to implement effective energy-saving strategies and improve overall operational efficiency.</p>
<p>The growing adoption of energy management systems across industries is expected to further increase demand for circuit monitoring solutions.</p>
<h2>Expansion of Data Centers and IT Infrastructure</h2>
<p>The rapid expansion of data centers worldwide is creating significant opportunities for the circuit monitoring market. Data centers require uninterrupted power supply and efficient electrical management to maintain continuous operations.</p>
<p>Circuit monitoring systems help data center operators monitor power distribution, manage electrical loads, and prevent potential failures. The increasing demand for cloud computing, artificial intelligence, and digital services is driving investments in data center infrastructure.</p>
<p>As data centers become more power-intensive, advanced monitoring solutions are becoming essential for maintaining reliability and efficiency.</p>
<h2>Growth of Smart Buildings</h2>
<p>The development of smart buildings is another major factor supporting market growth. Modern commercial buildings are increasingly equipped with automated systems for lighting, heating, cooling, and energy management.</p>
<p>Circuit monitoring solutions integrate with building management systems to provide real-time energy data and improve resource utilization. The growing focus on sustainable buildings and green infrastructure is expected to accelerate adoption.</p>
<h2>Rising Industrial Automation</h2>
<p>Industrial facilities are increasingly adopting automation technologies to improve productivity and reduce operational risks. Automated manufacturing environments require reliable electrical systems and continuous monitoring.</p>
<p>Circuit monitoring systems enable industries to detect abnormalities, prevent equipment failures, and optimize power usage. The expansion of Industry 4.0 technologies is expected to create strong demand for advanced monitoring solutions.</p>
<hr>
<h1>Market Trends</h1>
<h2>Integration of IoT and Cloud-Based Monitoring</h2>
<p>The integration of Internet of Things (IoT) technology is transforming circuit monitoring systems. IoT-enabled monitoring solutions allow real-time data collection and remote access to electrical performance information.</p>
<p>Cloud-based platforms enable users to monitor multiple facilities from a centralized location, improving decision-making and operational control.</p>
<p>The adoption of connected monitoring solutions is expected to become a major trend in the coming years.</p>
<h2>Growing Adoption of Predictive Maintenance</h2>
<p>Predictive maintenance is becoming increasingly important across industrial and commercial sectors. Circuit monitoring systems help identify electrical issues before failures occur.</p>
<p>By analyzing real-time performance data, organizations can schedule maintenance activities proactively, reducing downtime and improving equipment lifespan.</p>
<h2>Demand for Advanced Analytics</h2>
<p>Modern circuit monitoring systems are incorporating advanced analytics capabilities to provide deeper insights into energy consumption and electrical performance.</p>
<p>Data-driven analytics help businesses optimize energy usage, forecast demand, and improve operational efficiency.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Type</h2>
<h3>Modular Circuit Monitoring</h3>
<p>The modular circuit monitoring segment holds significant market potential due to its flexibility and scalability. These systems allow organizations to expand monitoring capabilities without replacing existing infrastructure.</p>
<p>Modular solutions are widely used in commercial buildings, data centers, and industrial facilities where changing power requirements require adaptable solutions.</p>
<p>The ease of installation and cost-effectiveness of modular systems are driving their adoption.</p>
<h3>Branch &amp; Multi Circuit Monitoring</h3>
<p>Branch and multi circuit monitoring systems are designed to monitor multiple electrical circuits simultaneously. These solutions provide detailed visibility into power distribution across facilities.</p>
<p>They are particularly valuable in applications requiring precise energy tracking and load management.</p>
<p>Increasing demand for efficient power distribution management is supporting growth in this segment.</p>
<hr>
<h1>By End User</h1>
<h2>Data Centers &amp; IT Facilities</h2>
<p>Data centers and IT facilities represent one of the fastest-growing application areas for circuit monitoring systems.</p>
<p>These facilities require highly reliable electrical infrastructure to support servers, networking equipment, and digital services.</p>
<p>Circuit monitoring solutions help operators manage power consumption, maintain uptime, and improve energy efficiency.</p>
<p>The increasing adoption of cloud computing and artificial intelligence is expected to further strengthen demand.</p>
<h2>Industrial &amp; Manufacturing</h2>
<p>Industrial and manufacturing facilities use circuit monitoring systems to maintain operational efficiency and electrical reliability.</p>
<p>These solutions help monitor machinery power usage, identify faults, and reduce production interruptions.</p>
<p>The expansion of automated manufacturing facilities is contributing to market growth.</p>
<h2>Commercial Buildings</h2>
<p>Commercial buildings such as offices, shopping centers, and business complexes are adopting circuit monitoring solutions to improve energy management.</p>
<p>Growing emphasis on green buildings and sustainability initiatives is increasing demand for these systems.</p>
<h2>Utilities &amp; Energy Providers</h2>
<p>Utilities and energy providers use circuit monitoring technologies to improve grid management and optimize electricity distribution.</p>
<p>These systems support efficient power delivery and help identify issues within electrical networks.</p>
<p>Increasing investments in smart grid infrastructure are creating new growth opportunities.</p>
<h2>Healthcare Facilities</h2>
<p>Healthcare facilities require highly reliable electrical systems to support medical equipment and critical operations.</p>
<p>Circuit monitoring solutions help hospitals monitor power availability, improve safety, and prevent electrical disruptions.</p>
<p>The growing healthcare infrastructure development is supporting adoption.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a significant market for circuit monitoring solutions due to advanced infrastructure, high technology adoption, and strong demand from data centers.</p>
<p>The region’s focus on energy efficiency, smart buildings, and digital infrastructure is supporting market expansion.</p>
<p>Increasing investments in cloud computing and industrial automation are further driving growth.</p>
<h2>Europe</h2>
<p>Europe is witnessing steady growth due to strong sustainability initiatives and strict energy efficiency regulations.</p>
<p>Organizations across the region are adopting advanced monitoring systems to reduce energy consumption and achieve environmental goals.</p>
<p>The expansion of smart infrastructure projects is expected to support market development.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience substantial growth during the forecast period due to rapid industrialization, urbanization, and infrastructure development.</p>
<p>Countries including China, India, Japan, and South Korea are investing heavily in data centers, manufacturing facilities, and smart cities.</p>
<p>The increasing demand for reliable power management solutions is creating significant opportunities.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are gradually adopting circuit monitoring solutions due to infrastructure modernization and industrial development.</p>
<p>Growing investments in energy systems, commercial buildings, and healthcare infrastructure are expected to support market growth.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The circuit monitoring market is characterized by continuous technological innovation, strategic partnerships, and product development initiatives.</p>
<p>Companies are focusing on developing advanced solutions with improved accuracy, connectivity, and analytics capabilities.</p>
<p>Market players are integrating IoT, cloud platforms, and automation features into their products to meet evolving customer requirements.</p>
<p>Leading companies are also expanding their global presence through partnerships and regional investments.</p>
<p>Competition is increasing as organizations demand reliable, efficient, and scalable monitoring solutions.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the circuit monitoring market looks promising as businesses continue to prioritize energy efficiency, operational reliability, and digital transformation.</p>
<p>The increasing adoption of smart buildings, data centers, industrial automation, and renewable energy infrastructure will continue driving demand.</p>
<p>Future circuit monitoring systems are expected to become more intelligent with the integration of artificial intelligence, machine learning, and advanced analytics.</p>
<p>As organizations focus on reducing energy costs and improving sustainability, circuit monitoring technologies will play a critical role in modern electrical management.</p>
<p>The market is expected to witness steady growth through 2032, supported by technological advancements and increasing infrastructure investments.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Fuel Cell Generator Market Growth Analysis and Investment Opportunities</title>
<link>https://news.bangboxonline.com/fuel-cell-generator-market-growth-analysis-and-investment-opportunities</link>
<guid>https://news.bangboxonline.com/fuel-cell-generator-market-growth-analysis-and-investment-opportunities</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="84695" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 12:15:51 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Fuel Cell Generator Market Overview</h1>
<p>The global fuel cell generator market size was valued at USD 416.7 million in 2024 and is projected to grow from USD 510.9 million in 2025 to USD 2,480.0 million by 2032, exhibiting a CAGR of 25.32% during the forecast period. The market is experiencing rapid growth due to increasing global efforts toward decarbonization, rising adoption of renewable energy technologies, and growing demand for reliable and sustainable power generation systems.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/fuel-cell-generator-market-2310">https://www.kingsresearch.com/fuel-cell-generator-market-2310</a> </strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global fuel cell generator market size was valued at USD 416.7 million in 2024.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 510.9 million in 2025 to USD 2,480.0 million by 2032.</strong></p>
</li>
<li>
<p><strong>The market is expected to register an impressive CAGR of 25.32% during the forecast period (2025-2032).</strong></p>
</li>
<li>
<p><strong>Growing demand for clean energy solutions and reduction of carbon emissions are driving market expansion.</strong></p>
</li>
<li>
<p><strong>Increasing investments in hydrogen infrastructure and renewable energy integration are accelerating adoption.</strong></p>
</li>
<li>
<p><strong>Fuel cell generators offer high efficiency, low emissions, and reliable power generation capabilities.</strong></p>
</li>
<li>
<p><strong>Hydrogen-based fuel cell generators are gaining significant traction due to global clean energy initiatives.</strong></p>
</li>
<li>
<p><strong>PEMFC technology is witnessing strong growth due to its efficiency and suitability for multiple applications.</strong></p>
</li>
<li>
<p><strong>Industrial, commercial, and backup power applications are creating significant growth opportunities.</strong></p>
</li>
<li>
<p><strong>North America, Europe, and Asia-Pacific are emerging as major regions for fuel cell generator deployment.</strong></p>
</li>
</ul>
<p>Fuel cell generators are advanced energy systems that convert chemical energy from fuels such as hydrogen, methanol, or ammonia into electricity through electrochemical reactions. Unlike conventional generators that rely on combustion, fuel cell generators produce electricity with significantly lower emissions, making them a promising alternative for clean energy generation.</p>
<p>The growing focus on reducing greenhouse gas emissions and transitioning toward sustainable energy sources is creating strong demand for fuel cell generator technologies. Governments, industries, and energy providers worldwide are investing in hydrogen economies and clean power infrastructure to achieve environmental targets.</p>
<p>Fuel cell generators provide several advantages, including higher efficiency, quieter operation, reduced maintenance requirements, and continuous power generation capabilities. These benefits make them suitable for various applications, including commercial buildings, data centers, industrial facilities, telecommunications, transportation infrastructure, and remote power systems.</p>
<p>The increasing frequency of power disruptions and the need for reliable backup power solutions are further contributing to market growth. Organizations are seeking alternatives to diesel generators due to environmental concerns and regulatory restrictions. Fuel cell generators provide a cleaner and more efficient solution for uninterrupted power supply.</p>
<hr>
<h1>Growth Drivers of Fuel Cell Generator Market</h1>
<h2>Increasing Demand for Clean Energy Solutions</h2>
<p>One of the major factors driving the fuel cell generator market is the global shift toward clean and sustainable energy sources. Governments and organizations are implementing strict environmental regulations to reduce dependence on fossil fuels.</p>
<p>Fuel cell generators produce electricity through electrochemical processes, resulting in lower carbon emissions compared with traditional combustion-based generators. This makes them an attractive solution for industries aiming to reduce their environmental footprint.</p>
<p>The increasing adoption of renewable energy systems, combined with fuel cell technology, is expected to create new opportunities for market growth.</p>
<h2>Rising Investments in Hydrogen Infrastructure</h2>
<p>Hydrogen is becoming a key element in global energy transition strategies. Countries worldwide are investing in hydrogen production, storage, transportation, and distribution infrastructure.</p>
<p>The development of green hydrogen technologies is expected to accelerate the adoption of hydrogen fuel cell generators. These systems can provide clean electricity while supporting renewable energy integration.</p>
<p>Government initiatives promoting hydrogen economies are creating favorable conditions for market expansion.</p>
<h2>Growing Need for Reliable Backup Power</h2>
<p>The increasing dependence on digital infrastructure, data centers, communication networks, and industrial automation has increased the demand for reliable backup power solutions.</p>
<p>Fuel cell generators provide continuous electricity generation with minimal maintenance compared with traditional backup systems. Their long operating duration and clean performance make them suitable for critical power applications.</p>
<p>Industries are increasingly adopting fuel cell generators to ensure operational continuity during grid failures or emergencies.</p>
<h2>Expansion of Renewable Energy Integration</h2>
<p>Renewable energy sources such as solar and wind power are intermittent by nature. Fuel cell generators can complement renewable systems by providing stable electricity when renewable generation is unavailable.</p>
<p>The combination of renewable energy and fuel cell technology enables efficient energy storage and power management.</p>
<p>This integration is expected to support market growth as countries increase renewable energy deployment.</p>
<hr>
<h1>Market Trends</h1>
<h2>Growing Adoption of Hydrogen Fuel Cells</h2>
<p>Hydrogen-based fuel cell generators are becoming increasingly popular due to their high efficiency and zero-emission operation.</p>
<p>The development of green hydrogen production methods is strengthening the role of hydrogen as a future energy carrier.</p>
<p>Industries are exploring hydrogen fuel cells for stationary power generation, transportation, and backup energy applications.</p>
<h2>Development of Advanced Fuel Cell Technologies</h2>
<p>Continuous technological advancements are improving fuel cell efficiency, durability, and cost-effectiveness.</p>
<p>Manufacturers are focusing on improving fuel cell membranes, catalysts, and system designs to enhance performance.</p>
<p>These innovations are making fuel cell generators more competitive compared with conventional power generation technologies.</p>
<h2>Increasing Focus on Distributed Energy Generation</h2>
<p>Distributed energy generation is becoming an important trend as industries seek localized power solutions.</p>
<p>Fuel cell generators allow businesses and communities to generate electricity closer to consumption points, reducing transmission losses and improving energy security.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Fuel Type</h2>
<h3>Hydrogen</h3>
<p>Hydrogen represents a major fuel type segment due to its clean energy characteristics and growing global adoption.</p>
<p>Hydrogen fuel cell generators produce electricity with water as the primary byproduct, making them highly attractive for sustainability-focused applications.</p>
<p>Increasing investments in hydrogen infrastructure are expected to support strong growth in this segment.</p>
<h3>Methanol</h3>
<p>Methanol fuel cell generators are gaining attention due to their easier storage and transportation compared with hydrogen.</p>
<p>These systems are suitable for applications requiring portable and reliable power solutions.</p>
<p>Increasing demand from remote locations and backup power applications is supporting methanol fuel cell adoption.</p>
<h3>Ammonia</h3>
<p>Ammonia-based fuel cell technology is emerging as a promising option due to its potential role in energy storage and transportation.</p>
<p>The development of ammonia-based clean energy solutions is expected to create future opportunities.</p>
<h3>Others</h3>
<p>Other fuels include natural gas-based and alternative fuel solutions. These technologies are being explored for specific industrial applications.</p>
<hr>
<h1>By Technology</h1>
<h2>Proton Exchange Membrane Fuel Cell (PEMFC)</h2>
<p>PEMFC technology holds a significant share due to its high efficiency, fast startup capability, and suitability for various applications.</p>
<p>These fuel cells operate at lower temperatures and are widely used in backup power systems, transportation, and portable applications.</p>
<p>Increasing demand for flexible and efficient power solutions is driving PEMFC adoption.</p>
<h2>Solid Oxide Fuel Cell (SOFC)</h2>
<p>SOFC technology is gaining popularity due to its high efficiency and fuel flexibility.</p>
<p>These fuel cells operate at high temperatures and can utilize different fuel sources.</p>
<p>SOFC systems are widely considered suitable for stationary power generation applications.</p>
<h2>Alkaline Fuel Cell (AFC)</h2>
<p>Alkaline fuel cells have been used for decades due to their reliable performance.</p>
<p>Advancements in materials and system design are helping improve their commercial viability.</p>
<h2>Others</h2>
<p>Other fuel cell technologies include phosphoric acid fuel cells and molten carbonate fuel cells.</p>
<p>These systems are used for specialized applications requiring unique performance characteristics.</p>
<hr>
<h1>By End-use Industry</h1>
<h2>Residential Sector</h2>
<p>Fuel cell generators are being adopted in residential applications as homeowners seek reliable and clean energy solutions.</p>
<p>The integration of fuel cells with renewable energy systems is expected to support future adoption.</p>
<h2>Commercial Sector</h2>
<p>Commercial buildings, offices, and data centers require continuous power supply.</p>
<p>Fuel cell generators provide efficient backup and primary power solutions for commercial facilities.</p>
<h2>Industrial Sector</h2>
<p>Industries are major users of fuel cell generators due to their need for reliable and sustainable power.</p>
<p>Manufacturing plants and industrial facilities are adopting fuel cell technology to reduce emissions and improve energy efficiency.</p>
<h2>Transportation and Infrastructure</h2>
<p>Fuel cells are increasingly used in transportation-related applications, including charging infrastructure and hydrogen-based mobility solutions.</p>
<p>The expansion of hydrogen vehicles is expected to support fuel cell generator demand.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a significant market due to strong investments in hydrogen technologies and clean energy infrastructure.</p>
<p>Government support for renewable energy and emission reduction initiatives is driving fuel cell adoption.</p>
<p>The presence of technology companies and energy providers further supports regional growth.</p>
<h2>Europe</h2>
<p>Europe is a major market driven by ambitious climate goals and renewable energy initiatives.</p>
<p>Countries across the region are investing heavily in hydrogen development and clean power technologies.</p>
<p>The push toward carbon neutrality is expected to accelerate fuel cell generator deployment.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness rapid growth due to increasing energy demand and industrial expansion.</p>
<p>Countries such as Japan, South Korea, and China are actively developing hydrogen economies.</p>
<p>Growing investments in clean energy infrastructure are creating strong opportunities across the region.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are exploring fuel cell technologies to improve energy security and reduce dependence on fossil fuels.</p>
<p>Increasing renewable energy investments and infrastructure development are expected to support market growth.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The fuel cell generator market is highly competitive, with companies focusing on technology innovation, partnerships, and product development.</p>
<p>Market participants are investing in research and development to improve fuel cell efficiency, reduce costs, and enhance system durability.</p>
<p>Companies are also collaborating with governments, energy providers, and industrial users to expand hydrogen and fuel cell infrastructure.</p>
<p>The competitive environment is shaped by advancements in fuel cell materials, hydrogen technologies, and energy storage solutions.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the fuel cell generator market appears highly promising as global energy systems move toward cleaner and more sustainable solutions.</p>
<p>The increasing focus on carbon neutrality, renewable energy integration, and hydrogen development will continue driving market growth.</p>
<p>Advancements in fuel cell technology are expected to reduce costs and improve efficiency, making these systems more accessible across industries.</p>
<p>Fuel cell generators are expected to become an important part of future energy infrastructure by providing reliable, clean, and efficient power generation.</p>
<p>With strong government support and increasing industrial adoption, the market is projected to experience significant expansion through 2032.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>
<p><strong>Explore More Articles:</strong></p>
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</item>

<item>
<title>Custom Antibody Market Opportunities, Trends and Strategic Business Outlook</title>
<link>https://news.bangboxonline.com/custom-antibody-market-opportunities-trends-and-strategic-business-outlook</link>
<guid>https://news.bangboxonline.com/custom-antibody-market-opportunities-trends-and-strategic-business-outlook</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="84695" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 12:10:33 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Custom Antibody Market Overview</h1>
<p>The global custom antibody market size was valued at USD 597.4 million in 2024 and is projected to grow from USD 652.5 million in 2025 to USD 1,239.5 million by 2032, exhibiting a CAGR of 9.60% during the forecast period. The market growth is primarily driven by increasing demand for antibody-based research, rising adoption of precision medicine, advancements in biotechnology, and growing investments in pharmaceutical and life sciences research.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/custom-antibody-market-2123">https://www.kingsresearch.com/custom-antibody-market-2123</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Custom Antibody Market size was valued at USD 597.4 million in 2024.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 652.5 million in 2025 to USD 1,239.5 million by 2032.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 9.60% during the forecast period (2025-2032).</strong></p>
</li>
<li>
<p><strong>Increasing demand for personalized medicine, advanced diagnostics, and targeted therapies is driving market growth.</strong></p>
</li>
<li>
<p><strong>Growing adoption of antibody-based research in biotechnology and pharmaceutical industries is accelerating expansion.</strong></p>
</li>
<li>
<p><strong>Monoclonal antibodies are witnessing strong demand due to their high specificity and therapeutic applications.</strong></p>
</li>
<li>
<p><strong>Advancements in recombinant antibody technologies are creating new opportunities for market participants.</strong></p>
</li>
<li>
<p><strong>Rising investments in life sciences research and drug discovery are supporting market development.</strong></p>
</li>
<li>
<p><strong>North America dominates the market due to strong biotechnology infrastructure and R&amp;D investments.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to witness significant growth due to expanding healthcare research capabilities.</strong></p>
</li>
</ul>
<p>Custom antibodies are specifically designed antibodies developed according to the unique requirements of researchers, pharmaceutical companies, biotechnology firms, and academic institutions. These antibodies are widely used in research, diagnostics, therapeutic development, and drug discovery applications. Unlike commercially available antibodies, custom antibodies offer higher specificity and improved performance for specialized applications.</p>
<p>The increasing complexity of biomedical research has created a strong demand for customized antibody solutions. Researchers require highly specific antibodies to study proteins, biomarkers, diseases, and cellular processes. Custom antibody development enables scientists to create precise tools for identifying and analyzing biological targets, supporting advancements in healthcare and life sciences.</p>
<p>The growth of personalized medicine and targeted therapies has significantly increased the importance of antibody technologies. Antibodies play a critical role in diagnosing diseases, developing treatments, and understanding disease mechanisms. As pharmaceutical companies continue focusing on innovative biologics and precision therapies, the demand for custom antibody services is expected to increase.</p>
<hr>
<h1>Growth Drivers of Custom Antibody Market</h1>
<h2>Increasing Demand for Personalized Medicine</h2>
<p>One of the major factors driving the custom antibody market is the rising adoption of personalized medicine. Modern healthcare is shifting from generalized treatment approaches toward targeted therapies designed for individual patient needs.</p>
<p>Custom antibodies enable researchers to identify specific disease-related biomarkers and develop targeted treatment strategies. They support the discovery of novel therapeutic targets and improve the accuracy of disease diagnosis.</p>
<p>The increasing prevalence of chronic diseases, cancer, autoimmune disorders, and infectious diseases has further increased the need for advanced diagnostic and therapeutic solutions.</p>
<h2>Expansion of Biotechnology and Pharmaceutical Research</h2>
<p>The pharmaceutical and biotechnology industries are investing heavily in research and development activities. Antibody-based therapies have become a major area of focus due to their effectiveness in treating various diseases.</p>
<p>Custom antibody services help pharmaceutical companies accelerate drug discovery processes by providing specialized research tools. These antibodies support preclinical studies, biomarker identification, and validation of therapeutic targets.</p>
<p>Growing investments in biologics development are expected to create significant opportunities for market growth.</p>
<h2>Rising Demand for Diagnostic Applications</h2>
<p>Custom antibodies are widely used in diagnostic applications, including immunoassays, biomarker detection, and disease identification.</p>
<p>The increasing demand for accurate diagnostic methods is supporting market expansion. Antibody-based diagnostic technologies provide high sensitivity and specificity, making them valuable tools in clinical research and healthcare.</p>
<p>The growing emphasis on early disease detection is further increasing demand for customized antibody solutions.</p>
<h2>Technological Advancements in Antibody Engineering</h2>
<p>Advancements in antibody engineering technologies are transforming the custom antibody industry. New techniques such as recombinant antibody production, antibody fragmentation, and advanced labeling methods are improving antibody performance.</p>
<p>These technologies enable researchers to develop highly specific antibodies with enhanced stability and functionality.</p>
<p>Continuous innovation in antibody development processes is expected to strengthen market growth.</p>
<hr>
<h1>Market Trends</h1>
<h2>Growth of Recombinant Antibody Technologies</h2>
<p>Recombinant antibodies are becoming increasingly popular due to their consistency, scalability, and high specificity. Unlike traditional antibody production methods, recombinant technologies allow precise engineering of antibody structures.</p>
<p>The growing preference for reliable and reproducible research tools is driving adoption of recombinant antibodies.</p>
<h2>Increasing Use of Artificial Intelligence in Antibody Discovery</h2>
<p>Artificial intelligence and machine learning are increasingly being integrated into antibody discovery processes. AI-based platforms help researchers identify potential antibody candidates faster and optimize antibody design.</p>
<p>These technologies reduce development time and improve efficiency, supporting future market growth.</p>
<h2>Expansion of Contract Research Services</h2>
<p>Pharmaceutical and biotechnology companies are increasingly outsourcing antibody development activities to specialized service providers.</p>
<p>Contract research organizations offer customized antibody generation, production, purification, and validation services, allowing companies to reduce costs and accelerate research timelines.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Service</h2>
<h3>Antibody Development</h3>
<p>The antibody development segment holds a significant share of the market. This service includes antibody generation, screening, optimization, and validation.</p>
<p>Increasing demand for disease-specific antibodies and research applications is driving growth in this segment.</p>
<p>Researchers rely on antibody development services to create highly specific tools for studying biological targets.</p>
<h3>Antibody Production and Purification</h3>
<p>Antibody production and purification services are essential for obtaining high-quality antibodies suitable for research and clinical applications.</p>
<p>Advancements in purification technologies are improving antibody quality, yield, and reliability.</p>
<p>The increasing requirement for large-scale antibody production is supporting segment expansion.</p>
<h3>Antibody Fragmentation and Labeling</h3>
<p>Antibody fragmentation and labeling services are gaining importance due to their role in improving antibody functionality.</p>
<p>These services help create antibody fragments and labeled antibodies suitable for imaging, diagnostics, and research applications.</p>
<p>Growing demand for advanced detection techniques is driving this segment.</p>
<hr>
<h1>By Type</h1>
<h2>Monoclonal Antibodies</h2>
<p>Monoclonal antibodies represent a major segment of the custom antibody market due to their high specificity and widespread applications.</p>
<p>They are extensively used in research, diagnostics, and therapeutic development.</p>
<p>The increasing adoption of targeted therapies is expected to support strong growth in this segment.</p>
<h2>Polyclonal Antibodies</h2>
<p>Polyclonal antibodies are widely used due to their ability to recognize multiple epitopes of a target antigen.</p>
<p>They are commonly applied in research studies, immunoassays, and protein detection.</p>
<p>Their cost-effectiveness and broad applications continue to support demand.</p>
<h2>Recombinant Antibodies</h2>
<p>Recombinant antibodies are experiencing rapid growth due to their advanced engineering capabilities.</p>
<p>They provide improved consistency and scalability, making them valuable for pharmaceutical and research applications.</p>
<p>The increasing adoption of recombinant technologies is expected to accelerate segment growth.</p>
<h2>Others</h2>
<p>Other antibody types include antibody fragments and specialized engineered antibodies.</p>
<p>Increasing research requirements are creating demand for these advanced antibody formats.</p>
<hr>
<h1>By Source</h1>
<p>Custom antibodies are developed from various sources, including animal-based and recombinant platforms.</p>
<p>The selection of antibody source depends on research requirements, target specificity, and application needs.</p>
<p>Continuous advancements in antibody production technologies are improving source efficiency and quality.</p>
<hr>
<h1>By Application</h1>
<h2>Research and Development</h2>
<p>Research and development represents a major application area for custom antibodies.</p>
<p>Academic institutions, biotechnology companies, and pharmaceutical organizations use custom antibodies for protein studies, molecular research, and disease investigation.</p>
<h2>Diagnostics</h2>
<p>Diagnostic applications are growing due to increasing demand for accurate disease detection.</p>
<p>Antibody-based diagnostic tools support early identification and monitoring of diseases.</p>
<h2>Therapeutics</h2>
<p>Therapeutic applications represent a rapidly expanding area due to increasing development of antibody-based treatments.</p>
<p>Custom antibodies support the discovery and development of targeted therapies.</p>
<hr>
<h1>By End User</h1>
<h2>Pharmaceutical and Biotechnology Companies</h2>
<p>Pharmaceutical and biotechnology companies are major users of custom antibody services.</p>
<p>They utilize these solutions for drug discovery, clinical research, and biologics development.</p>
<p>Increasing investment in antibody-based therapies is driving demand from this segment.</p>
<h2>Academic and Research Institutes</h2>
<p>Research institutions use custom antibodies for scientific studies and experimental applications.</p>
<p>Growing biomedical research activities are supporting market growth in this segment.</p>
<h2>Diagnostic Laboratories</h2>
<p>Diagnostic laboratories rely on custom antibodies for developing and improving testing methods.</p>
<p>The increasing need for accurate diagnostics is contributing to market expansion.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America dominates the custom antibody market due to advanced biotechnology infrastructure and high research investments.</p>
<p>The presence of major pharmaceutical companies, research institutions, and biotechnology firms supports regional growth.</p>
<p>Increasing demand for innovative therapies continues to strengthen the market.</p>
<h2>Europe</h2>
<p>Europe is a significant market driven by strong healthcare research capabilities and increasing adoption of biologics.</p>
<p>Government support for life sciences innovation is contributing to market expansion.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness rapid growth due to expanding biotechnology industries and increasing healthcare investments.</p>
<p>Countries such as China, Japan, and India are strengthening their research infrastructure.</p>
<p>Growing pharmaceutical manufacturing capabilities are creating new opportunities.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are gradually adopting advanced biotechnology solutions.</p>
<p>Increasing healthcare investments and improving research infrastructure are expected to support future growth.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The custom antibody market is characterized by continuous innovation, strategic collaborations, and expansion of service capabilities.</p>
<p>Companies are focusing on developing advanced antibody engineering technologies and improving production efficiency.</p>
<p>Market participants are investing in research and development to introduce improved antibody solutions for pharmaceutical, diagnostic, and research applications.</p>
<p>Strategic partnerships between biotechnology firms and research organizations are helping accelerate innovation.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the custom antibody market looks highly promising due to increasing demand for precision medicine, advanced diagnostics, and biologics development.</p>
<p>The integration of AI, recombinant technologies, and advanced antibody engineering methods will continue transforming the industry.</p>
<p>Growing investments in healthcare research and rising demand for targeted therapies are expected to create significant growth opportunities through 2032.</p>
<p>Custom antibodies will remain essential tools in advancing biomedical research, improving diagnostics, and developing next-generation therapies.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>
<p>Explore More Articles:</p>
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<p><a class="p-url" href="https://itbusinesstoday.com/tech/ai/nippon-television-ai-hr-launches-ai-agent-lease-service/" rel="bookmark">Nippon Television AI-HR launches “AI Agent Lease” service</a></p>]]> </content:encoded>
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<item>
<title>DC Contactor Market Opportunities, Trends and Strategic Business Outlook</title>
<link>https://news.bangboxonline.com/dc-contactor-market-opportunities-trends-and-strategic-business-outlook</link>
<guid>https://news.bangboxonline.com/dc-contactor-market-opportunities-trends-and-strategic-business-outlook</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="84695" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 12:06:15 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>DC Contactor Market Overview</h1>
<p>The global DC contactor market size was valued at USD 424.5 million in 2023, which is estimated to reach USD 448.3 million in 2024 and further grow to USD 685.3 million by 2031, growing at a CAGR of 6.25% from 2024 to 2031. The market is experiencing steady growth due to increasing electrification trends, rising adoption of electric vehicles, expansion of renewable energy systems, and growing demand for efficient power management solutions.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/dc-contactor-market-1734">https://www.kingsresearch.com/dc-contactor-market-1734</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global DC Contactor Market size was valued at USD 424.5 million in 2023.</strong></p>
</li>
<li>
<p><strong>The market is estimated to grow from USD 448.3 million in 2024 to USD 685.3 million by 2031.</strong></p>
</li>
<li>
<p><strong>The market is projected to expand at a CAGR of 6.25% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Rising adoption of electric vehicles and battery-powered systems is driving market growth.</strong></p>
</li>
<li>
<p><strong>Increasing investments in renewable energy storage solutions are boosting demand for DC contactors.</strong></p>
</li>
<li>
<p><strong>Growing electrification across industrial machinery and transportation sectors is creating new opportunities.</strong></p>
</li>
<li>
<p><strong>Advancements in high-voltage DC contactor technologies are improving safety and efficiency.</strong></p>
</li>
<li>
<p><strong>The electric vehicle segment is expected to witness significant growth due to global EV adoption.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is emerging as a major growth region due to rapid industrialization and clean energy initiatives.</strong></p>
</li>
</ul>
<p>DC contactors are electrically controlled switching devices designed to manage the flow of direct current (DC) in various electrical systems. These devices play a crucial role in controlling high-power circuits, ensuring electrical safety, and protecting sensitive components from overloads and failures. DC contactors are widely used in electric vehicles, energy storage systems, industrial equipment, aerospace applications, and renewable energy infrastructure.</p>
<p>The transition toward cleaner energy sources and the increasing adoption of battery-powered technologies are significantly influencing market growth. As industries move away from traditional energy systems toward electrified solutions, the requirement for reliable DC switching technologies continues to increase.</p>
<p>Modern electrical systems require efficient power distribution and control mechanisms. DC contactors provide essential functionality by enabling safe connection and disconnection of electrical circuits. Their ability to handle high currents and voltages makes them indispensable in applications requiring dependable power management.</p>
<hr>
<h1>Growth Drivers of DC Contactor Market</h1>
<h2>Increasing Adoption of Electric Vehicles</h2>
<p>The rapid expansion of the electric vehicle industry is one of the primary factors driving the DC contactor market. Electric vehicles rely heavily on battery packs and high-voltage electrical systems, where DC contactors are essential for controlling power flow between the battery, inverter, and other components.</p>
<p>As governments worldwide introduce initiatives supporting clean transportation and reducing carbon emissions, EV production and adoption are increasing significantly. This growth is creating strong demand for advanced DC contactors capable of handling higher voltages and improving vehicle safety.</p>
<p>Electric buses, commercial electric vehicles, and passenger EVs require reliable switching solutions to ensure efficient operation. The increasing development of fast-charging infrastructure is also supporting demand for DC contactor technologies.</p>
<h2>Expansion of Renewable Energy and Energy Storage</h2>
<p>The global shift toward renewable energy sources such as solar and wind power is creating significant opportunities for DC contactor manufacturers. Renewable energy systems often require energy storage solutions to manage power fluctuations and ensure reliable electricity supply.</p>
<p>Battery energy storage systems (BESS) use DC contactors to control charging and discharging operations. The growing deployment of large-scale energy storage projects is expected to accelerate market growth.</p>
<p>The increasing focus on grid modernization and clean energy integration is encouraging investments in advanced electrical components, including DC contactors.</p>
<h2>Growth of Industrial Electrification</h2>
<p>Industrial automation and electrification are major contributors to market expansion. Manufacturing facilities increasingly use electrically powered equipment and automated systems requiring efficient power control solutions.</p>
<p>DC contactors are widely used in industrial machinery, robotics, material handling equipment, and automation systems. Their ability to manage high-current applications makes them valuable for modern industrial operations.</p>
<p>The adoption of smart factories and Industry 4.0 technologies is expected to further increase demand for reliable electrical switching components.</p>
<h2>Rising Demand for Aerospace and Defence Applications</h2>
<p>The aerospace and defence sectors require highly reliable electrical systems capable of operating under extreme conditions. DC contactors are used in aircraft systems, military vehicles, and advanced defence equipment.</p>
<p>Increasing investments in defence modernization and next-generation aerospace technologies are supporting demand for high-performance DC contactors.</p>
<hr>
<h1>Market Trends</h1>
<h2>Development of High-Voltage DC Contactors</h2>
<p>One of the major trends in the DC contactor market is the development of high-voltage solutions. As electric vehicles and energy storage systems become more powerful, manufacturers are focusing on producing contactors capable of handling higher electrical loads.</p>
<p>Advanced designs improve reliability, reduce energy losses, and enhance overall system performance.</p>
<h2>Miniaturization of Electrical Components</h2>
<p>Manufacturers are focusing on developing compact and lightweight DC contactors. Smaller components help reduce system weight and improve space efficiency, particularly in electric vehicles and aerospace applications.</p>
<p>Miniaturized contactors with improved performance are becoming increasingly important in modern electrical systems.</p>
<h2>Integration of Smart Technologies</h2>
<p>Smart electrical components with monitoring and diagnostic capabilities are gaining attention. Advanced DC contactors integrated with sensors and control systems enable real-time monitoring of electrical conditions.</p>
<p>These technologies improve safety, reduce maintenance requirements, and enhance operational efficiency.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Type</h2>
<h3>Definite-Purpose DC Contactors</h3>
<p>Definite-purpose DC contactors are designed for specific applications requiring optimized performance. These contactors are commonly used in electric vehicles, battery systems, and specialized industrial equipment.</p>
<p>Their application-specific design provides improved efficiency and reliability, making them suitable for modern electrification systems.</p>
<p>The increasing adoption of EVs and renewable energy storage systems is expected to support growth in this segment.</p>
<h3>General-Purpose DC Contactors</h3>
<p>General-purpose DC contactors are widely used across multiple industries due to their versatility and adaptability.</p>
<p>These contactors are suitable for industrial machinery, automation systems, and various electrical applications requiring reliable switching operations.</p>
<p>The growth of industrial automation is contributing to increased demand for general-purpose solutions.</p>
<hr>
<h1>By End User</h1>
<h2>Electric Vehicle</h2>
<p>The electric vehicle segment represents one of the fastest-growing applications for DC contactors. EVs require efficient power management systems to control battery energy flow.</p>
<p>DC contactors ensure safe operation by isolating battery systems during emergencies and controlling high-voltage circuits.</p>
<p>The global transition toward electric mobility is expected to significantly boost demand in this segment.</p>
<h2>Renewable Energy and Storage</h2>
<p>Renewable energy and storage applications are gaining importance due to increasing investments in clean energy infrastructure.</p>
<p>DC contactors are essential components in battery storage systems, solar power systems, and energy management solutions.</p>
<p>The expansion of renewable energy projects worldwide is creating strong growth opportunities.</p>
<h2>Aerospace and Defence</h2>
<p>Aerospace and defence applications require durable electrical components capable of performing under challenging conditions.</p>
<p>DC contactors are used in aircraft electrical systems, defence vehicles, and advanced equipment where reliability is critical.</p>
<p>Increasing defence spending and aerospace innovation are expected to support segment growth.</p>
<h2>Industrial Machinery</h2>
<p>Industrial machinery applications represent a significant market segment. DC contactors are used in automation equipment, robotics, heavy machinery, and production systems.</p>
<p>The expansion of smart manufacturing facilities is increasing demand for advanced electrical components.</p>
<h2>Others</h2>
<p>Other applications include marine systems, charging infrastructure, telecommunications, and specialized electrical equipment.</p>
<p>Growing electrification across industries is expected to create additional market opportunities.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America is a significant market due to strong adoption of electric vehicles, renewable energy projects, and advanced industrial technologies.</p>
<p>The presence of leading automotive and technology companies is supporting the demand for advanced DC contactor solutions.</p>
<p>Increasing investments in EV infrastructure and energy storage systems are expected to drive regional growth.</p>
<h2>Europe</h2>
<p>Europe is witnessing strong growth due to strict emission regulations and government support for electrification.</p>
<p>The region is focusing on expanding EV adoption, renewable energy capacity, and sustainable transportation systems.</p>
<p>The growing demand for clean energy technologies is creating opportunities for DC contactor manufacturers.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience substantial growth during the forecast period. Countries such as China, Japan, South Korea, and India are investing heavily in electric mobility and renewable energy infrastructure.</p>
<p>The region’s strong manufacturing base and increasing industrial automation are major factors supporting market expansion.</p>
<p>The rapid development of battery production facilities is also increasing demand for DC contactors.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are gradually adopting electrification technologies and renewable energy systems.</p>
<p>Increasing infrastructure development and energy modernization projects are expected to create new opportunities for DC contactor suppliers.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The DC contactor market is characterized by technological innovation, product development, and strategic partnerships. Companies are focusing on improving contactor efficiency, durability, and performance to meet evolving industry requirements.</p>
<p>Manufacturers are investing in research and development to introduce advanced high-voltage and compact DC contactor solutions.</p>
<p>Market participants are expanding their product portfolios to serve growing applications in electric vehicles, energy storage, aerospace, and industrial automation.</p>
<p>The competitive environment is driven by the need for reliable, safe, and energy-efficient electrical components.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the DC contactor market looks promising as global electrification continues to accelerate. The increasing adoption of electric vehicles, renewable energy systems, and battery storage technologies will remain key growth factors.</p>
<p>Technological advancements in high-voltage systems, smart electrical components, and compact designs are expected to create new opportunities.</p>
<p>As industries continue transitioning toward cleaner and more efficient energy solutions, DC contactors will play an important role in enabling safe and reliable power management.</p>
<p>The market is expected to witness steady growth through 2031, supported by innovation, sustainability initiatives, and increasing demand for electrified systems.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>https://www.facebook.com/LipoJaroDE/</title>
<link>https://news.bangboxonline.com/httpswwwfacebookcomlipojarode</link>
<guid>https://news.bangboxonline.com/httpswwwfacebookcomlipojarode</guid>
<description><![CDATA[ LipoJaro Germany ]]></description>
<enclosure url="https://www.facebook.com/LipoJaroDE/" length="49398" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 11:54:19 +0500</pubDate>
<dc:creator>Raphaeltrr</dc:creator>
<media:keywords>LipoJaro Germany</media:keywords>
<content:encoded><![CDATA[<p></p>
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<item>
<title>How to Hire Chari Dance and Music Group in India – Price, Booking &amp;amp; Best Performers (2026 Guide)</title>
<link>https://news.bangboxonline.com/chari-dancer-near-me</link>
<guid>https://news.bangboxonline.com/chari-dancer-near-me</guid>
<description><![CDATA[ Hire Chari Dance and Music Group in India is one of the most searched queries today for weddings, cultural events, and grand celebrations. If you are planning a royal Rajasthani-themed event, hiring a professional Chari dance group can instantly elevate the experience with traditional fire performances, folk music, and vibrant costumes. ]]></description>
<enclosure url="" length="84695" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 11:25:43 +0500</pubDate>
<dc:creator>Rajki Sapera</dc:creator>
<media:keywords>Hire Chari Dance and Music Group in India</media:keywords>
<content:encoded><![CDATA[<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a34e0ac82f71.jpg" alt=""></p>
<p class="wp-block-paragraph" style="text-align: justify;"><strong><a href="https://kalbeliadance.com/services/chari-dance/">Hire Chari Dance and Music Group in India</a></strong> is one of the most searched queries today for weddings, cultural events, and grand celebrations. If you are planning a royal Rajasthani-themed event, hiring a professional Chari dance group can instantly elevate the experience with traditional fire performances, folk music, and vibrant costumes.</p>
<p class="wp-block-paragraph" style="text-align: justify;">In this complete 2026 guide, you will learn everything about Chari dance, pricing, booking process, and how to find the best performers for your event.</p>
<h2 class="wp-block-heading" style="text-align: justify;">What is Chari Dance of Rajasthan?</h2>
<p class="wp-block-paragraph" style="text-align: justify;">Chari dance is a traditional Rajasthani folk dance performed by women balancing brass pots (Chari) on their heads, often lit with fire. It represents grace, devotion, and celebration.</p>
<p class="wp-block-paragraph" style="text-align: justify;">Today, Chari Rajasthani dance is widely performed at:</p>
<ul class="wp-block-list" style="text-align: justify;">
<li>Weddings</li>
<li>Corporate events</li>
<li>Cultural festivals</li>
<li>Private parties</li>
</ul>
<p class="wp-block-paragraph" style="text-align: justify;">Due to its visual appeal and fire element, it has become one of the most demanded performances across India.</p>
<figure class="wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-1 is-layout-flex wp-block-gallery-is-layout-flex" style="text-align: justify;">
<figure class="wp-block-image size-large" style="text-align: center;"><img class="wp-image-4012" src="https://kalbeliadance.com/wp-content/uploads/2026/04/Hire-Chari-Dance-Music-Group-in-India-1024x680.jpeg" sizes="(max-width: 1024px) 100vw, 1024px" srcset="https://kalbeliadance.com/wp-content/uploads/2026/04/Hire-Chari-Dance-Music-Group-in-India-1024x680.jpeg 1024w, https://kalbeliadance.com/wp-content/uploads/2026/04/Hire-Chari-Dance-Music-Group-in-India-300x199.jpeg 300w, https://kalbeliadance.com/wp-content/uploads/2026/04/Hire-Chari-Dance-Music-Group-in-India-768x510.jpeg 768w, https://kalbeliadance.com/wp-content/uploads/2026/04/Hire-Chari-Dance-Music-Group-in-India.jpeg 1250w" alt="Hire Chari Dance and Music Group in India" width="550" data-id="4012"></figure>
</figure>
<h2 class="wp-block-heading" style="text-align: justify;">Why Hire Chari Dance and Music Group in India for Events?</h2>
<p class="wp-block-paragraph" style="text-align: justify;">Hiring a professional Chari dance and music group in India offers multiple benefits:</p>
<h3 class="wp-block-heading" style="text-align: justify;">1. Royal Cultural Experience</h3>
<p class="wp-block-paragraph" style="text-align: justify;">It adds an authentic Rajasthani touch to your event.</p>
<h3 class="wp-block-heading" style="text-align: justify;">2. Fire Dance Attraction</h3>
<p class="wp-block-paragraph" style="text-align: justify;"><strong><a href="https://kalbeliadance.com/services/chari-dance/">Rajasthani Chari dancers with fire</a></strong> create a stunning visual performance that guests remember.</p>
<h3 class="wp-block-heading" style="text-align: justify;">3. Perfect for Weddings &amp; Parties</h3>
<p class="wp-block-paragraph" style="text-align: justify;">Whether you need a Chari dancer for wedding or a Chari dancer for party, it suits every celebration.</p>
<h3 class="wp-block-heading" style="text-align: justify;">4. Live Folk Music</h3>
<p class="wp-block-paragraph" style="text-align: justify;">Most groups include traditional musicians, enhancing the overall performance.</p>
<h2 class="wp-block-heading" style="text-align: justify;">Types of Chari Dance Performances Available</h2>
<p class="wp-block-paragraph" style="text-align: justify;">Before you hire Chari dancers, it’s important to understand the available options:</p>
<h3 class="wp-block-heading" style="text-align: justify;">Traditional <a href="https://kalbeliadance.com/services/chari-dance/">Chari Folk Dance</a></h3>
<p class="wp-block-paragraph" style="text-align: justify;">Pure cultural performance with traditional costumes and music.</p>
<h3 class="wp-block-heading" style="text-align: justify;">Fire Chari Dance</h3>
<p class="wp-block-paragraph" style="text-align: justify;">Includes fire pots, making it ideal for grand entries and night events.</p>
<h3 class="wp-block-heading" style="text-align: justify;">Fusion Performances</h3>
<p class="wp-block-paragraph" style="text-align: justify;">Combination of Chari dance with Chakri Matka dance or other Rajasthani styles.</p>
<h3 class="wp-block-heading" style="text-align: justify;">Customized Event Performances</h3>
<p class="wp-block-paragraph" style="text-align: justify;">Tailored choreography for weddings, corporate shows, and theme events.</p>
<figure class="wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-2 is-layout-flex wp-block-gallery-is-layout-flex" style="text-align: justify;">
<figure class="wp-block-image size-large" style="text-align: center;"><img class="wp-image-4013" src="https://kalbeliadance.com/wp-content/uploads/2026/04/Chari-Dance-Group-Price-in-India-1024x679.jpeg" sizes="(max-width: 1024px) 100vw, 1024px" srcset="https://kalbeliadance.com/wp-content/uploads/2026/04/Chari-Dance-Group-Price-in-India-1024x679.jpeg 1024w, https://kalbeliadance.com/wp-content/uploads/2026/04/Chari-Dance-Group-Price-in-India-300x199.jpeg 300w, https://kalbeliadance.com/wp-content/uploads/2026/04/Chari-Dance-Group-Price-in-India-768x509.jpeg 768w, https://kalbeliadance.com/wp-content/uploads/2026/04/Chari-Dance-Group-Price-in-India.jpeg 1150w" alt="Chari Dance Group Price in India" width="550" data-id="4013"></figure>
</figure>
<h2 class="wp-block-heading" style="text-align: justify;">Chari Dance Group Price in India (2026 Updated)</h2>
<p class="wp-block-paragraph" style="text-align: justify;">One of the most important questions is pricing.</p>
<h3 class="wp-block-heading" style="text-align: justify;">Average Cost Range:</h3>
<ul class="wp-block-list" style="text-align: justify;">
<li>Basic Performance: ₹8,000 – ₹15,000</li>
<li>Professional Group: ₹15,000 – ₹30,000</li>
<li>Premium Fire Performance: ₹30,000 – ₹60,000+</li>
</ul>
<h3 class="wp-block-heading" style="text-align: justify;">Price Depends On:</h3>
<ul class="wp-block-list" style="text-align: justify;">
<li>Number of dancers</li>
<li>Performance duration</li>
<li>Location (Jaipur, Delhi, Mumbai, etc.)</li>
<li>Fire elements and props</li>
<li>Live musicians included</li>
</ul>
<p class="wp-block-paragraph" style="text-align: justify;">If you are planning to hire Chari dancers for weddings, premium packages are usually recommended.</p>
<h2 class="wp-block-heading" style="text-align: justify;">How to Hire Chari Dance and Music Group in India?</h2>
<p class="wp-block-paragraph" style="text-align: justify;">Follow this step-by-step process to ensure you book the right performers:</p>
<h3 class="wp-block-heading" style="text-align: justify;">Step 1: Search with Intent Keywords</h3>
<p class="wp-block-paragraph" style="text-align: justify;">Use keywords like:</p>
<ul class="wp-block-list" style="text-align: justify;">
<li>chari dancer near me</li>
<li>chari dance group in India</li>
<li><strong><a href="https://kalbeliadance.com/services/chari-dance/">book chari dancers Jaipur</a></strong></li>
</ul>
<h3 class="wp-block-heading" style="text-align: justify;">Step 2: Check Experience &amp; Portfolio</h3>
<p class="wp-block-paragraph" style="text-align: justify;">Always review:</p>
<ul class="wp-block-list" style="text-align: justify;">
<li>Past performances</li>
<li>Videos and photos</li>
<li>Client testimonials</li>
</ul>
<h3 class="wp-block-heading" style="text-align: justify;">Step 3: Ask About Packages</h3>
<p class="wp-block-paragraph" style="text-align: justify;">Confirm:</p>
<ul class="wp-block-list" style="text-align: justify;">
<li>Pricing</li>
<li>Number of performers</li>
<li>Duration</li>
<li>Music and props</li>
</ul>
<h3 class="wp-block-heading" style="text-align: justify;">Step 4: Confirm Availability</h3>
<p class="wp-block-paragraph" style="text-align: justify;">Popular Chari dance groups in India get booked early, especially in wedding season.</p>
<h3 class="wp-block-heading" style="text-align: justify;">Step 5: Finalize Booking</h3>
<p class="wp-block-paragraph" style="text-align: justify;">Secure your date with advance payment and written confirmation.</p>
<h2 class="wp-block-heading" style="text-align: justify;">Best Chari Dance Group in India</h2>
<p class="wp-block-paragraph" style="text-align: justify;">If you are looking for a reliable and professional Chari dance company, <strong><a href="https://kalbeliadance.com/">Rajki Sapera</a></strong> is a well-known name in the industry.</p>
<figure class="wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-3 is-layout-flex wp-block-gallery-is-layout-flex" style="text-align: justify;">
<figure class="wp-block-image size-large" style="text-align: center;"><img class="wp-image-4015" src="https://kalbeliadance.com/wp-content/uploads/2026/04/What-is-Chari-Dance-of-Rajasthan-1024x683.jpeg" sizes="(max-width: 1024px) 100vw, 1024px" srcset="https://kalbeliadance.com/wp-content/uploads/2026/04/What-is-Chari-Dance-of-Rajasthan-1024x683.jpeg 1024w, https://kalbeliadance.com/wp-content/uploads/2026/04/What-is-Chari-Dance-of-Rajasthan-300x200.jpeg 300w, https://kalbeliadance.com/wp-content/uploads/2026/04/What-is-Chari-Dance-of-Rajasthan-768x512.jpeg 768w, https://kalbeliadance.com/wp-content/uploads/2026/04/What-is-Chari-Dance-of-Rajasthan.jpeg 1500w" alt="What is Chari Dance of Rajasthan" width="550" data-id="4015"></figure>
</figure>
<h3 class="wp-block-heading" style="text-align: justify;">Why Choose Rajki Sapera?</h3>
<ul class="wp-block-list" style="text-align: justify;">
<li>Experienced Rajasthani Chari dancers</li>
<li>Professional event performances</li>
<li>Fire dance specialists</li>
<li>Available for weddings, parties, and corporate events</li>
<li>Customized packages</li>
</ul>
<p class="wp-block-paragraph" style="text-align: justify;">Whether you want to hire Chari dancers for weddings or book a Chari folk dance group for a cultural event, choosing an experienced team ensures quality and safety.</p>
<h2 class="wp-block-heading" style="text-align: justify;">Where Can You Book Chari Dancers in India?</h2>
<p class="wp-block-paragraph" style="text-align: justify;">You can easily book Chari dancers in major cities such as:</p>
<ul class="wp-block-list" style="text-align: justify;">
<li>Jaipur</li>
<li>Delhi NCR</li>
<li>Mumbai</li>
<li>Udaipur</li>
<li>Jodhpur</li>
</ul>
<p class="wp-block-paragraph" style="text-align: justify;">Local searches like <strong><a href="https://share.google/uvfokNj2CzVpEyYzC" target="_blank" rel="noopener">chari dancer near me</a></strong> can help you find nearby performers quickly. However, always choose experienced professionals for better results.</p>
<h2 class="wp-block-heading" style="text-align: justify;">Chari Dance vs Other Rajasthani Folk Dances</h2>
<p class="wp-block-paragraph" style="text-align: justify;">Many clients compare Chari dance with other styles before booking.</p>
<h3 class="wp-block-heading" style="text-align: justify;">Chari Dance</h3>
<ul class="wp-block-list" style="text-align: justify;">
<li>Fire performance</li>
<li>Graceful balancing act</li>
<li>Best for grand entry</li>
</ul>
<h3 class="wp-block-heading" style="text-align: justify;">Kalbeliya Dance</h3>
<ul class="wp-block-list" style="text-align: justify;">
<li>Fast movements</li>
<li>Snake-like style</li>
</ul>
<h3 class="wp-block-heading" style="text-align: justify;">Chakri Matka Dance</h3>
<ul class="wp-block-list" style="text-align: justify;">
<li>Spinning performance</li>
<li>High-energy entertainment</li>
</ul>
<p class="wp-block-paragraph" style="text-align: justify;">For weddings and premium events, Chari dance is often the preferred choice due to its elegance and visual impact.</p>
<h2 class="wp-block-heading" style="text-align: justify;">Tips to Choose the Right Chari Dance Group</h2>
<p class="wp-block-paragraph" style="text-align: justify;">To get the best experience, keep these tips in mind:</p>
<ul class="wp-block-list" style="text-align: justify;">
<li>Choose experienced performers</li>
<li>Check safety measures for fire dance</li>
<li>Ask for live music inclusion</li>
<li>Confirm dress and theme customization</li>
<li>Book in advance during peak season</li>
</ul>
<h2 class="wp-block-heading" style="text-align: justify;">Common Questions</h2>
<h3 class="wp-block-heading" style="text-align: justify;">Q1. How much does it cost to hire Chari dancers in India?</h3>
<p class="wp-block-paragraph" style="text-align: justify;">The cost ranges from ₹8,000 to ₹60,000 depending on the performance type and group size.</p>
<h3 class="wp-block-heading" style="text-align: justify;">Q2. Can I hire Chari dancers for a private party?</h3>
<p class="wp-block-paragraph" style="text-align: justify;">Yes, Chari dancers are available for weddings, private parties, and corporate events.</p>
<h3 class="wp-block-heading" style="text-align: justify;">Q3. How to find Chari dancer near me?</h3>
<p class="wp-block-paragraph" style="text-align: justify;">You can search online or contact professional groups like Rajki Sapera for reliable booking.</p>
<h3 class="wp-block-heading" style="text-align: justify;">Q4. Is fire Chari dance safe?</h3>
<p class="wp-block-paragraph" style="text-align: justify;">Yes, when performed by trained professionals with proper safety measures.</p>
<figure class="wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-4 is-layout-flex wp-block-gallery-is-layout-flex" style="text-align: justify;">
<figure class="wp-block-image size-large" style="text-align: center;"><img class="wp-image-4016" src="https://kalbeliadance.com/wp-content/uploads/2026/04/Book-Chari-Dancers-for-Wedding-Events-1024x679.jpeg" sizes="(max-width: 1024px) 100vw, 1024px" srcset="https://kalbeliadance.com/wp-content/uploads/2026/04/Book-Chari-Dancers-for-Wedding-Events-1024x679.jpeg 1024w, https://kalbeliadance.com/wp-content/uploads/2026/04/Book-Chari-Dancers-for-Wedding-Events-300x199.jpeg 300w, https://kalbeliadance.com/wp-content/uploads/2026/04/Book-Chari-Dancers-for-Wedding-Events-768x509.jpeg 768w, https://kalbeliadance.com/wp-content/uploads/2026/04/Book-Chari-Dancers-for-Wedding-Events.jpeg 1150w" alt="Book Chari Dancers for Wedding &amp; Events" width="550" data-id="4016"></figure>
</figure>
<h2 class="wp-block-heading" style="text-align: justify;">Final Thoughts</h2>
<p class="wp-block-paragraph" style="text-align: justify;">Hiring a Chari Dance and Music Group in India is one of the best ways to add tradition, elegance, and entertainment to your event. From weddings to corporate shows, Chari dance offers a unique cultural experience that leaves a lasting impression.</p>
<p class="wp-block-paragraph" style="text-align: justify;">By following the right booking process, understanding pricing, and choosing experienced performers, you can ensure a successful and memorable performance.</p>
<h2 class="wp-block-heading" style="text-align: justify;">Book Chari Dance Group Now (CTA)</h2>
<p class="wp-block-paragraph" style="text-align: justify;">If you are planning to hire professional Chari dancers for your upcoming event, get in touch with Rajki Sapera today.</p>
<p class="wp-block-paragraph" style="text-align: justify;">WhatsApp: <a href="http://wa.me/916375349994" target="_blank" rel="noopener">http://wa.me/916375349994</a></p>
<p class="wp-block-paragraph" style="text-align: justify;">Email: <a>kalbeliadance@gmail.com</a></p>
<p class="wp-block-paragraph" style="text-align: justify;">Book now and bring the royal charm of Rajasthani Chari dance to your celebration.</p>]]> </content:encoded>
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<title>Why Continuous Dental Education Is Essential for Modern Dentists</title>
<link>https://news.bangboxonline.com/why-continuous-dental-education-is-essential-for-modern-dentists</link>
<guid>https://news.bangboxonline.com/why-continuous-dental-education-is-essential-for-modern-dentists</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="84695" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 11:16:48 +0500</pubDate>
<dc:creator>Acharyadental07</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div class="post-outer">
<div class="post">
<div class="post-body entry-content float-container" id="post-body-8387131224638412168">
<p>The field of dentistry is evolving rapidly with advancements in technology, treatment techniques, and patient expectations. Today, completing a dental degree alone is not enough for long-term professional success. Continuous learning through<span> </span><strong><a href="https://www.acharya-foundation.com/" target="_blank" rel="noopener">dental courses</a></strong>,<span> </span><strong><a href="https://www.acharya-foundation.com/" target="_blank" rel="noopener">dental education</a></strong><span> </span>programs, and specialized training has become essential for every practicing dentist. Staying updated with the latest developments helps dental professionals deliver better patient care and build successful careers.</p>
<h2>The Growing Importance of Dental Education</h2>
<p class="isSelectedEnd">Modern patients are more informed than ever before and expect high-quality treatment. Continuous<span> </span><strong>dental education</strong><span> </span>enables dentists to stay current with new materials, diagnostic tools, and treatment methods. From digital dentistry to minimally invasive procedures, ongoing learning helps practitioners improve clinical outcomes and patient satisfaction.</p>
<p class="isSelectedEnd">Dentists who regularly upgrade their knowledge can confidently handle complex cases and provide advanced treatment options that were not available a few years ago.</p>
<h2>Benefits of Enrolling in Dental Courses</h2>
<p class="isSelectedEnd">Professional<span> </span><strong><a href="https://www.acharya-foundation.com/" target="_blank" rel="noopener">dental courses</a></strong><span> </span>offer hands-on training and expert guidance that help dentists strengthen their practical skills. These courses cover a wide range of topics, including restorative dentistry, implantology, endodontics, cosmetic dentistry, and infection control.</p>
<p class="isSelectedEnd">Some key benefits include:</p>
<ul data-spread="false">
<li>Improved clinical expertise</li>
<li>Better treatment planning</li>
<li>Enhanced patient trust</li>
<li>Increased career opportunities</li>
<li>Exposure to modern dental technologies</li>
</ul>
<p class="isSelectedEnd">Continuous education ensures that dentists remain competitive in an ever-changing healthcare environment.</p>
<h2>Role of a Dental Academy in Professional Development</h2>
<p class="isSelectedEnd">A reputed<span> </span><strong><a href="https://www.acharya-foundation.com/" target="_blank" rel="noopener">dental academy</a></strong><span> </span>serves as a learning platform where dentists can gain practical experience from experienced professionals. These academies provide workshops, seminars, and advanced training programs designed to bridge the gap between theoretical knowledge and clinical practice.</p>
<p class="isSelectedEnd">By participating in academy-based programs, dentists can interact with experts, discuss challenging cases, and learn innovative treatment approaches that improve patient outcomes.</p>
<h2>Advantages of Dental Diploma Courses</h2>
<p class="isSelectedEnd">Many professionals choose<span> </span><strong><a href="https://www.acharya-foundation.com/" target="_blank" rel="noopener">dental diploma courses</a></strong><span> </span>to gain specialized knowledge in specific areas of dentistry. These programs offer structured learning and comprehensive training that help dentists develop expertise beyond their basic qualifications.</p>
<p class="isSelectedEnd">Dental diploma programs often focus on advanced clinical procedures, patient management, and emerging technologies, making them valuable for career growth and specialization.</p>
<h2>Learning Through Dental Symposium Events</h2>
<p class="isSelectedEnd">A<span> </span><strong><a href="http://acharya-foundation.com/course/nyu-delhi">dental symposium</a></strong><span> </span>provides an excellent opportunity for knowledge sharing and professional networking. These events bring together experts, researchers, educators, and practicing dentists to discuss the latest trends and innovations in dentistry.</p>
<p class="isSelectedEnd">Attending symposiums allows dental professionals to learn about new research findings, clinical techniques, and industry developments while building valuable professional connections.</p>
<h2>Importance of Dental Dam Training</h2>
<p class="isSelectedEnd">Patient safety and treatment quality are critical in modern dentistry. A<span> </span><strong><a href="https://www.acharya-foundation.com/course/rubber-dam-1-day-hands-on-course" target="_blank" rel="noopener">dental dam</a></strong><span> </span>plays an important role in maintaining a clean and isolated treatment field during various dental procedures. Proper use of a dental dam enhances treatment precision, infection control, and patient comfort.</p>
<p class="isSelectedEnd">Enrolling in a<span> </span><strong><a href="https://www.acharya-foundation.com/course/rubber-dam-1-day-hands-on-course" target="_blank" rel="noopener">dental rubber dam course</a></strong><span> </span>helps dentists master effective isolation techniques and understand the best practices for different clinical situations. This specialized training can significantly improve procedural efficiency and treatment outcomes.</p>
<h2>Conclusion</h2>
<p>In today's competitive healthcare environment, continuous learning is no longer optional for dental professionals. Through<span> </span><strong>dental courses</strong>, advanced<span> </span><strong>dental education</strong>, training at a<span> </span><strong>dental academy</strong>,<span> </span><strong>dental diploma courses</strong>, participation in a<span> </span><strong>dental symposium</strong>, and specialized programs such as a<span> </span><strong><a href="https://www.acharya-foundation.com/course/rubber-dam-1-day-hands-on-course" target="_blank" rel="noopener">dental rubber dam course</a></strong>, dentists can stay ahead of industry advancements and provide exceptional patient care. Investing in education is one of the most effective ways for dentists to enhance their skills, confidence, and professional success.</p>
</div>
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<title>Early Detection and Cardiac Sarcoidosis Treatment: Why Timing Matters</title>
<link>https://news.bangboxonline.com/early-detection-and-cardiac-sarcoidosis-treatment-why-timing-matters</link>
<guid>https://news.bangboxonline.com/early-detection-and-cardiac-sarcoidosis-treatment-why-timing-matters</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://floridalungdoctors.com/wp-content/uploads/2017/04/lungs-3d-1160x725.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 10:40:37 +0500</pubDate>
<dc:creator>Florida Lung Doctors</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>If you have ever come across sarcoidosis, you probably know it is not just a single-organ condition. It can quietly involve multiple organs, and when it reaches the heart, things become more serious than many people expect. That is where the conversation around early detection and cardiac sarcoidosis treatment becomes very important.</span></p>
<h2 dir="ltr"><span>What Makes Cardiac Sarcoidosis So Tricky?</span></h2>
<p dir="ltr"><span>Sarcoidosis can form small clusters of inflammatory cells called granulomas. When these affect the heart, they can disturb the electrical system, weaken heart muscles, or even stay hidden for a long time.</span></p>
<p dir="ltr"><span>The biggest challenge is that symptoms do not always show up clearly in the beginning. Some people feel completely fine until a serious heart event occurs. That is exactly why sarcoidosis diagnosis and treatment cannot be delayed once there is even a small sign of heart involvement.</span></p>
<p dir="ltr"><span>You might wonder, why is timing such a big deal here? The answer is simple. Heart tissue, once damaged, does not easily heal. Early treatment can stop inflammation before it turns into permanent scarring.</span></p>
<h2 dir="ltr"><span>Early Warning Signs You Should Not Ignore</span></h2>
<p dir="ltr"><span>Cardiac sarcoidosis does not always show clear warning signs. Instead, it gives mild signals that are easy to miss or confuse with other conditions.</span></p>
<p dir="ltr"><span>Here are some symptoms that doctors pay close attention to:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Unexplained fast or irregular heartbeat</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sudden fainting or near-fainting episodes</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ongoing tiredness that does not match activity levels</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Shortness of breath, even with light activity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Chest discomfort without a clear heart cause</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Dizziness or lightheadedness happening again and again</span></p>
</li>
</ul>
<p dir="ltr"><span>If you are noticing more than one of these, especially if you already have sarcoidosis in other organs, it is worth talking to your doctor about heart testing.</span></p>
<h2 dir="ltr"><span>Why Early Detection Changes Everything</span></h2>
<p dir="ltr"><span>No one likes the idea of detailed heart tests or long-term treatment plans. But in cardiac sarcoidosis treatment, early detection is not just helpful, it can save lives.</span></p>
<p dir="ltr"><span>When diagnosed early:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Inflammation can often be controlled before permanent scarring occurs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Risk of dangerous heart rhythm problems goes down</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Heart function can be protected or improved</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Treatment plans can be simpler and work better</span></p>
</li>
</ul>
<p dir="ltr"><span>On the other hand, late diagnosis often means dealing with more serious heart damage, which is harder to reverse.</span></p>
<p dir="ltr"><span>This is why specialists stress timely screening when </span><strong><a href="https://floridalungdoctors.com/blog/portfolio-items/sarcoidosis/">sarcoidosis symptoms treatment</a></strong><span> begins in any part of the body.</span></p>
<h2 dir="ltr"><span>How Diagnosis Is Usually Confirmed</span></h2>
<p dir="ltr"><span>Doctors do not depend on just one test. Instead, they use several tools together to get a clear picture.</span></p>
<p dir="ltr"><span>Common diagnostic methods include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cardiac MRI</span><span> to detect inflammation and scarring</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>PET scans</span><span> to find active inflammation areas</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>ECG and Holter monitoring</span><span> to track heart rhythm issues</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Echocardiography</span><span> to check heart function</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>In some cases, tissue biopsy for confirmation</span></p>
</li>
</ul>
<p dir="ltr"><span>The goal is not only to confirm sarcoidosis, but also to understand how much the heart is affected and whether the condition is active or long-standing.</span></p>
<h2 dir="ltr"><span>What Does Treatment Usually Involve?</span></h2>
<p dir="ltr"><span>When we talk about sarcoidosis diagnosis and treatment, especially involving the heart, it is important to understand that care is often long-term and tailored to each person.</span></p>
<p dir="ltr"><span>Cardiac sarcoidosis treatment usually focuses on three main goals: reducing inflammation, preventing complications, and protecting heart rhythm.</span></p>
<h3 dir="ltr"><span>Common treatment approaches include:</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Corticosteroids to reduce inflammation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Immune-suppressing medicines when steroids are not enough</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Medicines to control irregular heartbeats</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Devices like pacemakers or defibrillators in higher-risk cases</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Regular follow-up with scans and heart tests</span></p>
</li>
</ul>
<p dir="ltr"><span>Treatment is not the same for everyone. Your plan depends on how early the condition is found and how active it is.</span></p>
<h2 dir="ltr"><span>Why Timing Still Remains the Most Important Factor</span></h2>
<p dir="ltr"><span>Even the best treatment cannot fully undo advanced scarring. That is why timing plays a key role in this condition.</span></p>
<p dir="ltr"><span>Early treatment helps in:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Preventing sudden heart-related emergencies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reducing long-term need for strong medicines</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Supporting better day-to-day quality of life</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Avoiding permanent heart muscle damage</span></p>
</li>
</ul>
<p dir="ltr"><span>If there is one message doctors repeat often, it is this: do not wait for severe symptoms before getting checked.</span></p>
<h2 dir="ltr"><span>Living with Awareness, Not Fear</span></h2>
<p dir="ltr"><span>Hearing about heart involvement can feel stressful. But awareness is not the same as fear. In fact, awareness gives you control.</span></p>
<p dir="ltr"><span>If you are already managing sarcoidosis, regular check-ups and open talks with your doctor can make a big difference. Many people live stable and active lives when the condition is found early and managed well.</span></p>
<p dir="ltr"><span>Think of it less as a sudden crisis and more as a condition that responds well to careful attention and timely care.</span></p>
<h2 dir="ltr"><span>End Note: </span></h2>
<p dir="ltr"><span>Cardiac sarcoidosis is complex, but it is not hidden from modern medicine. The key is noticing early signs, acting quickly, and following a clear treatment plan. Whether it is sarcoidosis diagnosis and treatment or ongoing sarcoidosis symptoms treatment, timing remains the strongest factor affecting outcomes.</span></p>
<p dir="ltr"><span>When care begins early, cardiac sarcoidosis treatment is not just about controlling disease, it is about protecting long-term heart health and helping people maintain a normal life as much as possible.</span></p>
<p></p>]]> </content:encoded>
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<title>Oracle 1Z0&#45;149 Exam Preparation Guide for Certification Success</title>
<link>https://news.bangboxonline.com/oracle-1z0-149-exam-preparation-guide-for-certification-success</link>
<guid>https://news.bangboxonline.com/oracle-1z0-149-exam-preparation-guide-for-certification-success</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="84695" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 10:33:29 +0500</pubDate>
<dc:creator>Certification Exam</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:630,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1047}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:16,&quot;w&quot;:626,&quot;h&quot;:116,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1049}">For database professionals working with Oracle technology, the 1Z0-149 certification is one of the most recognized and respected credentials available. The Oracle Database Program with PL/SQL exam certifies professional-level PL/SQL programming skills and firmly positions the candidate on the Oracle Database PL/SQL Developer Certified Professional path. It is not a test for students in their first year of study. It is challenging and thorough, assuming that candidates are working from a point of knowledge and understanding rather than from scratch.</span><b bis_size="{&quot;x&quot;:366,&quot;y&quot;:116,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:668,&quot;abs_y&quot;:1149}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:148,&quot;w&quot;:630,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1181}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:150,&quot;w&quot;:284,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1183}">The Positive Side: A well-planned, purposeful </span><a href="https://www.certification-exam.com/en/dumps/oracle-exam/1z0-149-dumps/" bis_size="{&quot;x&quot;:292,&quot;y&quot;:150,&quot;w&quot;:100,&quot;h&quot;:16,&quot;abs_x&quot;:594,&quot;abs_y&quot;:1183}"><strong bis_size="{&quot;x&quot;:292,&quot;y&quot;:150,&quot;w&quot;:100,&quot;h&quot;:16,&quot;abs_x&quot;:594,&quot;abs_y&quot;:1183}">1z0-149 dumps</strong></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:150,&quot;w&quot;:622,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1183}"> preparation process makes a difference. Students who know the material for the exam, how it is organized, and how to focus their study efforts appropriately do better than those who simply broadly read. This guide offers you all the advice you will need to prepare purposefully and walk into the test ready to pass.</span><b bis_size="{&quot;x&quot;:507,&quot;y&quot;:210,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:809,&quot;abs_y&quot;:1243}"></b></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:246,&quot;w&quot;:630,&quot;h&quot;:22,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1279}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:242,&quot;w&quot;:508,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1275}">To be familiar with the Exam Structure</span><b bis_size="{&quot;x&quot;:516,&quot;y&quot;:236,&quot;w&quot;:0,&quot;h&quot;:40,&quot;abs_x&quot;:818,&quot;abs_y&quot;:1269}"></b></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:287,&quot;w&quot;:630,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1320}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:289,&quot;w&quot;:623,&quot;h&quot;:116,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1322}">The first step to the rest of the study resources is comprehending the format of the exam. The Oracle 1Z0-149 exam is made up of 65 questions, which must be completed in 90 minutes. To pass the exam, candidates must score 66 per cent, meaning they need to get at least 43 answers right. The question paper comprises the following types of questions: multiple choice and scenario-based questions, which require the application of PL/SQL knowledge to practical problems arising in the database and not just the recall of theory.</span><b bis_size="{&quot;x&quot;:263,&quot;y&quot;:389,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:565,&quot;abs_y&quot;:1422}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:421,&quot;w&quot;:630,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1454}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:423,&quot;w&quot;:627,&quot;h&quot;:116,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1456}">Underprepared candidates tend to get stumped on the scenario-based questions. You'll need to have enough knowledge of a code block to be able to read an error message and determine what went wrong, predict the output, or pick the right syntax from a bunch of similar ones, all of which can only be gained by doing more than reading about PL/SQL. This exam requires preparation, which includes hands-on practice. The difference between a student who knows the concepts and one who can use them in time-constrained situations.</span><b bis_size="{&quot;x&quot;:228,&quot;y&quot;:523,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:530,&quot;abs_y&quot;:1556}"></b></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:558,&quot;w&quot;:630,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1591}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:557,&quot;w&quot;:417,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1590}">The Core Topic Areas that you must know</span><b bis_size="{&quot;x&quot;:425,&quot;y&quot;:553,&quot;w&quot;:0,&quot;h&quot;:30,&quot;abs_x&quot;:727,&quot;abs_y&quot;:1586}"></b></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:597,&quot;w&quot;:630,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1630}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:599,&quot;w&quot;:605,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1632}">The 1Z0-149 exam syllabus is quite broad, and having an idea of the importance of each topic will guide you to spend your time wisely preparing for the exam.</span><b bis_size="{&quot;x&quot;:378,&quot;y&quot;:619,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:680,&quot;abs_y&quot;:1652}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:651,&quot;w&quot;:630,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1684}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:653,&quot;w&quot;:629,&quot;h&quot;:96,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1686}">The basis of the curriculum is PL/SQL Variables and Data Types. Candidates should know how to declare variables and use the %TYPE and %ROWTYPE attributes; they should be familiar with scalar and composite data types; and they should understand the scope and visibility of identifiers in PL/SQL blocks. These concepts are presented at various points in the exam in isolation and in a larger code scenario.</span><b bis_size="{&quot;x&quot;:138,&quot;y&quot;:733,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:440,&quot;abs_y&quot;:1766}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:765,&quot;w&quot;:630,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1798}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:767,&quot;w&quot;:624,&quot;h&quot;:96,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1800}">Executable Statements and Program Flow introduces the lexical elements of a PL/SQL block and the use of conditional logic (IF-THEN-ELSE and CASE structures), loop constructs (basic loops, WHILE loops, and FOR loops), and SQL functions in the PL/SQL executable portions of the block. Repeatedly tested: Understanding how PL/SQL interacts with SQL at the EXECUTABLE STATEMENT level.</span><b bis_size="{&quot;x&quot;:127,&quot;y&quot;:847,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:429,&quot;abs_y&quot;:1880}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:879,&quot;w&quot;:630,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1912}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:881,&quot;w&quot;:605,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1914}">A large part of the course is dedicated to writing SQL within PL/SQL. This includes using DML statements in PL/SQL blocks; using the INTO clause with queries that return only a single row; controlling transactions using COMMIT, ROLLBACK, and SAVEPOINT; and understanding implicit cursors and what information they provide for the DML statement after it is executed.</span><b bis_size="{&quot;x&quot;:531,&quot;y&quot;:941,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:833,&quot;abs_y&quot;:1974}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:973,&quot;w&quot;:630,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2006}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:975,&quot;w&quot;:621,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2008}">Explicit Cursors are one of the areas that are most heavily tested in the exam. Candidates should be familiar with the complete cursor life cycle from declaration to opening and closing, as well as cursor FOR loops as an alternative and shorter method, parameterised cursors, and cursor attributes such as %FOUND, %NOTFOUND, %ISOPEN, and %ROWCOUNT.</span><b bis_size="{&quot;x&quot;:395,&quot;y&quot;:1035,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:697,&quot;abs_y&quot;:2068}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1067,&quot;w&quot;:630,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2100}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1069,&quot;w&quot;:620,&quot;h&quot;:96,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2102}">Exception Handling includes Oracle's predefined exceptions, user-defined exceptions, the RAISE statement, RAISE_APPLICATION_ERROR procedure, and propagation of exceptions between nested PL/SQL blocks. This often involves questions on exam papers that are presented with code that contains errors, and seek candidates' answers on whether and how the exception will be thrown and handled.</span><b bis_size="{&quot;x&quot;:88,&quot;y&quot;:1149,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:390,&quot;abs_y&quot;:2182}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1181,&quot;w&quot;:630,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2214}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1183,&quot;w&quot;:627,&quot;h&quot;:116,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2216}">The professional-level programming content of Stored Procedures, Functions, and Packages sets the 1Z0-149 apart from more basic certifications. The candidates should be aware of the structure and syntax of standalone procedures and functions, IN, OUT, and IN OUT parameter modes, formal parameters vs. actual parameters, function purity levels when using in SQL statements, and the structure and benefits of a package; specification vs. body separation, public vs. private components, and package-level variables.</span><b bis_size="{&quot;x&quot;:185,&quot;y&quot;:1283,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:487,&quot;abs_y&quot;:2316}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1315,&quot;w&quot;:630,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2348}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1317,&quot;w&quot;:611,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2350}">Triggers, the structure of triggers, when triggers are fired, the: NEW and: OLD qualifiers, and the differences between row-level and statement-level triggers are all covered in triggers. The timing of trigger firing and what they can and cannot do in their bodies is continually tested.</span><b bis_size="{&quot;x&quot;:513,&quot;y&quot;:1357,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:815,&quot;abs_y&quot;:2390}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1389,&quot;w&quot;:630,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2422}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1391,&quot;w&quot;:621,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2424}">Dynamic SQL includes EXECUTE IMMEDIATE for running DDL and DML statements created at run time, bind variables and their impact on performance and security, and an alternative option for more advanced dynamic SQL situations, the DBMS_SQL package.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1463,&quot;w&quot;:630,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2496}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1465,&quot;w&quot;:626,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2498}">Bulk processing includes the BULK COLLECT clause for getting multiple rows into collections without having to make multiple context switches, the FORALL statement for efficiently performing DML operations across collections, and understanding the performance benefits of bulk operations over row-by-row operations.</span><b bis_size="{&quot;x&quot;:150,&quot;y&quot;:1525,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:452,&quot;abs_y&quot;:2558}"></b></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1560,&quot;w&quot;:630,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2593}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1559,&quot;w&quot;:308,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2592}">Create a successful study plan</span><b bis_size="{&quot;x&quot;:316,&quot;y&quot;:1555,&quot;w&quot;:0,&quot;h&quot;:30,&quot;abs_x&quot;:618,&quot;abs_y&quot;:2588}"></b></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1599,&quot;w&quot;:630,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2632}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1601,&quot;w&quot;:622,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2634}">Once you have the sections of the topic areas identified, you can create a preparation timeline that encompasses all the topic areas but doesn't burn you out before test day! A realistic preparation time for a candidate having prior Oracle database experience is 6-8 weeks of in-depth study. Allow extra time for less experienced candidates.</span><b bis_size="{&quot;x&quot;:239,&quot;y&quot;:1661,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:541,&quot;abs_y&quot;:2694}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1693,&quot;w&quot;:630,&quot;h&quot;:140,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2726}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1695,&quot;w&quot;:629,&quot;h&quot;:136,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2728}">Organize the curriculum into blocks of one or more weeks based on the above topic areas. Use the official documentation and course materials in the first half of each week to work on the concepts. The second segment should be a hands-on component, in which students write and execute PL/SQL code on an Oracle database to reinforce what they have learned. Oracle has a free offering for Oracle Database: Oracle Live SQL, which runs in a browser without any installation required. You can use it during the preparation process to create the practical fluency necessary for the scenario exam questions.</span><b bis_size="{&quot;x&quot;:71,&quot;y&quot;:1815,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:373,&quot;abs_y&quot;:2848}"></b></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1850,&quot;w&quot;:630,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2883}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1849,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2882}">Conclusion</span><b bis_size="{&quot;x&quot;:122,&quot;y&quot;:1845,&quot;w&quot;:0,&quot;h&quot;:30,&quot;abs_x&quot;:424,&quot;abs_y&quot;:2878}"></b></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1889,&quot;w&quot;:630,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2922}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1891,&quot;w&quot;:621,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2924}">65 questions are available for 90 minutes, which is just over 80 seconds per question, but remember that there are scenario-based questions that will take a bit more thought to answer and therefore require more time. Practice marking questions you don't know the answer to and revisiting them at the end of the </span><span bis_size="{&quot;x&quot;:97,&quot;y&quot;:1951,&quot;w&quot;:101,&quot;h&quot;:16,&quot;abs_x&quot;:399,&quot;abs_y&quot;:2984}">1Z0-149 dumps </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1951,&quot;w&quot;:628,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2984}">exam after completing the rest of the paper. Devoting too much time to a challenging question before a simple question is answered at the end can be detrimental.</span><b bis_size="{&quot;x&quot;:571,&quot;y&quot;:1971,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:873,&quot;abs_y&quot;:3004}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2003,&quot;w&quot;:630,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3036}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2005,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3038}">Certification-Exam </span><span bis_size="{&quot;x&quot;:126,&quot;y&quot;:2005,&quot;w&quot;:34,&quot;h&quot;:16,&quot;abs_x&quot;:428,&quot;abs_y&quot;:3038}">offers</span><span bis_size="{&quot;x&quot;:161,&quot;y&quot;:2005,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:463,&quot;abs_y&quot;:3038}"> </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2005,&quot;w&quot;:629,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3038}">an easy method of preparation for students who do not need to undergo unnecessary stress. Practice mode, exam mode, and mock exam enable candidates to learn bit by bit and to check their progress frequently. The entire process becomes more effective and convenient due to flexible access, clear explanations, and smart learning features.</span></p>]]> </content:encoded>
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<title>Salesforce Health Check Checklist for 2026: Security, Automation, Data &amp;amp; AI Optimization Guide</title>
<link>https://news.bangboxonline.com/salesforce-health-check-checklist-for-2026-security-automation-data-ai-optimization-guide</link>
<guid>https://news.bangboxonline.com/salesforce-health-check-checklist-for-2026-security-automation-data-ai-optimization-guide</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a34cac438ecb.jpg" length="75089" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 10:00:01 +0500</pubDate>
<dc:creator>kevin3</dc:creator>
<media:keywords>Salesforce Health Check</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:13,&quot;w&quot;:786,&quot;h&quot;:71,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1006}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:13,&quot;w&quot;:752,&quot;h&quot;:71,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1006}">As Salesforce continues to evolve into an AI-driven CRM ecosystem, organizations in the UK and USA are under increasing pressure to keep their orgs clean, secure, and optimized. Over time, even well-built Salesforce environments start to develop inefficiencies—unused automations, inconsistent data structures, integration bottlenecks, and security gaps.<o:p bis_size="{&quot;x&quot;:308,&quot;y&quot;:67,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:609,&quot;abs_y&quot;:1060}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:99,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1092}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:99,&quot;w&quot;:459,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1092}">This is exactly where a Salesforce Health Check becomes critical.<o:p bis_size="{&quot;x&quot;:467,&quot;y&quot;:99,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:768,&quot;abs_y&quot;:1092}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:130,&quot;w&quot;:786,&quot;h&quot;:53,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1123}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:130,&quot;w&quot;:137,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1123}">In 2026, a modern </span><a href="https://www.crfm.uk/salesforce-healthcheck-optimisation" bis_size="{&quot;x&quot;:145,&quot;y&quot;:131,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:446,&quot;abs_y&quot;:1124}"><b bis_size="{&quot;x&quot;:145,&quot;y&quot;:131,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:446,&quot;abs_y&quot;:1124}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:145,&quot;y&quot;:130,&quot;w&quot;:189,&quot;h&quot;:17,&quot;abs_x&quot;:446,&quot;abs_y&quot;:1123}">Salesforce Health Check</span></b></a><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:130,&quot;w&quot;:773,&quot;h&quot;:53,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1123}"> is no longer just a security scan—it is a full-scale diagnostic process covering security, automation, data quality, performance, and AI readiness. Businesses that regularly perform these checks see significantly better CRM adoption, faster reporting, and improved ROI.<o:p bis_size="{&quot;x&quot;:689,&quot;y&quot;:166,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:990,&quot;abs_y&quot;:1159}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:198,&quot;w&quot;:786,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1191}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:198,&quot;w&quot;:757,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1191}">This article provides a practical, real-world checklist that enterprises can use to evaluate and optimize their Salesforce org in 2026.<o:p bis_size="{&quot;x&quot;:171,&quot;y&quot;:215,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:472,&quot;abs_y&quot;:1208}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:247,&quot;w&quot;:786,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1240}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:258,&quot;w&quot;:584,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1251}"><span style="font-size: 18.0pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:247,&quot;w&quot;:584,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1240}">What is a Salesforce Health Check in 2026?<o:p bis_size="{&quot;x&quot;:592,&quot;y&quot;:247,&quot;w&quot;:0,&quot;h&quot;:30,&quot;abs_x&quot;:893,&quot;abs_y&quot;:1240}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:291,&quot;w&quot;:786,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1284}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:291,&quot;w&quot;:757,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1284}">A Salesforce Health Check is a structured assessment of your Salesforce org to identify risks, inefficiencies, and optimization opportunities across multiple layers of the platform.<o:p bis_size="{&quot;x&quot;:496,&quot;y&quot;:309,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:797,&quot;abs_y&quot;:1302}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:341,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1334}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:341,&quot;w&quot;:382,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1334}">Unlike traditional audits, the 2026 version focuses on:<o:p bis_size="{&quot;x&quot;:390,&quot;y&quot;:341,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:691,&quot;abs_y&quot;:1334}"></o:p></span></p>
<ul type="disc" bis_size="{&quot;x&quot;:7,&quot;y&quot;:373,&quot;w&quot;:786,&quot;h&quot;:88,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1366}">
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l10 level1 lfo1; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:373,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1366}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:373,&quot;w&quot;:447,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1366}">Security posture and compliance (GDPR, SOC2, ISO standards)<o:p bis_size="{&quot;x&quot;:495,&quot;y&quot;:373,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:796,&quot;abs_y&quot;:1366}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l10 level1 lfo1; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:390,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1383}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:390,&quot;w&quot;:430,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1383}">Automation efficiency (Flows, Apex, Process Builder cleanup)<o:p bis_size="{&quot;x&quot;:478,&quot;y&quot;:390,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:779,&quot;abs_y&quot;:1383}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l10 level1 lfo1; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:408,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1401}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:408,&quot;w&quot;:262,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1401}">Data integrity and duplication control<o:p bis_size="{&quot;x&quot;:310,&quot;y&quot;:408,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:611,&quot;abs_y&quot;:1401}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l10 level1 lfo1; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:426,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1419}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:426,&quot;w&quot;:251,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1419}">System performance and scalability<o:p bis_size="{&quot;x&quot;:299,&quot;y&quot;:426,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:600,&quot;abs_y&quot;:1419}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l10 level1 lfo1; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:444,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1437}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:444,&quot;w&quot;:411,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1437}">AI readiness for tools like Einstein and predictive analytics<o:p bis_size="{&quot;x&quot;:459,&quot;y&quot;:444,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:760,&quot;abs_y&quot;:1437}"></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:475,&quot;w&quot;:786,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1468}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:475,&quot;w&quot;:755,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1468}">Target Keyword Usage: Salesforce Health Check<br bis_size="{&quot;x&quot;:346,&quot;y&quot;:475,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:647,&quot;abs_y&quot;:1468}">LSI Keywords: Salesforce org assessment, CRM audit, Salesforce optimization, system performance review<o:p bis_size="{&quot;x&quot;:763,&quot;y&quot;:493,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:1064,&quot;abs_y&quot;:1486}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:525,&quot;w&quot;:786,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1518}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:536,&quot;w&quot;:712,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1529}"><span style="font-size: 18.0pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:525,&quot;w&quot;:712,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1518}">2026 Salesforce Health Check Checklist (Core Areas)<o:p bis_size="{&quot;x&quot;:720,&quot;y&quot;:525,&quot;w&quot;:0,&quot;h&quot;:30,&quot;abs_x&quot;:1021,&quot;abs_y&quot;:1518}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:569,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1562}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:569,&quot;w&quot;:636,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1562}">A complete health check should be structured into five key pillars. Let’s break them down.<o:p bis_size="{&quot;x&quot;:644,&quot;y&quot;:569,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:945,&quot;abs_y&quot;:1562}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:601,&quot;w&quot;:786,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1594}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:612,&quot;w&quot;:409,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1605}"><span style="font-size: 18.0pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:601,&quot;w&quot;:409,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1594}">Security &amp; Compliance Review<o:p bis_size="{&quot;x&quot;:417,&quot;y&quot;:601,&quot;w&quot;:0,&quot;h&quot;:30,&quot;abs_x&quot;:718,&quot;abs_y&quot;:1594}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:645,&quot;w&quot;:786,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1638}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:645,&quot;w&quot;:766,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1638}">Security is the foundation of any Salesforce org. In 2026, with increasing regulatory pressure in both the UK and USA, companies must ensure their CRM is fully compliant.<o:p bis_size="{&quot;x&quot;:448,&quot;y&quot;:663,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:749,&quot;abs_y&quot;:1656}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 3;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:694,&quot;w&quot;:786,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1687}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:699,&quot;w&quot;:198,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1692}"><span style="font-size: 13.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:694,&quot;w&quot;:198,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1687}">Key checks include:<o:p bis_size="{&quot;x&quot;:206,&quot;y&quot;:694,&quot;w&quot;:0,&quot;h&quot;:21,&quot;abs_x&quot;:507,&quot;abs_y&quot;:1687}"></o:p></span></b></p>
<ul type="disc" bis_size="{&quot;x&quot;:7,&quot;y&quot;:729,&quot;w&quot;:786,&quot;h&quot;:88,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1722}">
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:729,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1722}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:729,&quot;w&quot;:465,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1722}">User access permissions (role hierarchy, profiles, permission sets)<o:p bis_size="{&quot;x&quot;:513,&quot;y&quot;:729,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:814,&quot;abs_y&quot;:1722}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:747,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1740}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:747,&quot;w&quot;:248,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1740}">MFA enforcement and login policies<o:p bis_size="{&quot;x&quot;:296,&quot;y&quot;:747,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:597,&quot;abs_y&quot;:1740}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:765,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1758}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:765,&quot;w&quot;:204,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1758}">Field-level security validation<o:p bis_size="{&quot;x&quot;:252,&quot;y&quot;:765,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:553,&quot;abs_y&quot;:1758}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:783,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1776}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:783,&quot;w&quot;:155,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1776}">API access monitoring<o:p bis_size="{&quot;x&quot;:203,&quot;y&quot;:783,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:504,&quot;abs_y&quot;:1776}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:801,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1794}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:801,&quot;w&quot;:226,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1794}">External sharing settings review<o:p bis_size="{&quot;x&quot;:274,&quot;y&quot;:801,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:575,&quot;abs_y&quot;:1794}"></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 3;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:832,&quot;w&quot;:786,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1825}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:837,&quot;w&quot;:229,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1830}"><span style="font-size: 13.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:832,&quot;w&quot;:229,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1825}">Common issues found:<o:p bis_size="{&quot;x&quot;:237,&quot;y&quot;:832,&quot;w&quot;:0,&quot;h&quot;:21,&quot;abs_x&quot;:538,&quot;abs_y&quot;:1825}"></o:p></span></b></p>
<ul type="disc" bis_size="{&quot;x&quot;:7,&quot;y&quot;:867,&quot;w&quot;:786,&quot;h&quot;:53,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1860}">
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:867,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1860}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:867,&quot;w&quot;:175,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1860}">Over-permissioned users<o:p bis_size="{&quot;x&quot;:223,&quot;y&quot;:867,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:524,&quot;abs_y&quot;:1860}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:885,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1878}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:885,&quot;w&quot;:167,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1878}">Unused admin accounts<o:p bis_size="{&quot;x&quot;:215,&quot;y&quot;:885,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:516,&quot;abs_y&quot;:1878}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:903,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1896}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:903,&quot;w&quot;:304,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:1896}">Weak sharing rules exposing sensitive data<o:p bis_size="{&quot;x&quot;:352,&quot;y&quot;:903,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:653,&quot;abs_y&quot;:1896}"></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:935,&quot;w&quot;:786,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1928}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:935,&quot;w&quot;:772,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1928}">A strong Salesforce Health Check ensures your org is aligned with modern compliance standards and reduces risk exposure.<o:p bis_size="{&quot;x&quot;:107,&quot;y&quot;:952,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:408,&quot;abs_y&quot;:1945}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:984,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1977}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:984,&quot;w&quot;:644,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:1977}">LSI Keywords: Salesforce security audit, CRM compliance check, data protection Salesforce<o:p bis_size="{&quot;x&quot;:652,&quot;y&quot;:984,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:953,&quot;abs_y&quot;:1977}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1016,&quot;w&quot;:786,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2009}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:1027,&quot;w&quot;:505,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2020}"><span style="font-size: 18.0pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1016,&quot;w&quot;:505,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2009}">Automation &amp; Workflow Optimization<o:p bis_size="{&quot;x&quot;:513,&quot;y&quot;:1016,&quot;w&quot;:0,&quot;h&quot;:30,&quot;abs_x&quot;:814,&quot;abs_y&quot;:2009}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1060,&quot;w&quot;:786,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2053}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1060,&quot;w&quot;:739,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2053}">Most Salesforce orgs suffer from “automation overload”—too many flows, triggers, and outdated process builders running simultaneously.<o:p bis_size="{&quot;x&quot;:236,&quot;y&quot;:1078,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:537,&quot;abs_y&quot;:2071}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 3;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1110,&quot;w&quot;:786,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2103}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:1114,&quot;w&quot;:226,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2107}"><span style="font-size: 13.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1110,&quot;w&quot;:226,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2103}">Key areas to evaluate:<o:p bis_size="{&quot;x&quot;:234,&quot;y&quot;:1110,&quot;w&quot;:0,&quot;h&quot;:21,&quot;abs_x&quot;:535,&quot;abs_y&quot;:2103}"></o:p></span></b></p>
<ul type="disc" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1145,&quot;w&quot;:786,&quot;h&quot;:88,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2138}">
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1145,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2138}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1145,&quot;w&quot;:226,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2138}">Redundant or overlapping Flows<o:p bis_size="{&quot;x&quot;:274,&quot;y&quot;:1145,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:575,&quot;abs_y&quot;:2138}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1162,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2155}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1162,&quot;w&quot;:314,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2155}">Apex triggers that can be replaced with Flow<o:p bis_size="{&quot;x&quot;:362,&quot;y&quot;:1162,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:663,&quot;abs_y&quot;:2155}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1180,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2173}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1180,&quot;w&quot;:227,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2173}">Process Builder migration status<o:p bis_size="{&quot;x&quot;:275,&quot;y&quot;:1180,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:576,&quot;abs_y&quot;:2173}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1198,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2191}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1198,&quot;w&quot;:243,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2191}">Workflow rule deprecation cleanup<o:p bis_size="{&quot;x&quot;:291,&quot;y&quot;:1198,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:592,&quot;abs_y&quot;:2191}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo4; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1216,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2209}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1216,&quot;w&quot;:312,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2209}">Execution performance of automation layers<o:p bis_size="{&quot;x&quot;:360,&quot;y&quot;:1216,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:661,&quot;abs_y&quot;:2209}"></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 3;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1248,&quot;w&quot;:786,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2241}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:1252,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2245}"><span style="font-size: 13.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1248,&quot;w&quot;:157,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2241}">Why it matters:<o:p bis_size="{&quot;x&quot;:165,&quot;y&quot;:1248,&quot;w&quot;:0,&quot;h&quot;:21,&quot;abs_x&quot;:466,&quot;abs_y&quot;:2241}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1283,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2276}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1283,&quot;w&quot;:233,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2276}">Poor automation design leads to:<o:p bis_size="{&quot;x&quot;:241,&quot;y&quot;:1283,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:542,&quot;abs_y&quot;:2276}"></o:p></span></p>
<ul type="disc" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1314,&quot;w&quot;:786,&quot;h&quot;:53,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2307}">
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l8 level1 lfo5; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1314,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2307}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1314,&quot;w&quot;:158,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2307}">Slower record updates<o:p bis_size="{&quot;x&quot;:206,&quot;y&quot;:1314,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:507,&quot;abs_y&quot;:2307}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l8 level1 lfo5; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1332,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2325}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1332,&quot;w&quot;:143,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2325}">Data inconsistencies<o:p bis_size="{&quot;x&quot;:191,&quot;y&quot;:1332,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:492,&quot;abs_y&quot;:2325}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l8 level1 lfo5; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1350,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2343}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1350,&quot;w&quot;:182,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2343}">Higher maintenance costs<o:p bis_size="{&quot;x&quot;:230,&quot;y&quot;:1350,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:531,&quot;abs_y&quot;:2343}"></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1382,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2375}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1382,&quot;w&quot;:664,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2375}">A proper Salesforce Health Check helps streamline automation and improve system efficiency.<o:p bis_size="{&quot;x&quot;:672,&quot;y&quot;:1382,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:973,&quot;abs_y&quot;:2375}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1414,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2407}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1414,&quot;w&quot;:623,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2407}">LSI Keywords: Salesforce Flow optimization, automation cleanup, workflow performance<o:p bis_size="{&quot;x&quot;:631,&quot;y&quot;:1414,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:932,&quot;abs_y&quot;:2407}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1445,&quot;w&quot;:786,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2438}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:1456,&quot;w&quot;:364,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2449}"><span style="font-size: 18.0pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1445,&quot;w&quot;:364,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2438}">Data Quality &amp; Governance<o:p bis_size="{&quot;x&quot;:372,&quot;y&quot;:1445,&quot;w&quot;:0,&quot;h&quot;:30,&quot;abs_x&quot;:673,&quot;abs_y&quot;:2438}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1489,&quot;w&quot;:786,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2482}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1489,&quot;w&quot;:725,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2482}">Data is the backbone of CRM success. However, most Salesforce environments struggle with duplicate, incomplete, or outdated records.<o:p bis_size="{&quot;x&quot;:238,&quot;y&quot;:1507,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:539,&quot;abs_y&quot;:2500}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 3;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1539,&quot;w&quot;:786,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2532}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:1543,&quot;w&quot;:188,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2536}"><span style="font-size: 13.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1539,&quot;w&quot;:188,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2532}">Checklist includes:<o:p bis_size="{&quot;x&quot;:196,&quot;y&quot;:1539,&quot;w&quot;:0,&quot;h&quot;:21,&quot;abs_x&quot;:497,&quot;abs_y&quot;:2532}"></o:p></span></b></p>
<ul type="disc" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1574,&quot;w&quot;:786,&quot;h&quot;:88,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2567}">
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l11 level1 lfo6; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1574,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2567}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1574,&quot;w&quot;:224,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2567}">Duplicate record detection rules<o:p bis_size="{&quot;x&quot;:272,&quot;y&quot;:1574,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:573,&quot;abs_y&quot;:2567}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l11 level1 lfo6; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1592,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2585}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1592,&quot;w&quot;:241,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2585}">Data validation rules effectiveness<o:p bis_size="{&quot;x&quot;:289,&quot;y&quot;:1592,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:590,&quot;abs_y&quot;:2585}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l11 level1 lfo6; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1610,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2603}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1610,&quot;w&quot;:232,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2603}">Standardization of picklist values<o:p bis_size="{&quot;x&quot;:280,&quot;y&quot;:1610,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:581,&quot;abs_y&quot;:2603}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l11 level1 lfo6; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1627,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2620}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1627,&quot;w&quot;:191,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2620}">Data enrichment processes<o:p bis_size="{&quot;x&quot;:239,&quot;y&quot;:1627,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:540,&quot;abs_y&quot;:2620}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l11 level1 lfo6; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1645,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2638}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1645,&quot;w&quot;:245,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2638}">Archiving of old or inactive records<o:p bis_size="{&quot;x&quot;:293,&quot;y&quot;:1645,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:594,&quot;abs_y&quot;:2638}"></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 3;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1677,&quot;w&quot;:786,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2670}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:1681,&quot;w&quot;:120,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2674}"><span style="font-size: 13.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1677,&quot;w&quot;:120,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2670}">Key insight:<o:p bis_size="{&quot;x&quot;:128,&quot;y&quot;:1677,&quot;w&quot;:0,&quot;h&quot;:21,&quot;abs_x&quot;:429,&quot;abs_y&quot;:2670}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1712,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2705}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1712,&quot;w&quot;:765,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2705}">Companies with poor data governance often experience inaccurate forecasting and weak reporting accuracy.<o:p bis_size="{&quot;x&quot;:773,&quot;y&quot;:1712,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:1074,&quot;abs_y&quot;:2705}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1744,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2737}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1744,&quot;w&quot;:717,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2737}">A well-executed Salesforce Health Check ensures clean, reliable, and actionable data across the CRM.<o:p bis_size="{&quot;x&quot;:725,&quot;y&quot;:1744,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:1026,&quot;abs_y&quot;:2737}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1775,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2768}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1775,&quot;w&quot;:690,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2768}">LSI Keywords: Salesforce data management, CRM data quality, duplicate management Salesforce<o:p bis_size="{&quot;x&quot;:698,&quot;y&quot;:1775,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:999,&quot;abs_y&quot;:2768}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1807,&quot;w&quot;:786,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2800}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:1818,&quot;w&quot;:456,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2811}"><span style="font-size: 18.0pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1807,&quot;w&quot;:456,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2800}">Performance &amp; System Scalability<o:p bis_size="{&quot;x&quot;:464,&quot;y&quot;:1807,&quot;w&quot;:0,&quot;h&quot;:30,&quot;abs_x&quot;:765,&quot;abs_y&quot;:2800}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1851,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2844}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1851,&quot;w&quot;:658,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2844}">As organizations grow, Salesforce performance can degrade due to inefficient design choices.<o:p bis_size="{&quot;x&quot;:666,&quot;y&quot;:1851,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:967,&quot;abs_y&quot;:2844}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 3;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1883,&quot;w&quot;:786,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2876}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:1887,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2880}"><span style="font-size: 13.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1883,&quot;w&quot;:207,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2876}">Key areas to review:<o:p bis_size="{&quot;x&quot;:215,&quot;y&quot;:1883,&quot;w&quot;:0,&quot;h&quot;:21,&quot;abs_x&quot;:516,&quot;abs_y&quot;:2876}"></o:p></span></b></p>
<ul type="disc" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1918,&quot;w&quot;:786,&quot;h&quot;:88,&quot;abs_x&quot;:308,&quot;abs_y&quot;:2911}">
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo7; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1918,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2911}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1918,&quot;w&quot;:382,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2911}">Page load time and Lightning component performance<o:p bis_size="{&quot;x&quot;:430,&quot;y&quot;:1918,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:731,&quot;abs_y&quot;:2911}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo7; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1936,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2929}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1936,&quot;w&quot;:247,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2929}">Report and dashboard optimization<o:p bis_size="{&quot;x&quot;:295,&quot;y&quot;:1936,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:596,&quot;abs_y&quot;:2929}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo7; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1954,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2947}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1954,&quot;w&quot;:300,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2947}">API call limits and integration performance<o:p bis_size="{&quot;x&quot;:348,&quot;y&quot;:1954,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:649,&quot;abs_y&quot;:2947}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo7; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1971,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2964}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1971,&quot;w&quot;:242,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2964}">Large data volume (LDV) handling<o:p bis_size="{&quot;x&quot;:290,&quot;y&quot;:1971,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:591,&quot;abs_y&quot;:2964}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo7; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1989,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2982}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1989,&quot;w&quot;:261,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:2982}">Query optimization (SOQL efficiency)<o:p bis_size="{&quot;x&quot;:309,&quot;y&quot;:1989,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:610,&quot;abs_y&quot;:2982}"></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 3;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2021,&quot;w&quot;:786,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3014}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:2025,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3018}"><span style="font-size: 13.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2021,&quot;w&quot;:164,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3014}">Common issues:<o:p bis_size="{&quot;x&quot;:172,&quot;y&quot;:2021,&quot;w&quot;:0,&quot;h&quot;:21,&quot;abs_x&quot;:473,&quot;abs_y&quot;:3014}"></o:p></span></b></p>
<ul type="disc" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2056,&quot;w&quot;:786,&quot;h&quot;:53,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3049}">
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l7 level1 lfo8; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2056,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3049}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2056,&quot;w&quot;:346,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3049}">Heavy dashboards slowing down user experience<o:p bis_size="{&quot;x&quot;:394,&quot;y&quot;:2056,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:695,&quot;abs_y&quot;:3049}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l7 level1 lfo8; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2074,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3067}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2074,&quot;w&quot;:285,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3067}">Inefficient reports pulling excessive data<o:p bis_size="{&quot;x&quot;:333,&quot;y&quot;:2074,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:634,&quot;abs_y&quot;:3067}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l7 level1 lfo8; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2092,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3085}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2092,&quot;w&quot;:312,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3085}">Poorly designed integrations causing latency<o:p bis_size="{&quot;x&quot;:360,&quot;y&quot;:2092,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:661,&quot;abs_y&quot;:3085}"></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2123,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3116}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2123,&quot;w&quot;:740,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3116}">A structured Salesforce Health Check identifies bottlenecks and improves overall system responsiveness.<o:p bis_size="{&quot;x&quot;:748,&quot;y&quot;:2123,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:1049,&quot;abs_y&quot;:3116}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2155,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3148}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2155,&quot;w&quot;:697,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3148}">LSI Keywords: Salesforce performance tuning, CRM scalability, Lightning performance optimization<o:p bis_size="{&quot;x&quot;:705,&quot;y&quot;:2155,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:1006,&quot;abs_y&quot;:3148}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2187,&quot;w&quot;:786,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3180}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:2198,&quot;w&quot;:503,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3191}"><span style="font-size: 18.0pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2187,&quot;w&quot;:503,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3180}">AI Readiness &amp; Einstein Optimization<o:p bis_size="{&quot;x&quot;:511,&quot;y&quot;:2187,&quot;w&quot;:0,&quot;h&quot;:30,&quot;abs_x&quot;:812,&quot;abs_y&quot;:3180}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2231,&quot;w&quot;:786,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3224}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2231,&quot;w&quot;:750,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3224}">In 2026, Salesforce AI capabilities (Einstein, predictive scoring, automation intelligence) are a core part of enterprise CRM strategy.<o:p bis_size="{&quot;x&quot;:181,&quot;y&quot;:2249,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:482,&quot;abs_y&quot;:3242}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 3;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2281,&quot;w&quot;:786,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3274}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:2285,&quot;w&quot;:225,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3278}"><span style="font-size: 13.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2281,&quot;w&quot;:225,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3274}">Key evaluation points:<o:p bis_size="{&quot;x&quot;:233,&quot;y&quot;:2281,&quot;w&quot;:0,&quot;h&quot;:21,&quot;abs_x&quot;:534,&quot;abs_y&quot;:3274}"></o:p></span></b></p>
<ul type="disc" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2316,&quot;w&quot;:786,&quot;h&quot;:88,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3309}">
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo9; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2316,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3309}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2316,&quot;w&quot;:205,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3309}">Data readiness for AI models<o:p bis_size="{&quot;x&quot;:253,&quot;y&quot;:2316,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:554,&quot;abs_y&quot;:3309}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo9; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2333,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3326}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2333,&quot;w&quot;:291,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3326}">Accuracy of historical data for predictions<o:p bis_size="{&quot;x&quot;:339,&quot;y&quot;:2333,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:640,&quot;abs_y&quot;:3326}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo9; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2351,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3344}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2351,&quot;w&quot;:203,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3344}">Adoption of Einstein features<o:p bis_size="{&quot;x&quot;:251,&quot;y&quot;:2351,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:552,&quot;abs_y&quot;:3344}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo9; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2369,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3362}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2369,&quot;w&quot;:247,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3362}">AI-driven automation opportunities<o:p bis_size="{&quot;x&quot;:295,&quot;y&quot;:2369,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:596,&quot;abs_y&quot;:3362}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo9; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2387,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3380}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2387,&quot;w&quot;:271,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3380}">Bias or inconsistencies in training data<o:p bis_size="{&quot;x&quot;:319,&quot;y&quot;:2387,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:620,&quot;abs_y&quot;:3380}"></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 3;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2418,&quot;w&quot;:786,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3411}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:2423,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3416}"><span style="font-size: 13.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2418,&quot;w&quot;:157,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3411}">Why it matters:<o:p bis_size="{&quot;x&quot;:165,&quot;y&quot;:2418,&quot;w&quot;:0,&quot;h&quot;:21,&quot;abs_x&quot;:466,&quot;abs_y&quot;:3411}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2454,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3447}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2454,&quot;w&quot;:668,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3447}">Without proper preparation, AI outputs become unreliable and reduce decision-making quality.<o:p bis_size="{&quot;x&quot;:676,&quot;y&quot;:2454,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:977,&quot;abs_y&quot;:3447}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2485,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3478}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2485,&quot;w&quot;:637,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3478}">A modern Salesforce Health Check ensures your org is ready for AI-driven transformation.<o:p bis_size="{&quot;x&quot;:645,&quot;y&quot;:2485,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:946,&quot;abs_y&quot;:3478}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2517,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3510}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2517,&quot;w&quot;:688,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3510}">LSI Keywords: Salesforce Einstein optimization, AI CRM readiness, predictive analytics Salesforce<o:p bis_size="{&quot;x&quot;:696,&quot;y&quot;:2517,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:997,&quot;abs_y&quot;:3510}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2549,&quot;w&quot;:786,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3542}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:2560,&quot;w&quot;:736,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3553}"><span style="font-size: 18.0pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2549,&quot;w&quot;:736,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3542}">Benefits of Running a Regular Salesforce Health Check<o:p bis_size="{&quot;x&quot;:744,&quot;y&quot;:2549,&quot;w&quot;:0,&quot;h&quot;:30,&quot;abs_x&quot;:1045,&quot;abs_y&quot;:3542}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2593,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3586}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2593,&quot;w&quot;:631,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3586}">Organizations in the UK and USA typically perform health checks quarterly or bi-annually.<o:p bis_size="{&quot;x&quot;:639,&quot;y&quot;:2593,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:940,&quot;abs_y&quot;:3586}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 3;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2625,&quot;w&quot;:786,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3618}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:2629,&quot;w&quot;:211,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3622}"><span style="font-size: 13.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2625,&quot;w&quot;:211,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3618}">Key benefits include:<o:p bis_size="{&quot;x&quot;:219,&quot;y&quot;:2625,&quot;w&quot;:0,&quot;h&quot;:21,&quot;abs_x&quot;:520,&quot;abs_y&quot;:3618}"></o:p></span></b></p>
<ul type="disc" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2660,&quot;w&quot;:786,&quot;h&quot;:106,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3653}">
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l9 level1 lfo10; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2660,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3653}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2660,&quot;w&quot;:275,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3653}">Improved CRM performance and speed<o:p bis_size="{&quot;x&quot;:323,&quot;y&quot;:2660,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:624,&quot;abs_y&quot;:3653}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l9 level1 lfo10; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2678,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3671}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2678,&quot;w&quot;:294,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3671}">Stronger security and compliance posture<o:p bis_size="{&quot;x&quot;:342,&quot;y&quot;:2678,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:643,&quot;abs_y&quot;:3671}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l9 level1 lfo10; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2695,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3688}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2695,&quot;w&quot;:239,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3688}">Better data accuracy for reporting<o:p bis_size="{&quot;x&quot;:287,&quot;y&quot;:2695,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:588,&quot;abs_y&quot;:3688}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l9 level1 lfo10; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2713,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3706}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2713,&quot;w&quot;:163,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3706}">Reduced technical debt<o:p bis_size="{&quot;x&quot;:211,&quot;y&quot;:2713,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:512,&quot;abs_y&quot;:3706}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l9 level1 lfo10; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2731,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3724}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2731,&quot;w&quot;:187,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3724}">Higher user adoption rates<o:p bis_size="{&quot;x&quot;:235,&quot;y&quot;:2731,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:536,&quot;abs_y&quot;:3724}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l9 level1 lfo10; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2749,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3742}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2749,&quot;w&quot;:195,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3742}">Future-ready AI capabilities<o:p bis_size="{&quot;x&quot;:243,&quot;y&quot;:2749,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:544,&quot;abs_y&quot;:3742}"></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2780,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3773}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2780,&quot;w&quot;:703,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3773}">Simply put, a structured Salesforce Health Check directly improves ROI from your CRM investment.<o:p bis_size="{&quot;x&quot;:711,&quot;y&quot;:2780,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:1012,&quot;abs_y&quot;:3773}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2812,&quot;w&quot;:786,&quot;h&quot;:60,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3805}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:2823,&quot;w&quot;:744,&quot;h&quot;:46,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3816}"><span style="font-size: 18.0pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2812,&quot;w&quot;:744,&quot;h&quot;:60,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3805}">Recommended Backlink Placement Strategy (For Guest Posting)<o:p bis_size="{&quot;x&quot;:122,&quot;y&quot;:2842,&quot;w&quot;:0,&quot;h&quot;:30,&quot;abs_x&quot;:423,&quot;abs_y&quot;:3835}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2886,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3879}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2886,&quot;w&quot;:634,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3879}">To maximize SEO impact for your target page, here’s how to strategically place backlinks:<o:p bis_size="{&quot;x&quot;:642,&quot;y&quot;:2886,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:943,&quot;abs_y&quot;:3879}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 3;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2918,&quot;w&quot;:786,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3911}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:2922,&quot;w&quot;:352,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3915}"><span style="font-size: 13.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2918,&quot;w&quot;:352,&quot;h&quot;:21,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3911}">1. Contextual Placement (Primary)<o:p bis_size="{&quot;x&quot;:360,&quot;y&quot;:2918,&quot;w&quot;:0,&quot;h&quot;:21,&quot;abs_x&quot;:661,&quot;abs_y&quot;:3911}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2953,&quot;w&quot;:786,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3946}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2953,&quot;w&quot;:297,&quot;h&quot;:17,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3946}">Place your backlink in sections discussing:<o:p bis_size="{&quot;x&quot;:305,&quot;y&quot;:2953,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:606,&quot;abs_y&quot;:3946}"></o:p></span></p>
<ul type="disc" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2985,&quot;w&quot;:786,&quot;h&quot;:53,&quot;abs_x&quot;:308,&quot;abs_y&quot;:3978}">
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo11; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2985,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3978}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:2985,&quot;w&quot;:155,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3978}">CRM audit importance<o:p bis_size="{&quot;x&quot;:203,&quot;y&quot;:2985,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:504,&quot;abs_y&quot;:3978}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo11; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:3003,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3996}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:3003,&quot;w&quot;:225,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:3996}">Salesforce optimization services<o:p bis_size="{&quot;x&quot;:273,&quot;y&quot;:3003,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:574,&quot;abs_y&quot;:3996}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo11; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:3020,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:4013}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:3020,&quot;w&quot;:151,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:4013}">Health check benefits<o:p bis_size="{&quot;x&quot;:199,&quot;y&quot;:3020,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:500,&quot;abs_y&quot;:4013}"></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:3052,&quot;w&quot;:786,&quot;h&quot;:18,&quot;abs_x&quot;:308,&quot;abs_y&quot;:4045}"><span style="font-size: 10.5pt; font-family: 'Segoe UI Symbol',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Segoe UI Symbol'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:3052,&quot;w&quot;:14,&quot;h&quot;:18,&quot;abs_x&quot;:308,&quot;abs_y&quot;:4045}">👉</span><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:21,&quot;y&quot;:3053,&quot;w&quot;:156,&quot;h&quot;:17,&quot;abs_x&quot;:322,&quot;abs_y&quot;:4046}"> Example anchor text:<o:p bis_size="{&quot;x&quot;:178,&quot;y&quot;:3053,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:479,&quot;abs_y&quot;:4046}"></o:p></span></p>
<ul type="disc" bis_size="{&quot;x&quot;:7,&quot;y&quot;:3085,&quot;w&quot;:786,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:4078}">
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo12; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:3085,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:4078}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:3085,&quot;w&quot;:238,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:4078}">Salesforce Health Check services”<o:p bis_size="{&quot;x&quot;:286,&quot;y&quot;:3085,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:587,&quot;abs_y&quot;:4078}"></o:p></span></li>
<li class="MsoNormal" style="color: black; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo12; tab-stops: list 36.0pt;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:3103,&quot;w&quot;:746,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:4096}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:47,&quot;y&quot;:3103,&quot;w&quot;:308,&quot;h&quot;:17,&quot;abs_x&quot;:348,&quot;abs_y&quot;:4096}">Salesforce optimization and audit solutions”<o:p bis_size="{&quot;x&quot;:356,&quot;y&quot;:3103,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:657,&quot;abs_y&quot;:4096}"></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:3135,&quot;w&quot;:786,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:4128}"><b bis_size="{&quot;x&quot;:7,&quot;y&quot;:3146,&quot;w&quot;:199,&quot;h&quot;:16,&quot;abs_x&quot;:308,&quot;abs_y&quot;:4139}"><span style="font-size: 18.0pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:3135,&quot;w&quot;:199,&quot;h&quot;:30,&quot;abs_x&quot;:308,&quot;abs_y&quot;:4128}">Final Thoughts<o:p bis_size="{&quot;x&quot;:207,&quot;y&quot;:3135,&quot;w&quot;:0,&quot;h&quot;:30,&quot;abs_x&quot;:508,&quot;abs_y&quot;:4128}"></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:3179,&quot;w&quot;:786,&quot;h&quot;:53,&quot;abs_x&quot;:308,&quot;abs_y&quot;:4172}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:3179,&quot;w&quot;:779,&quot;h&quot;:53,&quot;abs_x&quot;:308,&quot;abs_y&quot;:4172}">A Salesforce Health Check in 2026 is no longer optional—it is a strategic necessity for any organization relying on Salesforce as its core CRM platform. With increasing complexity in automation, AI adoption, and data governance, regular assessments ensure your system stays secure, fast, and future-ready.<o:p bis_size="{&quot;x&quot;:650,&quot;y&quot;:3214,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:951,&quot;abs_y&quot;:4207}"></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:3246,&quot;w&quot;:786,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:4239}"><span style="font-size: 10.5pt; font-family: 'Verdana',sans-serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: black; mso-fareast-language: EN-IN;" bis_size="{&quot;x&quot;:7,&quot;y&quot;:3246,&quot;w&quot;:769,&quot;h&quot;:35,&quot;abs_x&quot;:308,&quot;abs_y&quot;:4239}">Whether you are a mid-sized business or an enterprise in the UK or USA, investing in a structured Salesforce evaluation process can significantly improve operational efficiency and long-term scalability.<o:p bis_size="{&quot;x&quot;:656,&quot;y&quot;:3264,&quot;w&quot;:0,&quot;h&quot;:17,&quot;abs_x&quot;:957,&quot;abs_y&quot;:4257}"></o:p></span></p>]]> </content:encoded>
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<item>
<title>Nagaspin99 Akses Online Cepat</title>
<link>https://news.bangboxonline.com/nagaspin99-akses-online-cepat</link>
<guid>https://news.bangboxonline.com/nagaspin99-akses-online-cepat</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="75089" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 09:30:59 +0500</pubDate>
<dc:creator>Ateeb Khatri</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h2 data-section-id="amlsa0" data-start="80" data-end="139">Pengenalan Tentang Nagaspin99 dalam Dunia Hiburan Online</h2>
<p data-start="141" data-end="591">Nagaspin99 merupakan salah satu platform hiburan digital yang semakin dikenal di kalangan pengguna yang mencari pengalaman bermain yang praktis, cepat, dan mudah diakses. Di era teknologi seperti sekarang, kebutuhan akan hiburan berbasis online terus meningkat, dan <a href="https://www.restaurantcoenraads.nl/">slot gacor</a> hadir sebagai bagian dari perkembangan tersebut dengan menawarkan berbagai jenis permainan yang dirancang untuk memberikan kenyamanan serta pengalaman yang lebih interaktif.</p>
<p data-start="593" data-end="954">Platform ini biasanya dikenal karena menggabungkan teknologi modern dengan sistem yang ramah pengguna, sehingga baik pemula maupun pengguna berpengalaman dapat dengan mudah memahami cara kerja dan menikmati layanan yang tersedia. Dengan konsep hiburan digital yang fleksibel, Nagaspin99 menjadi salah satu pilihan yang banyak dibicarakan dalam komunitas online.</p>
<h2 data-section-id="3dlpfz" data-start="956" data-end="1015">Kemudahan Akses dan Tampilan Platform yang User Friendly</h2>
<p data-start="1017" data-end="1352">Salah satu keunggulan utama dari Nagaspin99 adalah kemudahan akses yang ditawarkannya. Platform ini dirancang agar dapat digunakan melalui berbagai perangkat seperti smartphone, tablet, maupun komputer tanpa mengalami kendala berarti. Hal ini membuat pengguna bisa menikmati layanan kapan saja dan di mana saja sesuai kebutuhan mereka.</p>
<p data-start="1354" data-end="1712">Tampilan antarmuka yang sederhana namun modern juga menjadi nilai tambah tersendiri. Navigasi yang jelas membantu pengguna untuk menemukan fitur yang mereka inginkan tanpa harus melalui proses yang rumit. Desain yang responsif ini membuat pengalaman pengguna menjadi lebih nyaman, terutama bagi mereka yang baru pertama kali mencoba platform hiburan digital.</p>
<h2 data-section-id="1m9g5nt" data-start="1714" data-end="1768">Ragam Fitur dan Hiburan yang Tersedia di Nagaspin99</h2>
<p data-start="1770" data-end="1999">Nagaspin99 dikenal menyediakan berbagai jenis hiburan digital yang dirancang untuk memenuhi berbagai preferensi pengguna. Setiap fitur dibuat dengan konsep yang menarik sehingga mampu memberikan pengalaman yang tidak membosankan.</p>
<p data-start="2001" data-end="2324">Selain itu, sistem yang digunakan juga umumnya sudah dioptimalkan untuk memberikan performa yang stabil, sehingga pengguna dapat menikmati hiburan tanpa gangguan teknis yang berarti. Hal ini sangat penting dalam dunia digital, di mana kecepatan dan stabilitas menjadi faktor utama dalam menentukan kualitas sebuah platform.</p>
<p data-start="2326" data-end="2571">Pengguna juga biasanya disuguhi berbagai pilihan permainan yang dapat disesuaikan dengan gaya bermain masing-masing. Dengan variasi ini, Nagaspin99 mampu menarik perhatian berbagai kalangan yang memiliki minat berbeda dalam dunia hiburan online.</p>
<h2 data-section-id="9fylg3" data-start="2573" data-end="2622">Keamanan dan Sistem Perlindungan Data Pengguna</h2>
<p data-start="2624" data-end="2980">Dalam dunia digital, keamanan menjadi salah satu aspek yang sangat penting. Nagaspin99 memahami hal ini dengan menghadirkan sistem perlindungan data yang dirancang untuk menjaga privasi pengguna. Teknologi enkripsi biasanya digunakan untuk memastikan bahwa setiap aktivitas yang dilakukan tetap aman dan tidak mudah diakses oleh pihak yang tidak berwenang.</p>
<p data-start="2982" data-end="3288">Selain itu, sistem keamanan internal juga terus diperbarui untuk mengantisipasi berbagai risiko yang mungkin muncul di dunia online. Dengan adanya lapisan keamanan ini, pengguna dapat merasa lebih tenang saat menggunakan platform tanpa harus khawatir terhadap kebocoran data atau gangguan keamanan lainnya.</p>
<h2 data-section-id="n5pb8o" data-start="3290" data-end="3330">Performa Server yang Stabil dan Cepat</h2>
<p data-start="3332" data-end="3569">Salah satu faktor yang membuat Nagaspin99 semakin diminati adalah performa server yang stabil. Dalam platform hiburan digital, kecepatan akses menjadi hal yang sangat penting karena dapat mempengaruhi kenyamanan pengguna secara langsung.</p>
<p data-start="3571" data-end="3841">Dengan dukungan sistem server yang baik, Nagaspin99 mampu memberikan pengalaman bermain yang lancar tanpa gangguan seperti lag atau downtime yang berkepanjangan. Hal ini tentu menjadi nilai tambah bagi pengguna yang menginginkan pengalaman hiburan tanpa hambatan teknis.</p>
<h2 data-section-id="1jp8sp1" data-start="3843" data-end="3890">Akses Fleksibel dan Dukungan Multi Perangkat</h2>
<p data-start="3892" data-end="4110">Nagaspin99 juga menawarkan fleksibilitas tinggi dalam hal akses. Pengguna tidak terbatas pada satu jenis perangkat saja, melainkan dapat mengakses platform melalui berbagai perangkat dengan sistem operasi yang berbeda.</p>
<p data-start="4112" data-end="4392">Kemampuan multi perangkat ini memberikan kebebasan kepada pengguna untuk menikmati hiburan kapan saja sesuai dengan situasi mereka. Baik saat berada di rumah maupun saat bepergian, platform ini tetap dapat diakses dengan mudah selama terhubung dengan koneksi internet yang stabil.</p>
<h2 data-section-id="ry20du" data-start="4394" data-end="4445">Pengalaman Pengguna yang Menjadi Prioritas Utama</h2>
<p data-start="4447" data-end="4776">Dalam pengembangannya, Nagaspin99 tampaknya sangat fokus pada pengalaman pengguna. Setiap fitur yang disediakan dirancang untuk memberikan kenyamanan serta kemudahan dalam penggunaan. Hal ini terlihat dari desain antarmuka yang sederhana, proses navigasi yang cepat, serta sistem yang responsif terhadap setiap perintah pengguna.</p>
<p data-start="4778" data-end="4996">Pendekatan ini menunjukkan bahwa platform tidak hanya berfokus pada fitur semata, tetapi juga pada bagaimana pengguna dapat merasakan pengalaman yang menyenangkan dan tidak rumit saat menggunakan layanan yang tersedia.</p>
<h2 data-section-id="lik543" data-start="4998" data-end="5055">Kesimpulan Nagaspin99 Sebagai Platform Hiburan Digital</h2>
<p data-start="5057" data-end="5409">Nagaspin99 dapat dipandang sebagai salah satu platform hiburan digital yang menawarkan kombinasi antara kemudahan akses, keamanan, dan pengalaman pengguna yang optimal. Dengan tampilan yang user friendly, sistem yang stabil, serta dukungan multi perangkat, platform ini mampu memberikan pengalaman hiburan yang relevan dengan kebutuhan pengguna modern.</p>]]> </content:encoded>
</item>

<item>
<title>Aircraft Leasing In Gift City: India’s Bid To Become The Next Global Aviation Finance Hub</title>
<link>https://news.bangboxonline.com/Aircraft-Leasing-In-Gift-City%3A-India%E2%80%99s-Bid-To-Become-The-Next-Global-Aviation-Finance-Hub</link>
<guid>https://news.bangboxonline.com/Aircraft-Leasing-In-Gift-City%3A-India%E2%80%99s-Bid-To-Become-The-Next-Global-Aviation-Finance-Hub</guid>
<description><![CDATA[ Aircraft leasing has emerged as the dominant mode of fleet acquisition in the global aviation industry, enabling airlines to access aircraft without committing significant capital to outright ownership. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a34c5032fb5f.jpg" length="59473" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 09:26:51 +0500</pubDate>
<dc:creator>maheshwariandco</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>Aircraft leasing has emerged as the dominant mode of fleet acquisition in the global aviation industry, enabling airlines to access aircraft without committing significant capital to outright ownership. While India has witnessed sustained growth in passenger traffic and fleet expansion over the past decade, the legal ownership and financing structures underpinning a substantial portion of aircraft operated by Indian carriers have historically been established outside India, most notably in jurisdictions such as Ireland and Singapore.</p>
<p>This position has long presented a strategic paradox. Although India is among the world’s fastest-growing aviation markets and a significant consumer of leased aircraft, much of the economic value associated with aircraft financing, leasing, asset management, and related professional services has accrued to offshore financial centres.</p>
<p>The development of the International Financial Services Centre (“<b>IFSC</b>“) at<span> </span><a href="https://en.wikipedia.org/wiki/GIFT_City" target="_blank" rel="noopener">Gujarat International Finance Tec-City (“<b>GIFT City</b>“)</a><span> </span>represents a deliberate policy initiative to address this imbalance. Through a combination of regulatory reforms, tax incentives, foreign currency operating flexibility, and legislative measures designed to strengthen creditor protections, India has sought to establish an ecosystem capable of supporting aircraft leasing and financing activities within its own jurisdiction.</p>
<p>The extent to which GIFT City will be able to compete with established aircraft leasing jurisdictions will become evident over time. However, India is no longer positioning itself solely as a market for leased aircraft; it is actively building the regulatory and institutional framework required to support aircraft leasing and financing activities within its own jurisdiction.</p>
<p class="related"><strong>Explore More:<span> </span></strong><a href="https://www.maheshwariandco.com/practice-areas/aviation-law/">Civil Aviation Law Firm</a></p>
<h2><span class="ez-toc-section" id="Significance_of_Aircraft_Leasing" ez-toc-data-id="#Significance_of_Aircraft_Leasing"></span>Significance of Aircraft Leasing<span class="ez-toc-section-end"></span></h2>
<p>The modern aviation industry is largely built around leasing arrangements rather than direct aircraft ownership. The most common leasing structures are operating leases, under which aircraft are leased for a specified period and returned to the lessor upon expiry, and finance leases, where the payment structure is designed to facilitate eventual ownership. India is no exception to this global trend.</p>
<p>The commercial rationale for aircraft leasing is straightforward. An Airbus A320neo typically carries a value of over USD 110 million when purchased, but can be leased for a much lesser monthly amount. For airlines and operators operating on thin margins, leasing transforms a substantial capital investment into an a manageable operating expense, allowing for expansion of routes and infrastructure. Two largest carriers in India have historically run more than 80 per cent leasing, and the change is happening in Air India as its 570-aircraft order of Airbus/Boeing is progressively inducted into its fleet.</p>
<p>Until recently, almost all aircraft leases involving Indian carriers were arranged offshore. Over the years, Ireland developed itself as the global centre for aircraft leasing, with double taxation agreements which ensure that lessors can collect rents from all over the world with minimal withholding hassles; Singapore has a similar function in Asia. As a result, Indian airlines became some of the largest users of leased aircraft in the world, while a significant portion of the associated economic activity including financing, asset management, management fees and banking services, remained outside India.</p>
<h2><span class="ez-toc-section" id="Establishment_of_GIFT_City_and_Its_Regulatory_Framework" ez-toc-data-id="#Establishment_of_GIFT_City_and_Its_Regulatory_Framework"></span>Establishment of GIFT City and Its Regulatory Framework<span class="ez-toc-section-end"></span></h2>
<p>GIFT City answers a structural question: how can a country with capital controls, a multi-regulator financial system, and a non-convertible currency host activity conducted in US dollars, governed by familiar global structures, and competitive with offshore centres?</p>
<p>The answer was a regulatory enclave, an International Financial Services Centre (IFSC), where entities can transact in foreign currency, are governed by a single regulator (the IFSCA) instead of multiple regulatory bodies such as the RBI, SEBI, and IRDAI separately, and benefit from a tax regime calibrated against established financial centres such as Dublin, Singapore, and Dubai.</p>
<p>Aircraft leasing was a natural fit within this framework. The business model of acquiring aircraft, leasing them for foreign-currency rentals, and ultimately disposing of them required no change to the way Indian carriers operated; it merely required a jurisdiction in which lessors could be domiciled on terms comparable to those offered by established leasing hubs such as Ireland. With forecasts indicating that Indian carriers may require between 1,500 and 2,000 additional aircraft by 2040, the question was never whether this financing would take place, but whether India could capture a share of the associated economic activity domestically.</p>
<p>The regulatory framework governing aircraft leasing in GIFT City is layered and interconnected. At its foundation, the IFSCA Act, 2019 establishes the consolidated regulator, and the IFSCA (Finance Company) Regulations, 2021 require entities undertaking leasing activities within the IFSC to be registered as a Finance Company or a Finance Unit. Complementing this regulatory architecture, The<span> </span><a href="https://ifsca.gov.in/Pages/Contents/Aircraft_Leasing" target="_blank" rel="noopener">Aircraft Leasing Framework, 2022</a><span> </span>(as amended) treats aircraft leasing (operating and finance and hybrid) as a recognised financial product, in the same regulatory sphere as products in banking and capital markets at GIFT City.</p>
<p>This framework is further reinforced by a series of regulatory and administrative measures designed to facilitate leasing activities within the IFSC. The DGCA has exempted IFSC-based leasing entities from the requirement of obtaining approvals or no-objection certificates for the import of aircraft, while the Directorate General of Foreign Trade (DGFT) facilitates the grant of the necessary import clearances. Essentially, the Protection of Interests in Aircraft Objects Act, 2025 has brought India’s domestic legal framework into closer alignment with the Cape Town Convention, including its provisions relating to creditor remedies and repossession in the event of a lessee default. Given that the availability and enforceability of repossession rights remain among the foremost considerations for aircraft lessors and financiers when determining the jurisdiction through which leasing transactions are structured, this legislative development has significantly strengthened the credibility of GIFT City as an emerging aircraft leasing hub.</p>
<p>The permitted scope of activities is wide and may encompass, among other things, a range of structured transactions such as sale and leaseback arrangements, along with leasing and financing activities involving aircraft, helicopters, engines and replacement parts, which collectively represent the most commonly used transaction structures in the aviation industry and have historically formed the basis of leasing arrangements between Indian carriers and offshore lessors.</p>
<p>The tax regime has been a significant factor in attracting leasing and financing activities to GIFT City. The highlight of the package is the Section 80LA deduction, which permits eligible IFSC units to claim an income tax deduction of 100 per cent for the first 10 years in a 15 year span, equating to a de facto 20 year income tax holiday. The eligibility period to commence operating has been extended from 31 March 2026 to 31 March 2030, thereby providing additional time for prospective participants to establish their presence within the IFSC.</p>
<p>Beyond the headline deduction, the framework seeks to address several tax inefficiencies that have influenced the structuring of cross-border leasing transactions. There is generally no withholding tax on rentals to a non-resident lessor, which is typically about 20 per cent in traditional jurisdictions, but can be reduced to 3- 4 per cent in GIFT City through its transactional structures and regulatory frameworks. Income derived by an IFSC unit from the transfer of an aircraft or ship that has been leased may qualify for the deduction available under Section 80LA of the Income-tax Act, 1961. In addition, capital gains arising from the transfer of equity shares of an eligible IFSC aircraft leasing entity may be exempted where such transfer is made to a non-resident or another eligible IFSC aircraft leasing unit, subject to commencement of operations prior to 1 April 2026 and compliance with the prescribed statutory conditions, including the applicable time limits for distribution of gains.</p>
<p>The indirect tax situation is more complicated with lease rentals from an IFSC unit to an Indian operator, where lease rentals by IFSC unit are subject to 5 per cent IGST under forward charge, as compared to foreign-lessor lease rentals, which usually result in the liability of the leasing airline, who is eligible to claim on an input tax credit basis. Accordingly, the prime benefit of the GIFT City is the direct tax efficiency, and withholding relief, rather than any comprehensive exemption from indirect taxes. In addition, eligible domestic companies may opt for the concessional corporate tax regime, subject to satisfaction of the prescribed conditions and the applicable provisions relating to minimum alternate tax.</p>
<h2><span class="ez-toc-section" id="Commercial_Opportunities_for_Airlines_and_Lessors" ez-toc-data-id="#Commercial_Opportunities_for_Airlines_and_Lessors"></span>Commercial Opportunities for Airlines and Lessors<span class="ez-toc-section-end"></span></h2>
<p>For Indian carriers, the central opportunity lies in accessing aircraft leasing structures through a domestic financial centre while continuing to transact in internationally accepted financing and leasing arrangements. This offers the potential benefits of proximity in negotiations, alignment with domestic business requirements and access to India-based leasing structures, notwithstanding that transactions may continue to be denominated in foreign currency. The civil aviation minister has indicated IndiGo alone is expected to lease nearly 150 aircraft through GIFT City structures.</p>
<p>The growing acceptance of the framework is reflected in the steps taken by major Indian carriers to establish a presence within GIFT City. IndiGo has set up a wholly owned leasing subsidiary in Gujarat, while Air India operates through AI Fleet Services IFSC, its leasing arm in GIFT City. Notably, AI Fleet Services IFSC completed the first commercial aircraft financing transaction structured through a GIFT City borrower, a USD 215 million seven-year term loan from Standard Chartered and Bank of India to finance six Boeing 777-300ER aircrafts. Such transactions demonstrate to the international lenders that GIFT City-domiciled entities can access global debt markets on commercially viable terms.</p>
<p>For lessors, whether domestic participants or established international operators, GIFT City offers a tax regime that is intended to compete with established aircraft leasing jurisdictions such as Ireland or Singapore. In addition to providing access to a market projected to become one of the world’s largest aviation sectors, the framework benefits from a unified regulatory process under the IFSCA, in contrast to the traditional multi-regulator approach applicable elsewhere in India. The ecosystem has expanded from a limited number of early participants to more than twenty registered lessors by 2025, while transaction volumes reportedly increased by approximately 30 per cent during 2024. The Government has also articulated its objective of enabling GIFT City to account for approximately 25 per cent of India’s aircraft leasing activity by 2030.</p>
<h2><span class="ez-toc-section" id="Key_Challenges_and_Future_Considerations" ez-toc-data-id="#Key_Challenges_and_Future_Considerations"></span>Key Challenges and Future Considerations<span class="ez-toc-section-end"></span></h2>
<p>Notwithstanding the progress achieved to date, the development of an aircraft leasing ecosystem in GIFT City remains a work in progress. The first challenge relates to acceptance by established international lessors. While Indian operators such as JetSetGo and Vman Aero have commenced operations through GIFT City structures, many of the large international lessors that account for a significant share of the global leased aircraft fleet continue to operate primarily through established jurisdictions such as Ireland. Tax incentives alone may not be sufficient to displace business models that have evolved over several decades and are supported by mature financial, legal and institutional infrastructure.</p>
<p>Secondly, while the Protection of Interests in Aircraft Objects Act, 2025 represents a significant step towards aligning India’s legal framework with the Cape Town Convention, its effectiveness will ultimately be tested through practical implementation. International lessors and financiers are likely to closely monitor the first contested cases involving repossession and enforcement of creditor remedies. Any uncertainty arising from insolvency proceedings or judicial interpretation may affect market confidence in the framework.</p>
<p>Thirdly, the applicable IGST regime continues to present certain structuring considerations. The imposition of IGST on lease rentals involving IFSC entities may influence transaction economics and requires careful evaluation by counterparties when comparing GIFT City structures with alternative leasing jurisdictions.</p>
<p>A further consideration relates to market concentration. Many activities within GIFT City currently remains linked to Indian carriers, particularly Air India and IndiGo, through their respective leasing entities. While this demonstrates domestic adoption of the framework, the long term objective is the development of an ecosystem that attracts independent third-party lessors serving airlines across multiple jurisdictions. The transition from facilitating leasing transactions for Indian carriers to becoming a globally recognised aircraft leasing jurisdiction represents a significantly more ambitious undertaking.</p>
<p>Finally, the regulatory and tax framework continues to evolve, the eligibility periods, withholding tax benefits and indirect tax provisions have been revised on multiple occasions in recent years. Given that aircraft leases are typically long-term arrangements, participants will continue to place considerable value on regulatory stability and predictability when structuring transactions through GIFT City.</p>
<h2><span class="ez-toc-section" id="Conclusion" ez-toc-data-id="#Conclusion"></span>Conclusion<span class="ez-toc-section-end"></span></h2>
<p>The development of an aircraft leasing ecosystem within GIFT City represents one of India’s most significant initiatives in the field of aviation finance. Supported by a dedicated regulatory framework, targeted tax incentives, increasing transaction activity and legislative measures aimed at strengthening creditor protections, GIFT City has established the foundations of a domestic aircraft leasing market capable of serving the requirements of India’s rapidly expanding aviation sector.</p>
<p>The underlying demand is unlikely to be in doubt, and thus India is expected to become one of the world’s largest aviation markets over the coming decades, with Indian carriers projected to require a substantial number of additional aircraft to support future growth. The more significant question is whether GIFT City can evolve beyond serving primarily as a platform for Indian airlines and establish itself as a jurisdiction of choice for international lessors, financiers and investors.</p>
<p>The answer will depend less on the availability of additional fiscal incentives and more on factors such as legal certainty, the practical enforcement of creditor rights, regulatory consistency and the continued participation of independent market participants. If these elements develop as anticipated, GIFT City has the potential to become a meaningful participant in the global aviation finance market. Even if that objective is achieved incrementally, the initiative will have succeeded in retaining a greater share of aircraft leasing and financing activity within India and strengthening the country’s position in the global aviation value chain.<br><br>First Publish at: <a href="https://www.maheshwariandco.com/blog/aircraft-leasing-in-gift-city/">https://www.maheshwariandco.com/blog/aircraft-leasing-in-gift-city/</a></p>]]> </content:encoded>
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<title>The Enduring Value of Stone Masonry in Modern Construction</title>
<link>https://news.bangboxonline.com/the-enduring-value-of-stone-masonry-in-modern-construction</link>
<guid>https://news.bangboxonline.com/the-enduring-value-of-stone-masonry-in-modern-construction</guid>
<description><![CDATA[ Stone masonry remains a timeless construction choice because it combines natural beauty, strength, and long-term durability for both residential and commercial projects. With skilled craftsmanship and proper techniques, stone structures can last for generations while maintaining their structural integrity and aesthetic appeal. ]]></description>
<enclosure url="https://cencalmasonry.com/wp-content/uploads/2026/04/Brick-Block-Masonry-Installation.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 06:59:47 +0500</pubDate>
<dc:creator>Saqib Haleem Abbasi</dc:creator>
<media:keywords>Stone masonry contractors</media:keywords>
<content:encoded><![CDATA[<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Stone has been used in construction for thousands of years, yet it continues to play a major role in today’s residential and commercial buildings. From elegant home facades to durable retaining walls and landscape features, stone brings a combination of strength, longevity, and timeless visual appeal that few materials can match. While modern construction often relies on steel and concrete, masonry remains a preferred choice when aesthetics and durability are equally important.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">At the center of this craft are professionals who specialize in shaping, placing, and restoring stone structures. Their expertise ensures that each installation is not only structurally sound but also visually cohesive and long-lasting.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Why Stone Remains a Preferred Building Material</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Stone offers a unique balance of beauty and resilience. Unlike many synthetic materials, it naturally resists weathering, fire, and pests. This makes it especially valuable in regions with fluctuating climates or demanding environmental conditions.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Another major advantage is longevity. Properly installed stone structures can last for generations with minimal maintenance. This long lifespan often offsets the higher upfront cost, making stone a cost-effective investment over time.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">In addition, stone provides design versatility. Whether the goal is a rustic natural look or a polished architectural finish, there are many types of stone and laying techniques available to achieve the desired result.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">The Role of Skilled Masonry Professionals</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Stone construction is not simply about stacking rocks. It requires precision, planning, and a deep understanding of material behavior. Skilled masons assess load requirements, select appropriate stone types, and ensure proper alignment and bonding techniques.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Professionals in this field typically handle a wide range of projects, including:</span></p>
<ul data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-ul">
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Exterior home facades and accent walls</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Fireplaces and interior stone features</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Retaining walls for landscaping and erosion control</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Outdoor kitchens, patios, and walkways</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Restoration of historic stone structures</span></div>
</li>
</ul>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Each of these applications requires different techniques. For example, structural stone walls must prioritize load-bearing capacity, while decorative installations focus more on aesthetics and pattern consistency.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Working with experienced specialists ensures that both structural integrity and design intent are maintained throughout the project.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Understanding Modern Stone Masonry Techniques</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Today’s masonry work blends traditional craftsmanship with modern tools and methods. While hand-cutting and manual placement are still common in custom work, power tools and advanced bonding materials have improved efficiency and precision.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Some commonly used techniques include:</span></p>
<ul data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-ul">
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Dry stone construction:</span></strong><span data-slate-string="true"> Stones are carefully stacked without mortar, relying on gravity and friction for stability.</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Mortared stonework:</span></strong><span data-slate-string="true"> Uses cement or lime-based mortar to bind stones together, improving strength and weather resistance.</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Veneer installation:</span></strong><span data-slate-string="true"> Thin stone layers are applied over structural surfaces to achieve the appearance of full stone construction without the weight.</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Restoration masonry:</span></strong><span data-slate-string="true"> Focuses on repairing or replicating historic stonework using period-appropriate methods and materials.</span></div>
</li>
</ul>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Each method serves a different purpose, and choosing the right approach depends on the project’s structural needs, budget, and design goals.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">How to Evaluate Quality Stone Work</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Not all masonry work is created equal. High-quality stone installation should be both visually appealing and structurally sound. When evaluating workmanship, several key factors should be considered.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Here are some important indicators of quality:</span></p>
<ul data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-ul">
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Consistent spacing and alignment between stones</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Clean and even mortar joints without excessive gaps or smearing</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Proper drainage considerations to prevent water damage</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Matching stone color, texture, and size for visual harmony</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Strong foundational support to prevent shifting or settling over time</span></div>
</li>
</ul>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Poor installation can lead to cracking, water infiltration, and long-term structural issues. This is why choosing skilled professionals is essential for any stone-based project.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">The Importance of Hiring Experienced Contractors</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Stone masonry is a specialized field that requires both technical skill and artistic judgment. While DIY approaches may seem appealing for smaller projects, larger or structural installations demand professional expertise to ensure safety and durability.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Experienced teams understand how to manage challenges such as uneven terrain, load distribution, and material selection. They also have access to the right tools and techniques to complete projects efficiently and safely.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">When selecting professionals, homeowners and builders should look for a combination of experience, portfolio quality, and client reviews. Clear communication and detailed project planning are also strong indicators of a reliable service provider.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">For those considering stone construction or renovation work, working with trusted experts like </span><a data-slate-node="element" data-slate-inline="true" href="https://cencalmasonry.com/" class="LinkElement___StyledA-sc-1wp6xlj-0 icRFhl slate-a" target="_blank" rel="noopener"><u data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-underline"><span data-slate-string="true">stone masonry contractors</span></u></a><span data-slate-string="true"> can help ensure the project is completed with precision, durability, and long-term value in mind.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Maintenance and Long-Term Care of Stone Structures</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Although stone is one of the most durable building materials, it still benefits from occasional maintenance. Proper care helps preserve both appearance and structural integrity over time.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Basic maintenance practices include:</span></p>
<ul data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-ul">
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Periodic cleaning to remove dirt, moss, or algae buildup</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Inspecting mortar joints for cracks or deterioration</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Sealing stone surfaces when necessary to reduce moisture absorption</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Addressing drainage issues around exterior stone walls</span></div>
</li>
<li data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 slate-li">
<div data-slate-node="element"><span data-slate-string="true">Repairing minor damage before it expands into larger structural problems</span></div>
</li>
</ul>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">With routine upkeep, stone structures can maintain their original beauty and strength for decades or even centuries.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Conclusion</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Stone masonry continues to be one of the most reliable and visually striking construction methods available today. Its combination of durability, natural beauty, and versatility makes it a preferred choice for both residential and commercial applications. However, the quality of the final result depends heavily on the skill and experience of the professionals involved.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph" 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data-slate-string="true">By understanding the materials, techniques, and maintenance requirements, property owners can make more informed decisions and achieve better long-term outcomes. Whether building new features or restoring existing structures, investing in skilled craftsmanship ensures that stonework remains both functional and timeless</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true"> </span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"></p>]]> </content:encoded>
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<item>
<title>Efficient Waste Management in Malakoff, TX: A Practical Guide to Dumpster Rentals for Homeowners and Contractors</title>
<link>https://news.bangboxonline.com/Efficient-Waste-Management-in-Malakoff%2C-TX</link>
<guid>https://news.bangboxonline.com/Efficient-Waste-Management-in-Malakoff%2C-TX</guid>
<description><![CDATA[ Dumpster rentals in Malakoff, Texas provide a simple and efficient way to manage waste from renovations, cleanouts, and construction projects while keeping sites safe and organized.

Choosing the right size and working with a reliable provider helps ensure smooth disposal, regulatory compliance, and more efficient project completion. ]]></description>
<enclosure url="https://gogreendumpsters.com/wp-content/uploads/2026/06/dump_truck_transparent.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 06:55:50 +0500</pubDate>
<dc:creator>Saqib Haleem Abbasi</dc:creator>
<media:keywords>Waste Management</media:keywords>
<content:encoded><![CDATA[<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Managing waste effectively is one of those behind-the-scenes tasks that can make or break a home renovation, construction project, or large cleanout. In a growing area like Malakoff, Texas, where residential projects, small business upgrades, and property improvements are common, having a reliable disposal solution is essential. Without proper planning, debris can pile up quickly, creating safety hazards, delays, and unnecessary stress.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">That’s where dumpster rental services come in. Whether you’re clearing out an old property, remodeling a kitchen, or managing a construction site, choosing the right dumpster can streamline the entire process and keep your project running smoothly.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Why Waste Management Matters in Malakoff, TX</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Malakoff is a community where home improvement and property maintenance are ongoing needs. Many properties involve older structures, seasonal cleanup, and renovation work that generates more waste than regular trash services can handle.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Proper waste disposal is important for several reasons:</span></p>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Safety:</span></strong><span data-slate-string="true"> Construction debris, broken materials, and heavy waste can pose injury risks if left scattered.</span></div>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Efficiency:</span></strong><span data-slate-string="true"> A centralized waste container keeps job sites organized and reduces downtime.</span></div>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Compliance:</span></strong><span data-slate-string="true"> Local regulations may restrict how certain materials are disposed of.</span></div>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Environmental responsibility:</span></strong><span data-slate-string="true"> Proper sorting and disposal reduce landfill strain and encourage recycling when possible.</span></div>
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<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Dumpster rentals provide a practical solution for handling bulk waste without multiple trips to disposal sites, saving both time and fuel.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Common Projects That Require a Dumpster</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Dumpster rentals aren’t just for large construction companies. In fact, many residential and small commercial projects benefit from having one on-site.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Some of the most common uses include:</span></p>
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<div data-slate-node="element"><span data-slate-string="true">Home renovations (kitchens, bathrooms, or full remodels)</span></div>
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<div data-slate-node="element"><span data-slate-string="true">Roof replacements and repairs</span></div>
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<div data-slate-node="element"><span data-slate-string="true">Garage, attic, or basement cleanouts</span></div>
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<div data-slate-node="element"><span data-slate-string="true">Yard and landscaping overhauls</span></div>
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<div data-slate-node="element"><span data-slate-string="true">Estate cleanouts or property turnovers</span></div>
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<div data-slate-node="element"><span data-slate-string="true">Small construction and demolition projects</span></div>
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<div data-slate-node="element"><span data-slate-string="true">Seasonal cleanups after storms or major weather events</span></div>
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<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Each of these situations generates more waste than typical curbside pickup can handle, especially when bulky materials like drywall, wood, shingles, and old furniture are involved.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Choosing the Right Dumpster Size</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">One of the most important decisions in any rental process is selecting the correct dumpster size. Choosing too small can lead to overflows and additional rentals, while choosing too large may increase unnecessary costs.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Common dumpster sizes typically include:</span></p>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">10-yard dumpsters:</span></strong><span data-slate-string="true"> Ideal for small cleanouts or minor renovation projects</span></div>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">20-yard dumpsters:</span></strong><span data-slate-string="true"> A popular choice for medium-sized remodeling jobs</span></div>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">30-yard dumpsters:</span></strong><span data-slate-string="true"> Suitable for large renovations or construction debris</span></div>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">40-yard dumpsters:</span></strong><span data-slate-string="true"> Best for major construction or commercial-scale projects</span></div>
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<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">When estimating size, consider both the type of debris and the total volume expected. For example, heavy materials like concrete or roofing shingles may require more careful weight management even if they don’t take up much space.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">How the Dumpster Rental Process Works</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Renting a dumpster in Malakoff is usually a straightforward process designed to minimize disruption to your project. While providers may vary slightly, the general steps are similar:</span></p>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Choose your dumpster size</span></strong><span data-slate-string="true"> based on your project scope.</span></div>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Schedule delivery</span></strong><span data-slate-string="true"> to your property or job site.</span></div>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Fill the dumpster</span></strong><span data-slate-string="true"> over the rental period, following any guidelines for prohibited materials.</span></div>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Schedule pickup</span></strong><span data-slate-string="true"> once the container is full or your project is complete.</span></div>
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<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">A trusted provider like </span><a data-slate-node="element" data-slate-inline="true" href="https://gogreendumpsters.com/" class="LinkElement___StyledA-sc-1wp6xlj-0 icRFhl slate-a" target="_blank" rel="noopener"><u data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-underline"><span data-slate-string="true">Malakoff TX dumpster rentals</span></u></a><span data-slate-string="true"> can help simplify this process by offering guidance on sizing, placement, and waste disposal rules. Having expert input ensures you avoid common mistakes like overfilling or mixing restricted materials.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Proper placement is also key—dumpsters should be positioned in accessible but safe areas, such as driveways or designated construction zones, to allow easy loading while minimizing disruption.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Tips for Efficient and Safe Dumpster Use</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Using a dumpster efficiently can save time, reduce costs, and improve overall safety on your site. Here are some practical tips to keep in mind:</span></p>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Break down large items:</span></strong><span data-slate-string="true"> Flatten boxes, dismantle furniture, and cut bulky materials when possible.</span></div>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Distribute weight evenly:</span></strong><span data-slate-string="true"> Place heavier items at the bottom to maintain stability.</span></div>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Avoid overfilling:</span></strong><span data-slate-string="true"> Keep debris level with the top edge to ensure safe transport.</span></div>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Separate prohibited materials:</span></strong><span data-slate-string="true"> Items like hazardous chemicals, batteries, and certain electronics may require special disposal.</span></div>
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<div data-slate-node="element"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Plan loading strategy:</span></strong><span data-slate-string="true"> Load frequently used areas last so you don’t block access to remaining space.</span></div>
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<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Following these practices helps ensure your dumpster is used efficiently and safely from start to finish.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Environmental Responsibility and Local Considerations</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Waste management isn’t just about convenience—it also plays a role in environmental stewardship. In areas like Malakoff, responsible disposal helps protect local land, water systems, and overall community cleanliness.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Many dumpster rental providers work to divert recyclable materials when possible, reducing the amount of waste sent to landfills. Materials like metal, wood, and certain construction debris can often be processed for reuse or recycling.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Additionally, being aware of local disposal guidelines ensures compliance with regulations that may govern hazardous waste, electronics, or specialty materials. Taking a responsible approach not only benefits the environment but also helps avoid potential fines or project delays.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><strong data-slate-leaf="true" class="StyledLeaf___StyledSpan-sc-129cvv1-0 slate-bold"><span data-slate-string="true">Conclusion</span></strong></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">Whether you’re tackling a home renovation, managing a construction site, or simply clearing out years of accumulated belongings, dumpster rentals provide a reliable and efficient solution for waste removal in Malakoff. They simplify logistics, improve safety, and keep projects moving forward without unnecessary interruptions.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph"><span data-slate-string="true">By planning ahead—choosing the right size, following safe loading practices, and working with a dependable provider—you can make waste management one of the easiest parts of your project rather than one of the most stressful.</span></p>
<p data-slate-node="element" class="StyledElement___StyledDiv-sc-2e063k-0 gpzhtE slate-paragraph" 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data-slate-string="true">For residents and contractors alike, solutions like Malakoff TX dumpster rentals offer a practical way to handle debris responsibly while staying focused on what matters most: completing the job efficiently and effectively</span></p>
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<title>Fire Truck and Ambulance Repair Shop Software: The Complete Guide to Emergency Vehicle Maintenance</title>
<link>https://news.bangboxonline.com/Fire-Truck-and-Ambulance-Repair-Shop-Software-The-Complete-Guide-to-Emergency-Vehicle-Maintenance</link>
<guid>https://news.bangboxonline.com/Fire-Truck-and-Ambulance-Repair-Shop-Software-The-Complete-Guide-to-Emergency-Vehicle-Maintenance</guid>
<description><![CDATA[ Learn how Fire Truck and Ambulance Repair Shop Software improves emergency vehicle maintenance, compliance, uptime, efficiency, and fleet performance. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a345348a92d3.jpg" length="105344" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 01:21:57 +0500</pubDate>
<dc:creator>Andrew Bark</dc:creator>
<media:keywords>Fire Truck and Ambulance Repair Shop Software</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>Emergency vehicles are the backbone of public safety operations. Whether responding to a structure fire, a medical emergency, a traffic accident, or a natural disaster, fire trucks and ambulances must be ready to perform at a moment’s notice. Unlike ordinary commercial vehicles, emergency response units operate under extreme conditions and often face higher levels of wear and tear. Their reliability can directly impact response times, operational efficiency, and ultimately, lives.</span></p>
<p class="isSelectedEnd"><span>Managing the maintenance of these specialized vehicles is a complex responsibility. Fleet managers, maintenance supervisors, and repair technicians must track inspections, preventive maintenance schedules, repairs, inventory levels, compliance requirements, and service histories. Relying solely on spreadsheets, paper records, or disconnected systems often leads to inefficiencies, missed maintenance deadlines, and unnecessary downtime.</span></p>
<p class="isSelectedEnd">This is where Fire Truck and Ambulance Repair Shop Software becomes an invaluable solution. Designed specifically to streamline maintenance operations, this technology helps organizations improve fleet reliability, reduce repair delays, maintain regulatory compliance, and maximize vehicle uptime. As emergency service agencies continue to modernize their operations, repair shop software has become an essential component of effective fleet management.</p>
<p class="isSelectedEnd"><span>This comprehensive guide explores how Fire Truck and Ambulance Repair Shop Software works, its key features, major benefits, implementation strategies, common challenges, and future industry trends.</span></p>
<h2><span>Understanding Fire Truck and Ambulance Repair Shop Software</span></h2>
<h3><span>What Is Fire Truck and Ambulance Repair Shop Software?</span></h3>
<p class="isSelectedEnd"><span>Fire Truck and Ambulance Repair Shop Software is a specialized maintenance management system that helps organizations oversee the servicing, repair, inspection, and performance tracking of emergency vehicles.</span></p>
<p class="isSelectedEnd"><span>The software centralizes maintenance operations into a single platform, allowing repair facilities and fleet managers to monitor vehicle conditions, schedule preventive maintenance, manage work orders, track inventory, and generate detailed reports. Rather than relying on manual processes, organizations gain access to real-time information that supports better decision-making and improved operational control.</span></p>
<p class="isSelectedEnd"><span>Because emergency vehicles require consistent maintenance and rapid repair turnaround times, software solutions provide the visibility and automation needed to keep fleets running efficiently.</span></p>
<h3><span>Why Emergency Vehicle Maintenance Requires Specialized Solutions</span></h3>
<p class="isSelectedEnd"><span>Fire trucks and ambulances contain complex systems that go far beyond standard automotive components. Fire apparatus often include pumps, ladders, water tanks, foam systems, communication equipment, and emergency lighting. Ambulances contain sophisticated medical equipment, oxygen delivery systems, patient monitoring devices, and life-support technologies.</span></p>
<p class="isSelectedEnd"><span>Maintaining these systems requires specialized scheduling, documentation, and tracking capabilities. Generic maintenance tools may not adequately address the unique requirements of emergency response vehicles, making dedicated software a more effective solution.</span></p>
<h2><span>The Importance of Preventive Maintenance</span></h2>
<h3><span>Protecting Public Safety</span></h3>
<p class="isSelectedEnd"><span>The reliability of emergency vehicles directly influences public safety outcomes. A mechanical failure during an emergency response can delay critical services and place both responders and citizens at risk.</span></p>
<p class="isSelectedEnd"><span>Fire Truck and Ambulance Repair Shop Software helps organizations identify maintenance needs before failures occur, ensuring vehicles remain ready for deployment.</span></p>
<h3><span>Reducing Costly Breakdowns</span></h3>
<p class="isSelectedEnd"><span>Reactive repairs often result in higher expenses than preventive maintenance. Unexpected failures can lead to emergency repair costs, vehicle downtime, and operational disruptions.</span></p>
<p class="isSelectedEnd"><span>By automating maintenance schedules and monitoring vehicle conditions, software helps agencies address issues proactively and reduce long-term repair expenses.</span></p>
<h3><span>Extending Vehicle Lifespan</span></h3>
<p class="isSelectedEnd"><span>Emergency vehicles represent significant investments. Proper maintenance helps maximize the return on these investments by extending vehicle service life and improving overall performance.</span></p>
<p class="isSelectedEnd"><span>Software-driven maintenance programs ensure critical components receive attention at the appropriate intervals.</span></p>
<h2><span>Core Features of Fire Truck and Ambulance Repair Shop Software</span></h2>
<h3><span>Work Order Management</span></h3>
<p class="isSelectedEnd"><span>One of the most valuable features of Fire Truck and Ambulance Repair Shop Software is work order management. Maintenance requests can be created, assigned, tracked, and completed through a centralized system.</span></p>
<p class="isSelectedEnd"><span>Technicians can access repair histories, update work progress, and document completed tasks in real time. This visibility improves communication while reducing administrative workloads.</span></p>
<h3><span>Preventive Maintenance Scheduling</span></h3>
<p class="isSelectedEnd"><span>Preventive maintenance scheduling automates recurring service requirements based on mileage, engine hours, calendar intervals, or manufacturer recommendations.</span></p>
<p class="isSelectedEnd"><span>Automated reminders help ensure inspections, fluid changes, equipment testing, and safety checks occur on time, reducing the likelihood of unexpected failures.</span></p>
<h3><span>Asset and Fleet Tracking</span></h3>
<p class="isSelectedEnd"><span>Emergency service organizations often manage large fleets across multiple locations.</span></p>
<p class="isSelectedEnd"><span>Asset tracking capabilities provide detailed information about vehicle status, maintenance history, warranty coverage, service records, and lifecycle costs. This centralized visibility supports more effective fleet management.</span></p>
<h3><span>Inventory Control</span></h3>
<p class="isSelectedEnd"><span>Repair delays often occur when necessary parts are unavailable.</span></p>
<p class="isSelectedEnd"><span>Inventory management tools track stock levels, monitor parts usage, and generate automatic reorder alerts. This functionality helps organizations maintain optimal inventory levels while minimizing unnecessary expenditures.</span></p>
<h3><span>Reporting and Analytics</span></h3>
<p class="isSelectedEnd"><span>Data-driven decision-making is becoming increasingly important in fleet operations.</span></p>
<p class="isSelectedEnd"><span>Advanced reporting tools provide insights into maintenance costs, technician productivity, vehicle reliability, repair trends, and fleet performance metrics. These insights support continuous improvement initiatives and budget planning.</span></p>
<h2><span>How Software Improves Operational Efficiency</span></h2>
<h3><span>Streamlining Maintenance Processes</span></h3>
<p class="isSelectedEnd"><span>Traditional maintenance operations often involve paper forms, spreadsheets, phone calls, and manual data entry.</span></p>
<p class="isSelectedEnd"><span>Fire Truck and Ambulance Repair Shop Software automates many of these tasks, reducing administrative burdens and improving workflow efficiency. Staff can spend less time managing paperwork and more time focusing on vehicle readiness.</span></p>
<h3><span>Faster Repair Turnaround</span></h3>
<p class="isSelectedEnd"><span>When emergency vehicles require repairs, speed matters.</span></p>
<p class="isSelectedEnd"><span>Software gives technicians immediate access to maintenance histories, diagnostic information, parts inventories, and service procedures. This access reduces troubleshooting time and accelerates repair completion.</span></p>
<h3><span>Improved Resource Utilization</span></h3>
<p class="isSelectedEnd"><span>Maintenance managers can use software-generated insights to allocate labor, equipment, and inventory more effectively.</span></p>
<p class="isSelectedEnd"><span>Improved resource planning helps repair facilities operate more efficiently while maximizing productivity.</span></p>
<h2><span>Compliance and Inspection Management</span></h2>
<h3><span>Meeting Regulatory Standards</span></h3>
<p class="isSelectedEnd"><span>Emergency vehicles must comply with various federal, state, and local regulations. Compliance often involves documenting inspections, repairs, maintenance activities, and equipment certifications.</span></p>
<p class="isSelectedEnd"><span><a href="https://www.fullbay.com/fire-truck-and-ambulance-repair-shop-software/" target="_blank" rel="noopener noreferrer nofollow"><strong>Fire Truck and Ambulance Repair Shop Software</strong></a> simplifies compliance by maintaining accurate digital records and generating audit-ready reports.</span></p>
<h3><span>Supporting Safety Programs</span></h3>
<p class="isSelectedEnd"><span>Safety remains a top priority for emergency service organizations.</span></p>
<p class="isSelectedEnd"><span>Software helps ensure that inspections are completed on schedule and maintenance issues are addressed promptly. These proactive measures contribute to safer vehicle operations and reduced risk exposure.</span></p>
<h3><span>Creating Comprehensive Audit Trails</span></h3>
<p class="isSelectedEnd"><span>Detailed maintenance records provide valuable documentation during audits, investigations, and compliance reviews.</span></p>
<p class="isSelectedEnd"><span>Digital audit trails improve accountability and demonstrate adherence to established maintenance standards.</span></p>
<h2><span>Managing Specialized Emergency Equipment</span></h2>
<h3><span>Fire Apparatus Components</span></h3>
<p class="isSelectedEnd"><span>Fire trucks contain numerous specialized systems that require regular maintenance and testing.</span></p>
<p class="isSelectedEnd"><span>Software allows technicians to track inspections and repairs for pumps, hoses, ladders, water tanks, emergency lighting systems, and communication equipment independently.</span></p>
<h3><span>Ambulance Medical Equipment</span></h3>
<p class="isSelectedEnd"><span>Ambulances rely on sophisticated medical equipment that must remain fully functional at all times.</span></p>
<p class="isSelectedEnd"><span>Maintenance software helps organizations monitor service schedules for defibrillators, oxygen systems, patient monitors, suction units, and other critical devices.</span></p>
<h3><span>Integrated Equipment Tracking</span></h3>
<p class="isSelectedEnd"><span>Rather than managing vehicles and equipment separately, modern software solutions provide integrated tracking that offers a complete picture of fleet readiness.</span></p>
<h2><span>Real-World Benefits for Emergency Service Organizations</span></h2>
<h3><span>Municipal Fire Departments</span></h3>
<p class="isSelectedEnd"><span>Municipal agencies often oversee large and diverse fleets spread across multiple stations.</span></p>
<p class="isSelectedEnd"><span>Fire Truck and Ambulance Repair Shop Software provides centralized oversight while supporting standardized maintenance practices throughout the organization.</span></p>
<h3><span>Emergency Medical Service Providers</span></h3>
<p class="isSelectedEnd"><span>EMS organizations depend on vehicle availability to deliver timely patient care.</span></p>
<p class="isSelectedEnd"><span>Maintenance software improves scheduling, reduces downtime, and enhances fleet reliability, supporting better service delivery.</span></p>
<h3><span>Private Emergency Response Companies</span></h3>
<p class="isSelectedEnd"><span>Private operators benefit from improved reporting capabilities, cost control, and operational visibility.</span></p>
<p class="isSelectedEnd"><span>These advantages support long-term growth while helping organizations maintain high service standards.</span></p>
<h2><span>Common Maintenance Challenges and Solutions</span></h2>
<h3><span>Incomplete Maintenance Records</span></h3>
<p class="isSelectedEnd"><span>Poor recordkeeping can make it difficult to identify recurring issues and track service histories.</span></p>
<p class="isSelectedEnd"><span>Centralized software eliminates many documentation challenges by storing information digitally and making it easily accessible.</span></p>
<h3><span>Missed Service Intervals</span></h3>
<p class="isSelectedEnd"><span>Without automated reminders, important maintenance tasks can be overlooked.</span></p>
<p class="isSelectedEnd"><span>Software-generated alerts help ensure inspections and preventive maintenance activities occur on schedule.</span></p>
<h3><span>Inventory Shortages</span></h3>
<p class="isSelectedEnd"><span>Unexpected parts shortages can delay repairs and increase downtime.</span></p>
<p class="isSelectedEnd"><span>Inventory management tools help organizations maintain adequate stock levels while controlling inventory costs.</span></p>
<h2><span>Future Trends in Emergency Vehicle Maintenance Software</span></h2>
<h3><span>Predictive Maintenance Technology</span></h3>
<p class="isSelectedEnd"><span>Predictive maintenance uses data analytics and artificial intelligence to identify potential failures before they occur.</span></p>
<p class="isSelectedEnd"><span>These technologies allow organizations to address issues proactively and reduce costly breakdowns.</span></p>
<h3><span>Mobile Accessibility</span></h3>
<p class="isSelectedEnd"><span>Technicians increasingly use mobile devices to access work orders, update repair records, and communicate with supervisors.</span></p>
<p class="isSelectedEnd"><span>Mobile-friendly software improves efficiency and supports real-time collaboration.</span></p>
<h3><span>Cloud-Based Platforms</span></h3>
<p class="isSelectedEnd"><span>Cloud technology enables secure access to maintenance data from virtually any location.</span></p>
<p class="isSelectedEnd"><span>Cloud-based systems improve scalability, facilitate information sharing, and reduce infrastructure requirements.</span></p>
<h3><span>Integration with Vehicle Telematics</span></h3>
<p class="isSelectedEnd"><span>Modern emergency vehicles generate valuable operational data.</span></p>
<p class="isSelectedEnd"><span>Telematics integrations allow software platforms to monitor engine performance, diagnostic codes, fuel consumption, and maintenance requirements automatically.</span></p>
<h2><span>Choosing the Right Fire Truck and Ambulance Repair Shop Software</span></h2>
<h3><span>Evaluate Fleet Requirements</span></h3>
<p class="isSelectedEnd"><span>Organizations should assess fleet size, maintenance complexity, reporting needs, and compliance requirements before selecting a software solution.</span></p>
<h3><span>Focus on Ease of Use</span></h3>
<p class="isSelectedEnd"><span>User-friendly systems encourage adoption and improve overall productivity.</span></p>
<h3><span>Prioritize Scalability</span></h3>
<p class="isSelectedEnd"><span>Software should support future growth and evolving operational demands.</span></p>
<h3><span>Consider Vendor Support</span></h3>
<p class="isSelectedEnd"><span>Reliable customer service, training resources, and software updates contribute significantly to long-term success.</span></p>
<h2><span>Conclusion</span></h2>
<p class="isSelectedEnd"><span>Maintaining emergency vehicles is a mission-critical <a href="https://news.bangboxonline.com/"><strong>responsibility</strong></a> that requires precision, organization, and proactive planning. Fire trucks and ambulances must remain operational, compliant, and ready for deployment at all times. Traditional maintenance methods often struggle to meet these demands, particularly as fleets grow and maintenance requirements become more complex.</span></p>
<p class="isSelectedEnd">Fire Truck and Ambulance Repair Shop Software provides a comprehensive solution that streamlines maintenance workflows, improves compliance management, enhances repair efficiency, and supports better fleet performance. By automating key processes and delivering real-time insights, these platforms help emergency service organizations reduce downtime, control costs, and maximize vehicle readiness.</p>
<p><span>As technology continues to evolve, advanced software solutions will play an even greater role in emergency vehicle maintenance. Organizations that invest in modern maintenance management systems today will be better positioned to deliver reliable emergency services and protect the communities they serve.</span></p>]]> </content:encoded>
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<title>The Future of Commercial Lawn Care in Lethbridge: Precision, Reliability &amp;amp; Weekly Service</title>
<link>https://news.bangboxonline.com/the-future-of-commercial-lawn-care-in-lethbridge-precision-reliability-weekly-service</link>
<guid>https://news.bangboxonline.com/the-future-of-commercial-lawn-care-in-lethbridge-precision-reliability-weekly-service</guid>
<description><![CDATA[ At Lawn &amp; Order Lethbridge, we believe commercial lawn care should be simple, reliable, and results-driven. From office buildings and retail centers to industrial properties and multi-unit complexes, businesses across Lethbridge are discovering the value of scheduled maintenance backed by modern mowing technology. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a34521fc3470.jpg" length="109511" type="image/jpeg"/>
<pubDate>Fri, 19 Jun 2026 01:16:59 +0500</pubDate>
<dc:creator>Joseph Desuza</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">In today's competitive business environment, first impressions matter more than ever. A clean, healthy, and professionally maintained landscape can instantly improve how customers, tenants, and visitors perceive a property. That's why more businesses are turning to <strong><a href="https://lawnandorderlethbridge.com/lawn-mowing/"><span class="zlAe0W_TextBase zlAe0W_Text rFU14q_Emphasis" data-w-component="bold" data-w-weight="semibold" data-w-inline="">commercial lawn mowing Lethbridge</span></a></strong> services that combine consistency, technology, and local expertise.</p>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">At <span class="zlAe0W_TextBase zlAe0W_Text rFU14q_Emphasis" data-w-component="bold" data-w-weight="semibold" data-w-inline="">Lawn &amp; Order Lethbridge</span>, we believe commercial lawn care should be simple, reliable, and results-driven. From office buildings and retail centers to industrial properties and multi-unit complexes, businesses across Lethbridge are discovering the value of scheduled maintenance backed by modern mowing technology.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="xl">Why Commercial Lawn Care Matters More Than Ever</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Property appearance directly affects customer confidence. Overgrown grass, uneven mowing, and neglected landscaping can make even a successful business look poorly managed. On the other hand, a well-maintained lawn creates a professional image that reflects attention to detail.</p>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Professional <span class="zlAe0W_TextBase zlAe0W_Text rFU14q_Emphasis" data-w-component="bold" data-w-weight="semibold" data-w-inline="">commercial lawn mowing Lethbridge</span> services help businesses:</p>
<ul class="Ck6QPa_List" data-w-component="list" data-w-variant="native-unordered">
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Create a polished and professional appearance</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Improve curb appeal year-round</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Maintain safe walkways and outdoor spaces</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Protect turf health and property value</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Reduce the burden on staff and property managers</p>
</div>
</li>
</ul>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="xl">The Growing Demand for Weekly Lawn Maintenance</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">One of the biggest trends in commercial landscaping is the shift toward predictable, scheduled maintenance. Business owners no longer want to search for a <span class="zlAe0W_TextBase zlAe0W_Text rFU14q_Emphasis" data-w-component="bold" data-w-weight="semibold" data-w-inline="">weekly lawn mowing service near me</span> every time the grass gets too long. They want a trusted partner who shows up consistently and keeps the property looking its best.</p>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Weekly mowing offers several advantages:</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="lg">Consistent Appearance</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Grass stays neat and uniform throughout the growing season.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="lg">Healthier Turf</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Regular mowing prevents excessive stress on the lawn and encourages thicker growth.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="lg">Fewer Weeds</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Healthy, dense turf naturally competes against many common weeds.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="lg">Less Seasonal Recovery</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Properties maintained weekly typically require fewer corrective services later in the season.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="xl">What Makes Lawn &amp; Order Lethbridge Different?</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Many landscaping companies mow grass. The difference lies in <span class="zlAe0W_TextBase zlAe0W_Text rFU14q_Emphasis" data-w-component="bold" data-w-weight="semibold" data-w-inline="">consistency, communication, and precision</span>.</p>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Lawn &amp; Order Lethbridge focuses on commercial properties that require dependable service and professional results. Our team works with property managers, business owners, strata managers, and commercial landlords who need maintenance they can count on.</p>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Our commercial mowing programs are designed around:</p>
<ul class="Ck6QPa_List" data-w-component="list" data-w-variant="native-unordered">
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Scheduled weekly service</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Reliable arrival times</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Clean edging and trimming</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Professional equipment</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Detailed property care</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Clear communication</p>
</div>
</li>
</ul>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="xl">The Rise of GPS Precision Lawn Mowing</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">One of the most exciting developments in landscaping is <span class="zlAe0W_TextBase zlAe0W_Text rFU14q_Emphasis" data-w-component="bold" data-w-weight="semibold" data-w-inline="">GPS precision lawn mowing</span>. Modern mowing technology allows crews to create straighter mowing patterns, reduce missed areas, and improve overall efficiency.</p>
<div class="ac5DTa_Box" data-w-direction="col" data-w-auto-spacing="" data-w-has-height="" data-w-has-width="" data-w-component="box">
<div class="ac5DTa_Box gvjAwW_ImageBox" data-w-direction="col" data-w-auto-spacing="" data-w-has-height="" data-w-has-width="" data-w-component="image" role="presentation"><img alt="Robot Mowers for Half-Acre Lawns: GPS Navigation and Effortless Maintenance | intepragardens.com | Intepra Gardens &amp; Landscaping - Landscaping Ideas and Outdoor Living Inspiration" class="CrFGHG_Image gvjAwW_Image" data-loaded="" draggable="false" src="https://images.openai.com/static-rsc-4/zRjuJhPaVBv1Dch4AlMh5TpqrHaDuF78BH2BtmWX0bDEthQld8X0vy1dM4ikCIF6rOK0Xypz53GNbA3fApLJWmgWQaOwXoCQVIukvZAnzNOiWlcPgqDe4RRxfqzuW60s1Gqcto4UUe3eM8dvfsoD-jUVb00g_8HbaqXyK7WfSAG6wHjbzawNel52oF3o7JeI?purpose=fullsize"></div>
</div>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">For commercial properties, this means:</p>
<ul class="Ck6QPa_List" data-w-component="list" data-w-variant="native-unordered">
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Cleaner mowing lines</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">More consistent coverage</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Reduced overlap</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Improved efficiency on large properties</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">A more professional finished appearance</p>
</div>
</li>
</ul>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">As technology continues to evolve, businesses are increasingly seeking contractors who understand modern landscaping practices rather than relying solely on outdated methods.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="xl">Commercial Properties That Benefit Most</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Professional mowing is valuable for nearly any commercial property, including:</p>
<ul class="Ck6QPa_List" data-w-component="list" data-w-variant="native-unordered">
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Office complexes</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Retail plazas</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Industrial parks</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Apartment communities</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Medical buildings</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Schools and daycare facilities</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Churches</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Hotels and hospitality properties</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Storage facilities</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Government and municipal sites</p>
</div>
</li>
</ul>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="xl">What's Included in a Professional Weekly Mowing Program?</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">A complete commercial lawn program typically includes far more than simply cutting grass.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="lg">1. Mowing</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Grass is cut at an appropriate height for the season and turf type.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="lg">2. String Trimming</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Edges around fences, signs, buildings, and obstacles are neatly trimmed.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="lg">3. Edging</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Walkways, curbs, and landscape beds receive crisp, defined edges.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="lg">4. Cleanup</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Clippings are removed from sidewalks, entrances, and parking areas.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="lg">5. Property Monitoring</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Crews can identify irrigation issues, damaged turf, or other landscape concerns before they become major problems.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="xl">The Business Case for Professional Lawn Maintenance</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Some businesses initially view landscaping as an expense. In reality, it's often a <span class="zlAe0W_TextBase zlAe0W_Text rFU14q_Emphasis" data-w-component="bold" data-w-weight="semibold" data-w-inline="">property investment</span>.</p>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Well-maintained commercial landscapes can:</p>
<ul class="Ck6QPa_List" data-w-component="list" data-w-variant="native-unordered">
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Increase property value</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Improve tenant retention</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Enhance customer experience</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Support brand image</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Reduce long-term turf replacement costs</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Minimize liability risks from neglected grounds</p>
</div>
</li>
</ul>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="xl">Seasonal Lawn Challenges in Lethbridge</h3>
<div class="ac5DTa_Box" data-w-direction="col" data-w-auto-spacing="" data-w-has-height="" data-w-has-width="" data-w-component="box">
<div class="ac5DTa_Box gvjAwW_ImageBox" data-w-direction="col" data-w-auto-spacing="" data-w-has-height="" data-w-has-width="" data-w-component="image" role="presentation"><img alt="LawnLegends" class="CrFGHG_Image gvjAwW_Image" data-loaded="" draggable="false" src="https://images.openai.com/static-rsc-4/TRkCHrZqJI_nSncv3T0wsqzwRQDMZtiUEEGECLrUSCbZhIOy038M1nilQna8FzWmAtbZTe1TQ4vkpYnLT0gLczxZuReo_XQqEz3lbutVt1lWfFGqPCeZ7Of56Ul7zfiV2p4xtiSoIkv9mzi3MtkymzIzlJ5xO0kcSYSVQt0E9ziA4C97xiOCTXKhGRoEx7c7?purpose=fullsize"></div>
</div>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Lethbridge's climate presents unique challenges for commercial properties.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="lg">Spring</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Rapid growth requires frequent mowing and cleanup.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="lg">Summer</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Heat and dry conditions require proper mowing heights to protect turf health.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="lg">Fall</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Leaf management and final seasonal cuts help prepare lawns for winter.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="lg">Winter</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Many commercial clients also benefit from snow and ice management services, creating a year-round property maintenance solution.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="xl">Choosing the Right Commercial Lawn Contractor</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">When evaluating providers for <span class="zlAe0W_TextBase zlAe0W_Text rFU14q_Emphasis" data-w-component="bold" data-w-weight="semibold" data-w-inline="">commercial lawn mowing Lethbridge</span>, businesses should look for:</p>
<ul class="Ck6QPa_List" data-w-component="list" data-w-variant="native-unordered">
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Commercial experience</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Proper insurance</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Professional equipment</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Reliable scheduling</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Clear communication</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Positive local reputation</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Ability to handle large properties</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Knowledge of modern mowing practices</p>
</div>
</li>
</ul>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="xl">Why Businesses Search for "Weekly Lawn Mowing Service Near Me"</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Property managers are increasingly looking for local partners who understand Lethbridge conditions and can respond quickly when needed.</p>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Working with a local company offers advantages such as:</p>
<ul class="Ck6QPa_List" data-w-component="list" data-w-variant="native-unordered">
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Faster communication</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Better understanding of local weather patterns</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">More flexible scheduling</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Stronger accountability</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Long-term service relationships</p>
</div>
</li>
</ul>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="xl">The Future of Commercial Landscaping</h3>
<div class="ac5DTa_Box" data-w-direction="col" data-w-auto-spacing="" data-w-has-height="" data-w-has-width="" data-w-component="box">
<div class="ac5DTa_Box gvjAwW_ImageBox" data-w-direction="col" data-w-auto-spacing="" data-w-has-height="" data-w-has-width="" data-w-component="image" role="presentation"><img alt="RTK vs LiDAR Robot Lawn Mowers: Which Is the Best Choice?" class="CrFGHG_Image gvjAwW_Image" data-loaded="" draggable="false" src="https://images.openai.com/static-rsc-4/KCvx9w20imb6pPMY5KrOsleAgE7zAV9gbDeIR4lsuKevP2QxvNP1xoUQb_UevO55S2Y4c8rXvZsoAPaB3T1ZMJGelncd3OWMDSEEpnk6Ma43wjB4CjMi-9s3hKdlyJd31jRkBGVFnUZEMESreKnzqIEwO48cLyfvn0u9jCZU_RUJni1ZX9kOe4OWt0SoyzJn?purpose=fullsize"></div>
</div>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">The landscaping industry is changing rapidly. Businesses are no longer satisfied with basic mowing alone. They want:</p>
<ul class="Ck6QPa_List" data-w-component="list" data-w-variant="native-unordered">
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Technology-driven service</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">GPS precision lawn mowing</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Reliable scheduling</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Transparent communication</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Year-round property care</p>
</div>
</li>
<li class="v9V1QG_Item" data-w-component="list-item">
<div class="ac5DTa_Box v9V1QG_Content" data-w-direction="col" data-w-auto-spacing="" data-w-list-content="">
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Professional presentation</p>
</div>
</li>
</ul>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Companies that embrace these trends are helping commercial properties stay attractive, efficient, and competitive.</p>
<h3 class="XYd-Qa_Headline" data-w-component="title" data-w-weight="semibold" data-w-size="xl">Partner With Lawn &amp; Order Lethbridge</h3>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">At <span class="zlAe0W_TextBase zlAe0W_Text rFU14q_Emphasis" data-w-component="bold" data-w-weight="semibold" data-w-inline="">Lawn &amp; Order Lethbridge</span>, we're committed to delivering dependable commercial lawn care that helps local businesses make the right impression every day.</p>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">Whether you manage a single commercial property or multiple locations, our team provides professional mowing, trimming, edging, and property maintenance designed to keep your landscape looking its best throughout the season.</p>
<p class="zlAe0W_TextBase zlAe0W_Text" data-w-component="text">If you're searching for <span class="zlAe0W_TextBase zlAe0W_Text rFU14q_Emphasis" data-w-component="bold" data-w-weight="semibold" data-w-inline="">commercial lawn mowing Lethbridge</span>, a reliable <strong><a href="https://lawnandorderlethbridge.com/"><span class="zlAe0W_TextBase zlAe0W_Text rFU14q_Emphasis" data-w-component="bold" data-w-weight="semibold" data-w-inline="">weekly lawn mowing service near me</span></a></strong>, or modern <span class="zlAe0W_TextBase zlAe0W_Text rFU14q_Emphasis" data-w-component="bold" data-w-weight="semibold" data-w-inline="">GPS precision lawn mowing</span> solutions, Lawn &amp; Order Lethbridge is ready to help.</p>]]> </content:encoded>
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<item>
<title>Detroit PPC Company for Google Ads and Lead Generation with detroit pay per click company Strategy</title>
<link>https://news.bangboxonline.com/detroit-ppc-company-for-google-ads-and-lead-generation-with-detroit-pay-per-click-company-strategy</link>
<guid>https://news.bangboxonline.com/detroit-ppc-company-for-google-ads-and-lead-generation-with-detroit-pay-per-click-company-strategy</guid>
<description><![CDATA[ Hire a detroit pay per click company to improve Google Ads, generate qualified leads, reduce wasted spend, and grow faster. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a343eaa2ea10.jpg" length="52269" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 23:54:04 +0500</pubDate>
<dc:creator>Click Media Lab</dc:creator>
<media:keywords>detroit pay per click agency</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:710,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:16,&quot;w&quot;:708,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1009}">Google Ads can bring leads quickly, but only when the campaign is built with a clear plan. Many businesses launch ads, spend money, and then wonder why the results feel inconsistent. The issue is usually not the platform. It is the setup, targeting, message, tracking, and landing page experience. A smart </span><a href="https://clickmedialab.com/ppc-agency-detroit/" bis_size="{&quot;x&quot;:495,&quot;y&quot;:56,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:797,&quot;abs_y&quot;:1049}"><strong bis_size="{&quot;x&quot;:495,&quot;y&quot;:56,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:797,&quot;abs_y&quot;:1049}"><span bis_size="{&quot;x&quot;:495,&quot;y&quot;:56,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:797,&quot;abs_y&quot;:1049}">detroit pay per click company</span></strong></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:76,&quot;w&quot;:689,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1069}"> helps turn paid clicks into real business opportunities by focusing on qualified search intent, strong ad structure, and lead generation that can actually be measured.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:131,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1124}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:129,&quot;w&quot;:660,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1122}">How Google Ads Helps Detroit Businesses Capture Local Demand</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:168,&quot;w&quot;:710,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1161}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:170,&quot;w&quot;:693,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1163}">Detroit businesses compete in a market where customers often search before they call, visit, or request a quote. Whether someone needs a roofer, lawyer, dentist, mechanic, HVAC technician, or B2B service provider, Google Ads can place a business in front of that person at the exact moment of need.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:242,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1235}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:244,&quot;w&quot;:241,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1237}">The key is targeting the right searches.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:276,&quot;w&quot;:710,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1269}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:278,&quot;w&quot;:688,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1271}">For example, a Detroit electrical contractor may run ads for a broad term like “electrician.” That can bring clicks, but it may also attract people looking for jobs, licensing information, DIY repair tips, or services outside the company’s area. The budget disappears quickly, and lead quality stays low.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:350,&quot;w&quot;:710,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1343}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:352,&quot;w&quot;:701,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1345}">A better approach is to target specific searches such as emergency electrical repair, panel upgrades, commercial electrical services, lighting installation, and electrical inspection. Each service should have its own ad message and landing page. This makes the campaign more relevant and improves the chance of turning a click into a lead.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:424,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1417}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:426,&quot;w&quot;:99,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1419}">That is where a </span><strong bis_size="{&quot;x&quot;:107,&quot;y&quot;:426,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:409,&quot;abs_y&quot;:1419}"><span bis_size="{&quot;x&quot;:107,&quot;y&quot;:426,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:409,&quot;abs_y&quot;:1419}">detroit pay per click agency</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:426,&quot;w&quot;:663,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1419}"> adds value. It helps local businesses stop guessing and start building campaigns around real customer intent.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:478,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1471}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:480,&quot;w&quot;:674,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1473}">Click Media Lab understands that lead generation is not about buying the most clicks. It is about reaching the people most likely to become customers.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:536,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1529}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:534,&quot;w&quot;:539,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1527}">Building Google Ads Campaigns That Generate Leads</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:573,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1566}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:575,&quot;w&quot;:688,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1568}">Strong lead generation campaigns are built in layers. A good PPC campaign does not rely on one keyword, one ad, or one landing page. It creates a structure where every part of the journey supports the next step.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:627,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1620}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:629,&quot;w&quot;:330,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1622}">A lead-focused Google Ads campaign should include:</span></p>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:661,&quot;w&quot;:710,&quot;h&quot;:240,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1654}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:661,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1654}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:663,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1656}">High-intent keyword research</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:681,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1674}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:683,&quot;w&quot;:226,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1676}">Local targeting around service areas</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:701,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1694}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:703,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1696}">Campaigns separated by service type</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:721,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1714}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:723,&quot;w&quot;:238,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1716}">Ad copy that matches customer needs</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:741,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1734}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:743,&quot;w&quot;:139,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1736}">Negative keyword lists</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:761,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1754}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:763,&quot;w&quot;:121,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1756}">Click-to-call options</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:781,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1774}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:783,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1776}">Dedicated landing pages</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:801,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1794}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:803,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1796}">Conversion tracking</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:821,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1814}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:823,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1816}">Call tracking</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:841,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1834}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:843,&quot;w&quot;:89,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1836}">Budget pacing</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:861,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1854}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:863,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1856}">Regular search term reviews</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:881,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1874}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:883,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1876}">Lead quality analysis</span></li>
</ul>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:915,&quot;w&quot;:710,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1908}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:917,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1910}">A professional </span><strong bis_size="{&quot;x&quot;:99,&quot;y&quot;:917,&quot;w&quot;:137,&quot;h&quot;:16,&quot;abs_x&quot;:401,&quot;abs_y&quot;:1910}"><span bis_size="{&quot;x&quot;:99,&quot;y&quot;:917,&quot;w&quot;:137,&quot;h&quot;:16,&quot;abs_x&quot;:401,&quot;abs_y&quot;:1910}">detroit ppc company</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:917,&quot;w&quot;:704,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1910}"> should also understand that not every lead has the same value. A contractor may prefer full renovation inquiries over small repair requests. A law firm may value consultation bookings more than general questions. A dental clinic may want emergency appointment calls more than casual website visits.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:989,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1982}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:991,&quot;w&quot;:291,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1984}">That is why campaign goals should be specific.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1023,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2016}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1025,&quot;w&quot;:336,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2018}">Best practices for Google Ads lead generation include:</span></p>
<ol data-spread="true" start="1" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1057,&quot;w&quot;:710,&quot;h&quot;:240,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2050}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1057,&quot;w&quot;:670,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2050}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1059,&quot;w&quot;:165,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2052}">Match the ad to the search</span><br bis_size="{&quot;x&quot;:213,&quot;y&quot;:1059,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:515,&quot;abs_y&quot;:2052}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1079,&quot;w&quot;:620,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2072}">If someone searches for emergency HVAC repair, the ad should speak directly to urgent HVAC help.</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1097,&quot;w&quot;:670,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2090}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1099,&quot;w&quot;:175,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2092}">Send traffic to the right page</span><br bis_size="{&quot;x&quot;:223,&quot;y&quot;:1099,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:525,&quot;abs_y&quot;:2092}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1119,&quot;w&quot;:455,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2112}">A service-specific landing page usually performs better than a homepage.</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1137,&quot;w&quot;:670,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2130}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1139,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2132}">Use negative keywords early</span><br bis_size="{&quot;x&quot;:226,&quot;y&quot;:1139,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:528,&quot;abs_y&quot;:2132}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1159,&quot;w&quot;:455,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2152}">Negative keywords help block irrelevant searches and protect the budget.</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1177,&quot;w&quot;:670,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2170}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1179,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2172}">Make mobile contact easy</span><br bis_size="{&quot;x&quot;:209,&quot;y&quot;:1179,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:511,&quot;abs_y&quot;:2172}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1199,&quot;w&quot;:571,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2192}">Many local leads come from mobile users. Clickable phone numbers and short forms matter.</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1217,&quot;w&quot;:670,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2210}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1219,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2212}">Track every meaningful action</span><br bis_size="{&quot;x&quot;:234,&quot;y&quot;:1219,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:536,&quot;abs_y&quot;:2212}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1239,&quot;w&quot;:443,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2232}">Calls, forms, bookings, and quote requests should be measured clearly.</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1257,&quot;w&quot;:670,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2250}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1259,&quot;w&quot;:241,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2252}">Review lead quality, not just lead count</span><br bis_size="{&quot;x&quot;:289,&quot;y&quot;:1259,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:591,&quot;abs_y&quot;:2252}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1279,&quot;w&quot;:445,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2272}">More leads are not always better if they do not match the business goal.</span></li>
</ol>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1311,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2304}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1313,&quot;w&quot;:686,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2306}">Google Ads trends are moving toward automation, but automation performs best when the campaign has clean tracking and strong conversion data. Without that foundation, the system may optimize for low-quality actions.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1369,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2362}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1367,&quot;w&quot;:590,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2360}">Common PPC Lead Generation Problems and Simple Fixes</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1406,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2399}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1408,&quot;w&quot;:672,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2401}">Many Detroit businesses try PPC but do not get the results they expected. Often, the campaign is not broken beyond repair. It simply needs better structure and stronger tracking.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1460,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2453}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1462,&quot;w&quot;:698,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2455}">One common problem is using too many broad keywords. Broad keywords can increase reach, but they can also invite irrelevant clicks. For local lead generation, tighter targeting often works better.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1514,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2507}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1516,&quot;w&quot;:691,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2509}">Another problem is weak landing pages. A user who clicks an ad expects a clear answer. If the page is slow, too general, or missing a strong call to action, the visitor may leave.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1568,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2561}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1570,&quot;w&quot;:697,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2563}">A third issue is not tracking calls. For many local businesses, phone calls are the most valuable leads. If calls are not tracked, campaign performance is incomplete.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1622,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2615}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1624,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2617}">Practical improvements include:</span></p>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1656,&quot;w&quot;:710,&quot;h&quot;:260,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2649}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1656,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2649}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1658,&quot;w&quot;:290,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2651}">Build separate campaigns for different services</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1676,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2669}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1678,&quot;w&quot;:241,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2671}">Use phrase and exact match keywords</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1696,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2689}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1698,&quot;w&quot;:219,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2691}">Add negative keywords every week</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1716,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2709}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1718,&quot;w&quot;:277,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2711}">Create landing pages for high-value services</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1736,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2729}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1738,&quot;w&quot;:243,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2731}">Keep forms short and easy to complete</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1756,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2749}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1758,&quot;w&quot;:278,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2751}">Add phone numbers near the top of the page</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1776,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2769}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1778,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2771}">Use call extensions in ads</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1796,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2789}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1798,&quot;w&quot;:206,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2791}">Track form submissions and calls</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1816,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2809}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1818,&quot;w&quot;:188,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2811}">Review search terms regularly</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1836,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2829}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1838,&quot;w&quot;:265,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2831}">Pause keywords that spend without results</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1856,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2849}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1858,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2851}">Test different ad headlines</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1876,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2869}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1878,&quot;w&quot;:277,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2871}">Add reviews or trust signals to landing pages</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1896,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2889}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1898,&quot;w&quot;:239,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2891}">Adjust targeting by location and device</span></li>
</ul>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1930,&quot;w&quot;:710,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2923}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1932,&quot;w&quot;:61,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2925}">A reliable </span><strong bis_size="{&quot;x&quot;:69,&quot;y&quot;:1932,&quot;w&quot;:102,&quot;h&quot;:16,&quot;abs_x&quot;:371,&quot;abs_y&quot;:2925}"><span bis_size="{&quot;x&quot;:69,&quot;y&quot;:1932,&quot;w&quot;:102,&quot;h&quot;:16,&quot;abs_x&quot;:371,&quot;abs_y&quot;:2925}">detroit ppc firm</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1932,&quot;w&quot;:699,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2925}"> should also help business owners understand the numbers. Reports should not only show clicks and impressions. They should explain which campaigns are producing leads, which search terms are wasting spend, and which pages need improvement.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2004,&quot;w&quot;:710,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2997}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2006,&quot;w&quot;:673,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2999}">Useful tools include Google Ads, Google Analytics, Google Tag Manager, call tracking software, landing page testing tools, and CRM systems. These tools make it easier to connect ad spend with actual business opportunities.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2078,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3071}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2080,&quot;w&quot;:55,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3073}">A strong </span><strong bis_size="{&quot;x&quot;:63,&quot;y&quot;:2080,&quot;w&quot;:137,&quot;h&quot;:16,&quot;abs_x&quot;:365,&quot;abs_y&quot;:3073}"><span bis_size="{&quot;x&quot;:63,&quot;y&quot;:2080,&quot;w&quot;:137,&quot;h&quot;:16,&quot;abs_x&quot;:365,&quot;abs_y&quot;:3073}">ppc company detroit</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2080,&quot;w&quot;:701,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3073}"> businesses work with should also look beyond the click. If leads are coming in but not closing, the issue may involve response time, follow-up process, pricing, or lead qualification.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2135,&quot;w&quot;:710,&quot;h&quot;:41,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3128}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2134,&quot;w&quot;:290,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3127}">Future Lead Generation with </span><strong bis_size="{&quot;x&quot;:298,&quot;y&quot;:2130,&quot;w&quot;:342,&quot;h&quot;:30,&quot;abs_x&quot;:600,&quot;abs_y&quot;:3123}"><span bis_size="{&quot;x&quot;:298,&quot;y&quot;:2130,&quot;w&quot;:342,&quot;h&quot;:30,&quot;abs_x&quot;:600,&quot;abs_y&quot;:3123}">detroit pay per click company</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2154,&quot;w&quot;:113,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3147}"> Campaigns</span></h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2194,&quot;w&quot;:710,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3187}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2196,&quot;w&quot;:706,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3189}">The future of Google Ads will be shaped by automation, better audience signals, stronger conversion tracking, and more personalized search behavior. Customers are becoming more specific in how they search. Instead of typing short phrases, they often search with clear needs such as “same-day appliance repair near me” or “commercial cleaning quote in Detroit.”</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2288,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3281}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2290,&quot;w&quot;:674,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3283}">Businesses that match this intent with relevant ads and helpful landing pages will have a stronger advantage.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2322,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3315}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2324,&quot;w&quot;:303,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3317}">Real-world lead generation opportunities include:</span></p>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2356,&quot;w&quot;:710,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3349}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2356,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3349}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2358,&quot;w&quot;:307,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3351}">A roofing company targeting storm damage repair</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2376,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3369}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2378,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3371}">A dentist promoting emergency appointments</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2396,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3389}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2398,&quot;w&quot;:274,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3391}">A law firm advertising specific practice areas</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2416,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3409}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2418,&quot;w&quot;:275,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3411}">An auto repair shop promoting brake service</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2436,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3429}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2438,&quot;w&quot;:314,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3431}">A contractor targeting kitchen renovation estimates</span></li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2456,&quot;w&quot;:670,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3449}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2458,&quot;w&quot;:341,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3451}">A B2B company generating commercial quote requests</span></li>
</ul>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2490,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3483}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2492,&quot;w&quot;:672,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3485}">Each campaign should be shaped around the service, audience, urgency, and value of the lead. A high-value service may deserve a different budget and bidding strategy than a smaller service.</span></p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2544,&quot;w&quot;:710,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3537}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2546,&quot;w&quot;:12,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3539}">A </span><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:2546,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:322,&quot;abs_y&quot;:3539}"><span bis_size="{&quot;x&quot;:20,&quot;y&quot;:2546,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:322,&quot;abs_y&quot;:3539}">pay per click company detroit</span></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2546,&quot;w&quot;:692,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3539}"> businesses choose should prepare campaigns for long-term improvement by building clean account structures, accurate tracking, strong landing pages, and a testing process. Paid search is not a set-it-and-forget-it channel. It becomes more effective when each month’s data is used to improve the next month’s results.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2641,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3634}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2639,&quot;w&quot;:54,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3632}">FAQs</span></h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2679,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3672}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2680,&quot;w&quot;:340,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3673}">How does Google Ads help generate leads?</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2715,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3708}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2717,&quot;w&quot;:705,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3710}">Google Ads helps businesses appear when people are actively searching for services. With the right targeting and landing pages, those clicks can turn into calls, forms, bookings, or quote requests.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2771,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3764}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2772,&quot;w&quot;:330,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3765}">Is PPC good for small Detroit businesses?</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2808,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3801}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2810,&quot;w&quot;:655,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3803}">Yes. PPC can work well for small businesses when campaigns focus on specific services, local intent, and measurable conversions.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2864,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3857}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2865,&quot;w&quot;:374,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3858}">What is the biggest reason PPC campaigns fail?</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2901,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3894}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2903,&quot;w&quot;:630,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3896}">Many campaigns fail because of broad targeting, weak landing pages, poor tracking, or lack of regular optimization.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2957,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3950}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2958,&quot;w&quot;:311,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3951}">Should PPC leads be tracked in a CRM?</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2993,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3986}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2995,&quot;w&quot;:694,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3988}">Yes. A CRM can help businesses understand which leads become customers and which campaigns produce the highest value.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3050,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4043}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3051,&quot;w&quot;:437,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4044}">How often should Google Ads campaigns be optimized?</span></h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3086,&quot;w&quot;:710,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4079}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3088,&quot;w&quot;:653,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4081}">Campaigns should be reviewed regularly, especially search terms, budget use, conversions, landing page performance, and lead quality.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3144,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4137}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3142,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4135}">Conclusion</span></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3181,&quot;w&quot;:710,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4174}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3183,&quot;w&quot;:655,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4176}">Google Ads can become a strong lead generation channel when campaigns are built with purpose. Detroit businesses need focused keywords, relevant ads, clear landing pages, accurate tracking, and ongoing optimization. A </span><a href="https://clickmedialab.com/pay-per-click-agency/"><strong bis_size="{&quot;x&quot;:102,&quot;y&quot;:3223,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:404,&quot;abs_y&quot;:4216}"><span bis_size="{&quot;x&quot;:102,&quot;y&quot;:3223,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:404,&quot;abs_y&quot;:4216}">pay per click company</span></strong></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3223,&quot;w&quot;:664,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4216}"> can help reduce wasted spend and improve lead quality by connecting paid search strategy with real customer intent. With the right approach, PPC can support steady growth and measurable business results.</span></p>]]> </content:encoded>
</item>

<item>
<title>Asia Pacific Pediatric Medical Device Market Forecast Growth Driven by Government Support and Healthcare Infrastructure Expansion</title>
<link>https://news.bangboxonline.com/asia-pacific-pediatric-medical-device-market-forecast-growth-driven-by-government-support-and-healthcare-infrastructure-expansion</link>
<guid>https://news.bangboxonline.com/asia-pacific-pediatric-medical-device-market-forecast-growth-driven-by-government-support-and-healthcare-infrastructure-expansion</guid>
<description><![CDATA[ The Asia Pacific Pediatric Medical Device Market size was valued at USD 7.79 Bn. in 2024 and the total Asia Pacific Pediatric Medical Device Market revenue is expected to grow at a CAGR of 8.2% from 2025 to 2032, reaching nearly USD 14.63 Bn. by 2032. ]]></description>
<enclosure url="" length="52269" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 21:09:26 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<div class="flex max-w-full flex-col gap-4 grow">
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<p data-start="0" data-end="89"><strong data-start="0" data-end="89"><a href="https://www.stellarmr.com/report/Asia-Pacific-Pediatric-Medical-Device-Market/1659">Asia Pacific Pediatric Medical Device Market:</a><span> </span>Industry Overview and Forecast Insights</strong></p>
<p data-start="91" data-end="567"><strong data-start="91" data-end="159">Introduction to the Asia Pacific Pediatric Medical Device Market</strong><br data-start="159" data-end="162">The Asia Pacific pediatric medical device market is a fast-growing segment of the global healthcare industry focused on designing and manufacturing medical devices specifically for infants, children, and adolescents. These devices include cardiology equipment, diagnostic imaging systems, in-vitro diagnostic (IVD) devices, neonatal care tools, and respiratory support systems tailored to pediatric needs.</p>
<p data-start="569" data-end="915">According to recent industry estimates, the market was valued at approximately<span> </span><strong data-start="648" data-end="676">USD 7.79 billion in 2024</strong><span> </span>and is projected to reach around<span> </span><strong data-start="710" data-end="739">USD 14.63 billion by 2032</strong>, growing at a<span> </span><strong data-start="754" data-end="787">CAGR of 8.2% during 2025–2032</strong>.</p>
<p data-start="917" data-end="1094">This strong growth reflects increasing healthcare investment, rising pediatric disease burden, and rapid adoption of advanced medical technologies across Asia Pacific countries.</p>
<hr data-start="1096" data-end="1099">
<p data-start="1101" data-end="1519"><strong data-start="1101" data-end="1126">Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Asia-Pacific-Pediatric-Medical-Device-Market/1659">https://www.stellarmr.com/report/req_sample/Asia-Pacific-Pediatric-Medical-Device-Market/1659</a> <br></strong></p>
<p data-start="1101" data-end="1519"><strong data-start="1101" data-end="1126">Market Growth Drivers</strong><br data-start="1126" data-end="1129">One of the key drivers of the Asia Pacific pediatric medical device market is the increasing prevalence of<span> </span><strong data-start="1236" data-end="1296">chronic diseases and congenital disorders among children</strong>. Conditions such as asthma, diabetes, cardiovascular issues, and respiratory illnesses are rising, creating strong demand for specialized pediatric diagnostics and treatment devices.</p>
<p data-start="1521" data-end="1785">Another major factor is the expansion of<span> </span><strong data-start="1562" data-end="1617">healthcare infrastructure and government investment</strong><span> </span>in countries such as China and India. Governments are improving pediatric care access through subsidies, hospital expansions, and increased medical device procurement.</p>
<p data-start="1787" data-end="1989">Additionally, the growing availability of<span> </span><strong data-start="1829" data-end="1884">point-of-care (POC) and wearable diagnostic devices</strong><span> </span>is transforming pediatric care by enabling early detection, remote monitoring, and home-based treatment.</p>
<hr data-start="1991" data-end="1994">
<p data-start="1996" data-end="2097"><strong data-start="1996" data-end="2028">Market Segmentation Overview</strong><br data-start="2028" data-end="2031">The market is segmented by product type and end-user applications.</p>
<p data-start="2099" data-end="2375">By product type,<span> </span><strong data-start="2116" data-end="2154">IVD devices hold the largest share</strong>, driven by their role in early disease detection, newborn screening, and chronic condition monitoring. Other key segments include cardiology devices, diagnostic imaging systems, and anesthesia &amp; respiratory care devices.</p>
<p data-start="2377" data-end="2610">By end users, hospitals dominate the market due to their advanced infrastructure and high patient inflow. Pediatric clinics and ambulatory surgical centers are also expanding rapidly as healthcare delivery becomes more decentralized.</p>
<hr data-start="2612" data-end="2615">
<p data-start="2617" data-end="2863"><strong data-start="2617" data-end="2668">Technological Advancements in Pediatric Devices</strong><br data-start="2668" data-end="2671">Innovation is a central force shaping the market. Manufacturers are focusing on<span> </span><strong data-start="2751" data-end="2781">miniaturization of devices</strong><span> </span>to suit children’s anatomy while maintaining high precision and safety standards.</p>
<p data-start="2865" data-end="3140">The integration of<span> </span><strong data-start="2884" data-end="2925">AI, IoT, and smart monitoring systems</strong><span> </span>is improving diagnosis accuracy and enabling real-time patient monitoring. Wearable devices for glucose monitoring, oxygen saturation tracking, and cardiac health are becoming increasingly common in pediatric care.</p>
<p data-start="3142" data-end="3282">Additionally, advancements in<span> </span><strong data-start="3172" data-end="3212">non-invasive diagnostic technologies</strong><span> </span>are reducing discomfort for children and improving clinical outcomes.</p>
<hr data-start="3284" data-end="3287">
<p data-start="3289" data-end="3599"><strong data-start="3289" data-end="3317">Regional Market Insights</strong><br data-start="3317" data-end="3320">China leads the Asia Pacific pediatric medical device market due to its large pediatric population, strong healthcare investments, and presence of major domestic manufacturers. India follows closely, supported by rising healthcare spending and expanding access to pediatric care.</p>
<p data-start="3601" data-end="3966">Japan, South Korea, and Australia represent technologically advanced markets with high adoption of sophisticated medical devices. Meanwhile, Southeast Asian countries such as Indonesia, Vietnam, and Bangladesh are emerging markets, driven by improving healthcare infrastructure and demand for affordable medical technologies.</p>
<hr data-start="3968" data-end="3971">
<p data-start="3973" data-end="4173"><strong data-start="3973" data-end="3990">Market Trends</strong><br data-start="3990" data-end="3993">A major trend shaping the market is the shift toward<span> </span><strong data-start="4046" data-end="4087">home healthcare and remote monitoring</strong>, allowing children with chronic conditions to receive care outside hospital settings.</p>
<p data-start="4175" data-end="4354">Another important trend is the increasing focus on<span> </span><strong data-start="4226" data-end="4273">cost-effective and scalable medical devices</strong>, particularly for developing countries where affordability remains a key factor.</p>
<p data-start="4356" data-end="4506">The use of<span> </span><strong data-start="4367" data-end="4401">data-connected medical devices</strong><span> </span>is also expanding, enabling better disease tracking, treatment planning, and healthcare decision-making.</p>
<hr data-start="4508" data-end="4511">
<p data-start="4513" data-end="4720"><strong data-start="4513" data-end="4534">Market Challenges</strong><br data-start="4534" data-end="4537">Despite strong growth, the market faces several challenges. One major issue is the<span> </span><strong data-start="4620" data-end="4671">high cost of advanced pediatric medical devices</strong>, which can limit adoption in low-income regions.</p>
<p data-start="4722" data-end="4886">Regulatory complexity across different countries also creates barriers for manufacturers, as compliance requirements vary significantly across Asia Pacific markets.</p>
<p data-start="4888" data-end="5007">Additionally, reimbursement uncertainties and uneven healthcare access in rural areas can slow down market penetration.</p>
<hr data-start="5009" data-end="5012">
<p data-start="1101" data-end="1519"><strong data-start="1101" data-end="1126">Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Asia-Pacific-Pediatric-Medical-Device-Market/1659">https://www.stellarmr.com/report/req_sample/Asia-Pacific-Pediatric-Medical-Device-Market/1659</a> <br></strong></p>
<p data-start="5014" data-end="5249"><strong data-start="5014" data-end="5050">Future Outlook (2026 and Beyond)</strong><br data-start="5050" data-end="5053">The Asia Pacific pediatric medical device market is expected to continue strong growth through 2032 and beyond, driven by rising pediatric healthcare needs and continuous technological innovation.</p>
<p data-start="5251" data-end="5498">Future developments will likely focus on<span> </span><strong data-start="5292" data-end="5395">AI-powered diagnostics, portable monitoring systems, and personalized pediatric treatment solutions</strong>. Increasing government support and private sector investment will further strengthen market expansion.</p>
<hr data-start="5500" data-end="5503">
<p data-start="5505" data-end="5855" data-is-last-node="" data-is-only-node=""><strong data-start="5505" data-end="5519">Conclusion</strong><br data-start="5519" data-end="5522">The Asia Pacific pediatric medical device market is evolving rapidly due to rising disease burden, expanding healthcare infrastructure, and technological advancements. While challenges such as cost and regulatory complexity remain, strong innovation and growing healthcare demand ensure a positive long-term outlook for the industry.</p>
<p data-start="0" data-end="75"><strong>About Stellar Market Research:</strong></p>
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<div class="z-0 flex min-h-[46px] justify-start">Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.<br><br><strong>Contact Stellar Market Research:</strong><br><br>3rd Floor, Navale IT Park, Phase 2<br><br>Pune Banglore Highway, Narhe,<br><br>Pune, Maharashtra 411041, India<br><br><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong><br><br>+91 20 6630 3320 | +91 9607365656</div>]]> </content:encoded>
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<title>Sodium Aluminum Silicate Market Forecast Growth Fueled by Processed Food Consumption Worldwide</title>
<link>https://news.bangboxonline.com/sodium-aluminum-silicate-market-forecast-growth-fueled-by-processed-food-consumption-worldwide</link>
<guid>https://news.bangboxonline.com/sodium-aluminum-silicate-market-forecast-growth-fueled-by-processed-food-consumption-worldwide</guid>
<description><![CDATA[ The Global Sodium Aluminum Silicate Market size reached US$ 12.18 Bn. in 2025 and expects the market to reach US$ 18.08 Bn. by 2032, exhibiting a growth rate (CAGR) of 5.8% during 2026-2032. ]]></description>
<enclosure url="" length="52269" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 20:46:53 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
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<p data-start="0" data-end="76"><strong data-start="0" data-end="76"><a href="https://www.stellarmr.com/report/Sodium-Aluminum-Silicate-Market/1496">Sodium Aluminum Silicate Market:</a><span> </span>Industry Overview and Forecast Insights</strong></p>
<p data-start="78" data-end="537"><strong data-start="78" data-end="133">Introduction to the Sodium Aluminum Silicate Market</strong><br data-start="133" data-end="136">The sodium aluminum silicate market is a niche but important segment of the global specialty chemicals industry. Sodium aluminum silicate is an inorganic compound composed of sodium, aluminum, silicon, and oxygen, widely used as an anti-caking agent, flow enhancer, thickener, and opacifier across multiple industries including food &amp; beverage, cosmetics, pharmaceuticals, and industrial applications.</p>
<p data-start="539" data-end="831">According to recent industry estimates, the global sodium aluminum silicate market was valued at approximately<span> </span><strong data-start="650" data-end="679">USD 11.52 billion in 2024</strong><span> </span>and is projected to reach around<span> </span><strong data-start="713" data-end="742">USD 18.08 billion by 2032</strong>, growing at a<span> </span><strong data-start="757" data-end="790">CAGR of 5.8% during 2025–2032</strong>.</p>
<p data-start="833" data-end="960">This steady growth reflects increasing demand for processed foods, personal care products, and functional industrial additives.</p>
<hr data-start="962" data-end="965">
<p data-start="967" data-end="1432"><strong data-start="967" data-end="992">Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Sodium-Aluminum-Silicate-Market/1496">https://www.stellarmr.com/report/req_sample/Sodium-Aluminum-Silicate-Market/1496</a> <br></strong></p>
<p data-start="967" data-end="1432"><strong data-start="967" data-end="992">Market Growth Drivers</strong><br data-start="992" data-end="995">One of the key drivers of the sodium aluminum silicate market is the rising consumption of processed and convenience foods. In food applications, sodium aluminum silicate is commonly used in table salt, powdered beverages, spices, and seasoning blends to prevent clumping and ensure smooth flow properties. As global urbanization increases, demand for packaged and ready-to-eat foods continues to expand, directly boosting market growth.</p>
<p data-start="1434" data-end="1786">Another major driver is the growth of the cosmetics and personal care industry. Sodium aluminum silicate is widely used as a thickening, abrasive, and opacifying agent in products such as creams, lotions, makeup, and toothpaste. Increasing consumer awareness regarding personal grooming and hygiene is strengthening demand for cosmetic-grade additives.</p>
<p data-start="1788" data-end="2057">Additionally, the expansion of industrial manufacturing sectors such as paints, coatings, plastics, and rubber is supporting market growth. The compound improves texture, stability, and performance in various formulations, making it a valuable multifunctional additive.</p>
<hr data-start="2059" data-end="2062">
<p data-start="2064" data-end="2204"><strong data-start="2064" data-end="2096">Market Segmentation Overview</strong><br data-start="2096" data-end="2099">The sodium aluminum silicate market can be segmented based on type, application, and end-user industries.</p>
<p data-start="2206" data-end="2460">By type, the market is divided into natural and synthetic sodium aluminum silicate. Synthetic variants dominate due to their consistent quality, controlled composition, and wider industrial applicability, especially in food-grade and pharmaceutical uses.</p>
<p data-start="2462" data-end="2719">By application, the compound is used in plastics, coatings, rubber, and building materials. Among these, plastics and coatings represent significant consumption areas due to their reliance on stabilizers and fillers to improve product durability and finish.</p>
<p data-start="2721" data-end="3002">By end-user industry, food and beverage is the leading segment, followed by cosmetics &amp; personal care, pharmaceuticals, paints &amp; coatings, and other industrial uses. The food industry remains the most stable demand base due to continuous consumption of processed products globally.</p>
<hr data-start="3004" data-end="3007">
<p data-start="3009" data-end="3349"><strong data-start="3009" data-end="3037">Regional Market Insights</strong><br data-start="3037" data-end="3040">Asia-Pacific dominates the global sodium aluminum silicate market, driven by rapid industrialization, population growth, and expanding food processing industries in countries such as China and India. The region also benefits from strong cosmetics manufacturing hubs and cost-effective production capabilities.</p>
<p data-start="3351" data-end="3558">North America holds a significant share due to high demand for processed food products, advanced personal care industries, and strict regulatory frameworks that encourage the use of safe, approved additives.</p>
<p data-start="3560" data-end="3865">Europe also remains an important market, supported by strong demand for high-quality food additives and a well-established cosmetics sector. Meanwhile, Latin America and the Middle East &amp; Africa are emerging markets, experiencing steady growth due to rising urbanization and expanding retail food sectors.</p>
<hr data-start="3867" data-end="3870">
<p data-start="3872" data-end="4191"><strong data-start="3872" data-end="3907">Industry Trends and Innovations</strong><br data-start="3907" data-end="3910">A major trend shaping the market is the increasing demand for clean-label and safe food additives. Sodium aluminum silicate is often preferred due to its low toxicity profile and regulatory approval in multiple regions, making it suitable for widespread use in consumable products.</p>
<p data-start="4193" data-end="4450">Innovation in material science is also expanding application areas. Manufacturers are developing improved grades of sodium aluminum silicate with enhanced purity, particle size control, and performance characteristics tailored for specific industrial needs.</p>
<p data-start="4452" data-end="4644">Sustainability is another growing focus, with companies optimizing production processes to reduce environmental impact and energy consumption, aligning with global green chemistry initiatives.</p>
<hr data-start="4646" data-end="4649">
<p data-start="4651" data-end="4905"><strong data-start="4651" data-end="4672">Market Challenges</strong><br data-start="4672" data-end="4675">Despite strong growth prospects, the sodium aluminum silicate market faces several challenges. Strict regulatory requirements in food and pharmaceutical applications can limit usage and increase compliance costs for manufacturers.</p>
<p data-start="4907" data-end="5164">Raw material price volatility, particularly for silica and aluminum sources, can affect production economics and profit margins. Additionally, the availability of alternative anti-caking agents and fillers poses competitive pressure in certain applications.</p>
<p data-start="5166" data-end="5299">Economic slowdowns can also temporarily impact demand for packaged foods and industrial products, indirectly affecting market growth.</p>
<hr data-start="5301" data-end="5304">
<p data-start="967" data-end="1432"><strong data-start="967" data-end="992">Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Sodium-Aluminum-Silicate-Market/1496">https://www.stellarmr.com/report/req_sample/Sodium-Aluminum-Silicate-Market/1496</a> <br></strong></p>
<p data-start="5306" data-end="5647"><strong data-start="5306" data-end="5342">Future Outlook (2026 and Beyond)</strong><br data-start="5342" data-end="5345">The sodium aluminum silicate market is expected to maintain steady growth through 2032, driven by increasing demand from food processing, cosmetics, and industrial manufacturing sectors. The continued shift toward convenience foods and premium personal care products will remain central growth drivers.</p>
<p data-start="5649" data-end="5937">Future developments are likely to focus on improving product purity, expanding application versatility, and enhancing sustainability in production processes. Manufacturers investing in innovation and regulatory compliance will be best positioned to capture long-term growth opportunities.</p>
<hr data-start="5939" data-end="5942">
<p data-start="5944" data-end="6438" data-is-last-node="" data-is-only-node=""><strong data-start="5944" data-end="5958">Conclusion</strong><br data-start="5958" data-end="5961">The sodium aluminum silicate market is a steadily growing segment of the specialty chemicals industry, supported by its wide-ranging applications and functional benefits. While regulatory and cost-related challenges persist, rising demand from food, cosmetics, and industrial sectors ensures a positive long-term outlook. With continued innovation and expanding global consumption trends, the market is expected to remain stable and growth-oriented through the forecast period.</p>
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<title>Mobile Identity Management Market Forecast Analysis by Solution, Deployment, and Region</title>
<link>https://news.bangboxonline.com/mobile-identity-management-market-forecast-analysis-by-solution-deployment-and-region</link>
<guid>https://news.bangboxonline.com/mobile-identity-management-market-forecast-analysis-by-solution-deployment-and-region</guid>
<description><![CDATA[ Mobile Identity Management Market Size was valued at USD 6.60 Billion in 2025 and is expected to reach USD 34.44 Billion by 2032 at a CAGR of 26.6 % over the forecast period. ]]></description>
<enclosure url="" length="52269" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 20:43:01 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
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<p data-start="0" data-end="78"><strong data-start="0" data-end="78"><a href="https://www.stellarmr.com/report/Mobile-Identity-Management-Market/1494">Mobile Identity Management Market</a>: Industry Overview and Forecast Insights</strong></p>
<p data-start="80" data-end="618"><strong data-start="80" data-end="137">Introduction to the Mobile Identity Management Market</strong><br data-start="137" data-end="140">The mobile identity management (MIM) market is a rapidly expanding segment of the cybersecurity and identity &amp; access management (IAM) industry. It focuses on securing, managing, and authenticating user identities across mobile devices, applications, and cloud environments. With the rise of remote work, BYOD (Bring Your Own Device) policies, and cloud adoption, organizations are increasingly relying on MIM solutions to ensure secure and seamless access to digital resources.</p>
<p data-start="620" data-end="923">According to recent industry estimates, the global mobile identity management market is valued at approximately<span> </span><strong data-start="732" data-end="760">USD 6.60 billion in 2025</strong><span> </span>and is projected to reach<span> </span><strong data-start="787" data-end="816">USD 34.44 billion by 2032</strong>, growing at a strong<span> </span><strong data-start="838" data-end="855">CAGR of 26.6%</strong><span> </span>during the forecast period.</p>
<p data-start="925" data-end="1057">This strong growth reflects the rising importance of digital identity security in an increasingly mobile-first business environment.</p>
<hr data-start="1059" data-end="1062">
<p data-start="1064" data-end="1336"><strong data-start="1064" data-end="1089">Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Mobile-Identity-Management-Market/1494">https://www.stellarmr.com/report/req_sample/Mobile-Identity-Management-Market/1494</a> <br></strong></p>
<p data-start="1064" data-end="1336"><strong data-start="1064" data-end="1089">Market Growth Drivers</strong><br data-start="1089" data-end="1092">One of the primary drivers of the MIM market is the rapid expansion of mobile workforces. Employees now access enterprise systems from smartphones, tablets, and remote devices, increasing the need for secure authentication and identity control.</p>
<p data-start="1338" data-end="1635">Another key factor is the rising threat of cyberattacks and identity theft. Organizations are adopting multi-factor authentication (MFA), biometric verification, and risk-based authentication systems to reduce unauthorized access and protect sensitive data.</p>
<p data-start="1637" data-end="1940">Additionally, regulatory compliance requirements such as GDPR and data protection laws are pushing enterprises to implement stronger identity governance frameworks. Cloud migration trends further accelerate adoption, as businesses require centralized identity management across distributed environments.</p>
<hr data-start="1942" data-end="1945">
<p data-start="1947" data-end="2208"><strong data-start="1947" data-end="1990">Technology Landscape and Key Components</strong><br data-start="1990" data-end="1993">The mobile identity management ecosystem is built on several core technologies. Multi-factor authentication (MFA) is widely used to strengthen login security by combining passwords with biometrics or one-time codes.</p>
<p data-start="2210" data-end="2430">Biometric authentication methods, including facial recognition, fingerprint scanning, and iris recognition, are becoming standard in mobile identity systems. These technologies improve both security and user convenience.</p>
<p data-start="2432" data-end="2716">Single Sign-On (SSO) solutions allow users to access multiple applications using one set of credentials, reducing password fatigue and improving productivity. AI and machine learning are also increasingly used to detect anomalies, identify threats, and enable adaptive authentication.</p>
<p data-start="2718" data-end="2853">Blockchain-based identity systems are an emerging innovation, offering decentralized and tamper-proof identity verification mechanisms.</p>
<hr data-start="2855" data-end="2858">
<p data-start="2860" data-end="3027"><strong data-start="2860" data-end="2892">Market Segmentation Overview</strong><br data-start="2892" data-end="2895">The mobile identity management market is segmented based on solution type, deployment model, enterprise size, and industry vertical.</p>
<p data-start="3029" data-end="3283">By solution type, software dominates the market due to high demand for authentication and access management platforms. Services such as consulting, integration, and managed identity services are also growing rapidly as enterprises require expert support.</p>
<p data-start="3285" data-end="3453">By deployment model, cloud-based solutions are witnessing faster growth compared to on-premises systems due to scalability, flexibility, and lower infrastructure costs.</p>
<p data-start="3455" data-end="3654">By enterprise size, large enterprises currently hold a major share, but small and medium-sized enterprises (SMEs) are increasingly adopting cloud-based identity solutions to strengthen cybersecurity.</p>
<p data-start="3656" data-end="3830">By industry vertical, BFSI (banking, financial services, and insurance) leads adoption, followed by healthcare, IT and telecom, government, retail, and manufacturing sectors.</p>
<hr data-start="3832" data-end="3835">
<p data-start="3837" data-end="4090"><strong data-start="3837" data-end="3865">Regional Market Insights</strong><br data-start="3865" data-end="3868">North America dominates the mobile identity management market due to early adoption of cybersecurity technologies, strong digital infrastructure, and the presence of leading vendors such as Microsoft, IBM, Okta, and Cisco.</p>
<p data-start="4092" data-end="4302">Europe is also a significant market, driven by strict data privacy regulations and increasing adoption of cloud-based identity systems. The region is particularly focused on compliance-driven identity security.</p>
<p data-start="4304" data-end="4500">Asia-Pacific is the fastest-growing region, supported by rapid digital transformation, increasing smartphone penetration, and expanding mobile payment ecosystems in countries like India and China.</p>
<p data-start="4502" data-end="4659">Emerging markets in Latin America and the Middle East are gradually adopting mobile identity solutions as digital services and e-governance platforms expand.</p>
<hr data-start="4661" data-end="4664">
<p data-start="1064" data-end="1336"><strong data-start="1064" data-end="1089">Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Mobile-Identity-Management-Market/1494">https://www.stellarmr.com/report/req_sample/Mobile-Identity-Management-Market/1494</a> <br></strong></p>
<p data-start="4666" data-end="4904"><strong data-start="4666" data-end="4689">Key Industry Trends</strong><br data-start="4689" data-end="4692">A major trend shaping the market is the shift toward passwordless authentication. Organizations are increasingly replacing traditional passwords with biometrics and secure token-based systems to enhance security.</p>
<p data-start="4906" data-end="5073">Another important trend is the adoption of Zero Trust security frameworks, where no user or device is automatically trusted, and continuous authentication is required.</p>
<p data-start="5075" data-end="5226">AI-driven identity analytics is also gaining traction, enabling real-time threat detection and adaptive access control based on user behavior patterns.</p>
<hr data-start="5228" data-end="5231">
<p data-start="5233" data-end="5479"><strong data-start="5233" data-end="5254">Market Challenges</strong><br data-start="5254" data-end="5257">Despite strong growth potential, the mobile identity management market faces several challenges. Integration complexity with legacy systems remains a major hurdle for enterprises transitioning to modern identity platforms.</p>
<p data-start="5481" data-end="5700">Privacy concerns are also increasing as biometric and behavioral data become widely used. Additionally, cybersecurity threats continue to evolve, requiring constant updates and improvements to identity security systems.</p>
<p data-start="5702" data-end="5841">High implementation costs and lack of skilled cybersecurity professionals further limit adoption, particularly among smaller organizations.</p>
<hr data-start="5843" data-end="5846">
<p data-start="5848" data-end="6163"><strong data-start="5848" data-end="5884">Future Outlook (2026 and Beyond)</strong><br data-start="5884" data-end="5887">The mobile identity management market is expected to grow significantly through 2032, driven by increasing digital transformation and the expansion of mobile-first business environments. Future identity systems will likely become more intelligent, adaptive, and decentralized.</p>
<p data-start="6165" data-end="6424">Technologies such as AI-based continuous authentication, blockchain identity frameworks, and fully passwordless ecosystems will redefine how users access digital services. Identity will increasingly become the core layer of cybersecurity strategies worldwide.</p>
<hr data-start="6426" data-end="6429">
<p data-start="6431" data-end="6911" data-is-last-node="" data-is-only-node=""><strong data-start="6431" data-end="6445">Conclusion</strong><br data-start="6445" data-end="6448">The mobile identity management market is evolving into a critical pillar of modern cybersecurity infrastructure. With rapid growth driven by mobile workforce expansion, regulatory pressure, and rising cyber threats, organizations are prioritizing secure identity solutions more than ever. While challenges such as complexity and privacy concerns remain, continuous innovation in authentication technologies is expected to drive strong and sustained market growth.</p>
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<title>Orthopedic Extremity Market Forecast Driven by Rising Sports Injuries and Osteoarthritis Cases</title>
<link>https://news.bangboxonline.com/orthopedic-extremity-market-forecast-driven-by-rising-sports-injuries-and-osteoarthritis-cases</link>
<guid>https://news.bangboxonline.com/orthopedic-extremity-market-forecast-driven-by-rising-sports-injuries-and-osteoarthritis-cases</guid>
<description><![CDATA[ The Orthopedic Extremity Market is expected to grow at 4.5% CAGR from 2025 to 2032, from USD 69.57 billion to USD 94.68 billion. ]]></description>
<enclosure url="" length="52269" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 20:35:22 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
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<p data-start="0" data-end="72"><strong data-start="0" data-end="72"><a href="https://www.stellarmr.com/report/Orthopedic-Extremity-Market/1486 ">Orthopedic Extremity Market</a>: Industry Overview and Forecast Insights</strong></p>
<p data-start="74" data-end="615"><strong data-start="74" data-end="125">Introduction to the Orthopedic Extremity Market</strong><br data-start="125" data-end="128">The orthopedic extremity market is a rapidly expanding segment of the global orthopedic devices industry, focused on the diagnosis, treatment, and rehabilitation of musculoskeletal conditions affecting the upper and lower limbs. These include fractures, joint disorders, sports injuries, and degenerative diseases such as osteoarthritis. The market includes a wide range of products such as joint reconstruction implants, trauma fixation devices, arthroscopy systems, and orthobiologics.</p>
<p data-start="617" data-end="910">According to recent estimates, the global orthopedic extremity market is valued at approximately<span> </span><strong data-start="714" data-end="748">USD 66.58 billion in 2024–2025</strong><span> </span>and is projected to reach around<span> </span><strong data-start="782" data-end="811">USD 94.68 billion by 2032</strong>, growing at a<span> </span><strong data-start="826" data-end="842">CAGR of 4.5%</strong><span> </span>during the forecast period.</p>
<p data-start="912" data-end="1009">This steady growth highlights the increasing demand for advanced orthopedic treatments worldwide.</p>
<hr data-start="1011" data-end="1014">
<p data-start="1016" data-end="1328"><strong data-start="1016" data-end="1041">Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Orthopedic-Extremity-Market/1486">https://www.stellarmr.com/report/req_sample/Orthopedic-Extremity-Market/1486</a> <br></strong></p>
<p data-start="1016" data-end="1328"><strong data-start="1016" data-end="1041">Market Growth Drivers</strong><br data-start="1041" data-end="1044">One of the key drivers of the orthopedic extremity market is the rising global aging population. Older individuals are more prone to joint degeneration, osteoarthritis, and bone-related disorders, significantly increasing the demand for joint replacement and reconstructive surgeries.</p>
<p data-start="1330" data-end="1586">Another major factor is the growing incidence of sports injuries and trauma cases. Increased participation in sports and physical activities has led to a higher frequency of ligament tears, fractures, and extremity injuries requiring surgical intervention.</p>
<p data-start="1588" data-end="1778">Additionally, lifestyle-related conditions such as obesity are contributing to joint stress and musculoskeletal disorders, further expanding the patient base requiring orthopedic treatments.</p>
<hr data-start="1780" data-end="1783">
<p data-start="1785" data-end="2070"><strong data-start="1785" data-end="1841">Technological Advancements in Orthopedic Extremities</strong><br data-start="1841" data-end="1844">Innovation is playing a central role in transforming the orthopedic extremity market. Minimally invasive surgical techniques are improving patient recovery times, reducing hospital stays, and lowering overall healthcare costs.</p>
<p data-start="2072" data-end="2274">Advanced implant materials such as titanium alloys, bio-ceramics, and polymer composites are enhancing durability and biocompatibility. These materials improve implant lifespan and reduce complications.</p>
<p data-start="2276" data-end="2444">Robotics and computer-assisted surgical systems are also gaining traction, enabling higher precision in joint reconstruction procedures and improving surgical outcomes.</p>
<p data-start="2446" data-end="2583">3D printing technology is another major advancement, allowing for patient-specific implants tailored to individual anatomical structures.</p>
<hr data-start="2585" data-end="2588">
<p data-start="2590" data-end="2710"><strong data-start="2590" data-end="2622">Market Segmentation Overview</strong><br data-start="2622" data-end="2625">The orthopedic extremity market is broadly segmented by product type and application.</p>
<p data-start="2712" data-end="2971">By product type, joint reconstruction devices hold a significant share due to the high demand for knee, hip, shoulder, and elbow replacement procedures. Trauma devices are also a major segment, driven by fracture treatment needs and accident-related injuries.</p>
<p data-start="2973" data-end="3184">Arthroscopy devices are increasingly used for minimally invasive joint surgeries, while orthobiologics such as bone grafts and growth factors are gaining popularity for enhancing healing and tissue regeneration.</p>
<p data-start="3186" data-end="3370">By application, hospitals dominate the market, followed by orthopedic clinics and ambulatory surgical centers, which are growing due to cost efficiency and outpatient procedure trends.</p>
<hr data-start="3372" data-end="3375">
<p data-start="3377" data-end="3634"><strong data-start="3377" data-end="3405">Regional Market Insights</strong><br data-start="3405" data-end="3408">North America currently dominates the orthopedic extremity market due to its advanced healthcare infrastructure, high adoption of innovative medical technologies, and strong presence of leading orthopedic device manufacturers.</p>
<p data-start="3636" data-end="3775">Europe follows closely, supported by a large elderly population and well-established healthcare systems emphasizing advanced surgical care.</p>
<p data-start="3777" data-end="3990">Asia-Pacific is expected to witness the fastest growth, driven by increasing healthcare investments, rising awareness of orthopedic treatments, and growing patient populations in countries such as China and India.</p>
<p data-start="3992" data-end="4154">Emerging regions in Latin America and the Middle East &amp; Africa are also experiencing gradual growth due to improving healthcare access and rising medical tourism.</p>
<hr data-start="4156" data-end="4159">
<p data-start="4161" data-end="4439"><strong data-start="4161" data-end="4186">Competitive Landscape</strong><br data-start="4186" data-end="4189">The orthopedic extremity market is highly competitive, with major global players focusing on innovation, mergers, and product expansion. Leading companies include Stryker, Zimmer Biomet, Johnson &amp; Johnson (DePuy Synthes), Smith &amp; Nephew, and Arthrex.</p>
<p data-start="4441" data-end="4707">These companies invest heavily in research and development to introduce next-generation implants, robotic surgical systems, and minimally invasive solutions. Strategic collaborations with hospitals and surgical centers also play a key role in expanding market reach.</p>
<hr data-start="4709" data-end="4712">
<p data-start="1016" data-end="1328"><strong data-start="1016" data-end="1041">Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Orthopedic-Extremity-Market/1486">https://www.stellarmr.com/report/req_sample/Orthopedic-Extremity-Market/1486</a> <br></strong></p>
<p data-start="4714" data-end="4909"><strong data-start="4714" data-end="4735">Market Challenges</strong><br data-start="4735" data-end="4738">Despite strong growth prospects, the market faces several challenges. High cost of orthopedic procedures and implants can limit adoption, especially in developing regions.</p>
<p data-start="4911" data-end="5019">Regulatory approval processes for medical devices are complex and time-consuming, delaying product launches.</p>
<p data-start="5021" data-end="5178">Additionally, risks associated with implant failures, post-surgical complications, and revision surgeries continue to pose clinical and financial challenges.</p>
<hr data-start="5180" data-end="5183">
<p data-start="5185" data-end="5553"><strong data-start="5185" data-end="5221">Future Outlook (2026 and Beyond)</strong><br data-start="5221" data-end="5224">The orthopedic extremity market is expected to maintain steady growth through 2032, supported by rising surgical volumes and continuous technological innovation. The increasing adoption of personalized implants, robotics-assisted surgery, and digital healthcare integration will further enhance treatment efficiency and outcomes.</p>
<p data-start="5555" data-end="5701">Emerging trends such as AI-based surgical planning and smart implants with embedded sensors are expected to reshape the future of orthopedic care.</p>
<hr data-start="5703" data-end="5706">
<p data-start="5708" data-end="6076" data-is-last-node="" data-is-only-node=""><strong data-start="5708" data-end="5722">Conclusion</strong><br data-start="5722" data-end="5725">The orthopedic extremity market is undergoing a significant transformation driven by demographic changes, technological advancements, and increasing demand for mobility-restoring procedures. While challenges such as cost and regulatory hurdles remain, the market’s strong innovation pipeline and growing patient base ensure sustained long-term growth.</p>
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<div class="z-0 flex min-h-[46px] justify-start">Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.<br><br><strong>Contact Stellar Market Research:</strong><br><br>3rd Floor, Navale IT Park, Phase 2<br><br>Pune Banglore Highway, Narhe,<br><br>Pune, Maharashtra 411041, India<br><br><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong><br><br>+91 20 6630 3320 | +91 9607365656</div>]]> </content:encoded>
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<title>Smart Factory Market Forecast Expansion Through AI, IoT, and Industrial Automation</title>
<link>https://news.bangboxonline.com/smart-factory-market-forecast-expansion-through-ai-iot-and-industrial-automation</link>
<guid>https://news.bangboxonline.com/smart-factory-market-forecast-expansion-through-ai-iot-and-industrial-automation</guid>
<description><![CDATA[ The Smart Factory Market is projected to grow from USD 1,67.02 Bn in 2025 to USD 335.83 Bn by 2032 at a CAGR of 10.49%, fuelled by rising adoption of Industry 4.0, smart manufacturing technologies, industrial automation, IoT in manufacturing, digital twin platforms, and AI-enabled operational intelligence across global industries. ]]></description>
<enclosure url="" length="52269" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 20:24:41 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
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<p data-start="0" data-end="65"><strong data-start="0" data-end="65"><a href="https://www.mmrstatistics.com/reports/567486/smart-factory-market">Smart Factory Market:</a><span> </span>Industry Overview and Forecast Insights</strong></p>
<p data-start="67" data-end="562"><strong data-start="67" data-end="111">Introduction to the Smart Factory Market</strong><br data-start="111" data-end="114">The smart factory market represents a key pillar of the Industry 4.0 revolution, where advanced technologies such as Artificial Intelligence (AI), Industrial Internet of Things (IIoT), robotics, cloud computing, and big data analytics are integrated into manufacturing systems. These technologies enable real-time monitoring, predictive maintenance, and autonomous decision-making, significantly improving productivity and operational efficiency.</p>
<p data-start="564" data-end="817">According to recent industry estimates, the global smart factory market was valued at approximately USD 169.6 billion in 2025 and is projected to reach USD 272.6 billion by 2030, growing at a CAGR of around 10.0%.</p>
<p data-start="819" data-end="952">This steady expansion highlights the accelerating shift toward digitalized and intelligent manufacturing ecosystems across the globe.</p>
<hr data-start="954" data-end="957">
<p data-start="959" data-end="1359"><strong data-start="959" data-end="984">Request Free Sample Report: <a href="https://www.mmrstatistics.com/reports/567486/smart-factory-market/contact?type=sample">https://www.mmrstatistics.com/reports/567486/smart-factory-market/contact?type=sample</a> <br></strong></p>
<p data-start="959" data-end="1359"><strong data-start="959" data-end="984">Market Growth Drivers</strong><br data-start="984" data-end="987">One of the primary drivers of the smart factory market is the increasing demand for automation in manufacturing. Companies are under pressure to reduce production costs, improve quality, and enhance efficiency, all of which are enabled by smart factory solutions. The integration of robotics and AI-powered systems helps minimize human error and optimize production lines.</p>
<p data-start="1361" data-end="1634">Another major driver is the widespread adoption of Industry 4.0 technologies. Governments and private organizations are investing heavily in digital transformation initiatives, encouraging manufacturers to adopt smart systems that improve competitiveness in global markets.</p>
<p data-start="1636" data-end="1955">Additionally, labor shortages and rising labor costs are accelerating automation adoption. As highlighted in recent industry discussions, manufacturers are increasingly turning to AI-driven systems and autonomous robotics to fill workforce gaps and maintain production stability.</p>
<hr data-start="1957" data-end="1960">
<p data-start="1962" data-end="2316"><strong data-start="1962" data-end="2006">Technology Landscape and Core Components</strong><br data-start="2006" data-end="2009">The smart factory ecosystem is built on several interconnected technologies. Industrial IoT (IIoT) forms the backbone by enabling machines and systems to communicate and share real-time data. This is complemented by AI and machine learning algorithms that analyze production data to improve decision-making.</p>
<p data-start="2318" data-end="2622">Robotics and automation systems are widely used for repetitive and precision-based tasks, while cloud computing platforms allow centralized data storage and remote monitoring of factory operations. Edge computing is also gaining traction, enabling faster processing of data directly on the factory floor.</p>
<p data-start="2624" data-end="2819">Digital twin technology is another emerging innovation, allowing manufacturers to create virtual models of production systems to simulate and optimize operations before real-world implementation.</p>
<hr data-start="2821" data-end="2824">
<p data-start="2826" data-end="2955"><strong data-start="2826" data-end="2858">Market Segmentation Overview</strong><br data-start="2858" data-end="2861">The smart factory market is segmented based on components, technology, and end-use industries.</p>
<p data-start="2957" data-end="3372">Hardware includes sensors, industrial robots, machine vision systems, and control devices that form the physical layer of smart factories. Software solutions, including manufacturing execution systems (MES) and enterprise resource planning (ERP), dominate the market due to their role in analytics and decision-making. Services such as integration, maintenance, and consulting also play a critical role in adoption.</p>
<p data-start="3374" data-end="3701">In terms of industry application, automotive manufacturing remains one of the largest adopters of smart factory solutions, followed by electronics, aerospace, pharmaceuticals, and food and beverages. These industries benefit significantly from automation due to their complex production processes and high quality requirements.</p>
<hr data-start="3703" data-end="3706">
<p data-start="3708" data-end="4053"><strong data-start="3708" data-end="3736">Regional Market Insights</strong><br data-start="3736" data-end="3739">Asia-Pacific holds the largest share of the global smart factory market, driven by strong manufacturing bases in China, Japan, South Korea, and India. Rapid industrialization, government-backed digital initiatives, and high adoption of robotics have positioned the region as a global leader in smart manufacturing.</p>
<p data-start="4055" data-end="4378">North America follows closely, supported by advanced technological infrastructure, strong presence of major automation companies, and high investment in AI-driven manufacturing systems. Europe also plays a significant role, particularly due to its focus on sustainable manufacturing and energy-efficient production systems.</p>
<p data-start="4380" data-end="4538">Emerging economies in Latin America and the Middle East are gradually adopting smart factory technologies as part of broader industrial modernization efforts.</p>
<hr data-start="4540" data-end="4543">
<p data-start="959" data-end="1359"><strong data-start="959" data-end="984">Request Free Sample Report: <a href="https://www.mmrstatistics.com/reports/567486/smart-factory-market/contact?type=sample">https://www.mmrstatistics.com/reports/567486/smart-factory-market/contact?type=sample</a> <br></strong></p>
<p data-start="4545" data-end="4828"><strong data-start="4545" data-end="4568">Key Industry Trends</strong><br data-start="4568" data-end="4571">A major trend shaping the smart factory market is the integration of artificial intelligence for predictive maintenance and process optimization. AI enables manufacturers to anticipate equipment failures, reduce downtime, and improve operational efficiency.</p>
<p data-start="4830" data-end="5105">Another important trend is the rise of human-centric manufacturing systems. Instead of replacing human workers entirely, modern smart factories are designed to enhance human-machine collaboration, where humans handle supervisory roles while machines perform repetitive tasks.</p>
<p data-start="5107" data-end="5282">Sustainability is also becoming a core focus, with smart factories helping reduce energy consumption, minimize waste, and optimize resource usage through data-driven insights.</p>
<hr data-start="5284" data-end="5287">
<p data-start="5289" data-end="5615"><strong data-start="5289" data-end="5310">Market Challenges</strong><br data-start="5310" data-end="5313">Despite strong growth potential, the smart factory market faces several challenges. High initial investment costs remain a significant barrier, especially for small and medium-sized enterprises. Implementing smart factory systems requires substantial capital for infrastructure, software, and training.</p>
<p data-start="5617" data-end="5891">Cybersecurity is another critical concern, as increased connectivity exposes manufacturing systems to potential cyber threats and data breaches. Additionally, the lack of skilled workforce capable of managing advanced digital systems continues to hinder widespread adoption.</p>
<hr data-start="5893" data-end="5896">
<p data-start="5898" data-end="6228"><strong data-start="5898" data-end="5934">Future Outlook (2026 and Beyond)</strong><br data-start="5934" data-end="5937">The future of the smart factory market is expected to be highly dynamic, with continued integration of AI, 5G connectivity, and autonomous robotics. By 2030, factories are expected to become increasingly self-optimizing, capable of making real-time decisions with minimal human intervention.</p>
<p data-start="6230" data-end="6434">Industry analysts project that smart factories will play a central role in global manufacturing competitiveness, especially as companies focus on resilience, supply chain optimization, and sustainability.</p>
<hr data-start="6436" data-end="6439">
<p data-start="6441" data-end="6967" data-is-last-node="" data-is-only-node=""><strong data-start="6441" data-end="6455">Conclusion</strong><br data-start="6455" data-end="6458">The smart factory market is transforming global manufacturing by shifting traditional production systems toward highly automated, data-driven, and intelligent ecosystems. With strong growth projections, increasing adoption of Industry 4.0 technologies, and rising demand for efficiency and sustainability, the market is positioned for sustained expansion. While challenges such as high costs and cybersecurity risks persist, ongoing innovation is expected to drive the next phase of industrial transformation.</p>
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<p data-start="0" data-end="73"><strong>About Stellar Market Research:</strong></p>
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<div class="z-0 flex min-h-[46px] justify-start">Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.<br><br><strong>Contact Stellar Market Research:</strong><br><br>3rd Floor, Navale IT Park, Phase 2<br><br>Pune Banglore Highway, Narhe,<br><br>Pune, Maharashtra 411041, India<br><br><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong><br><br>+91 20 6630 3320 | +91 9607365656</div>]]> </content:encoded>
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<title>Trailer Wiring Harness Solutions – Engineered for Durability &amp;amp; Reliable Towing Systems</title>
<link>https://news.bangboxonline.com/trailer-wiring-harness-solutions-engineered-for-durability-reliable-towing-systems</link>
<guid>https://news.bangboxonline.com/trailer-wiring-harness-solutions-engineered-for-durability-reliable-towing-systems</guid>
<description><![CDATA[ Need a trailer wiring harness built to handle vibration, environmental stress, and complex towing systems? Stantek manufactures sealed, over molded, and strain-relieved harness assemblies with 100% electrical testing and compliance to automotive-grade standards. Ideal for OEM trailer manufacturers, fleet integrators, and specialty vehicle builders seeking dependable wiring solutions. ]]></description>
<enclosure url="" length="52269" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 19:40:41 +0500</pubDate>
<dc:creator>Sylvia26</dc:creator>
<media:keywords>Trailer wire harness, contract manufacturing, custom trailer wire harness, wire harness</media:keywords>
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<title>What Every Trailer Manufacturer Should Know About Trailer Wire Harness Quality</title>
<link>https://news.bangboxonline.com/what-every-trailer-manufacturer-should-know-about-trailer-wire-harness-quality</link>
<guid>https://news.bangboxonline.com/what-every-trailer-manufacturer-should-know-about-trailer-wire-harness-quality</guid>
<description><![CDATA[ Need a trailer wiring harness built to handle vibration, environmental stress, and complex towing systems? Stantek manufactures sealed, over molded, and strain-relieved harness assemblies with 100% electrical testing and compliance to automotive-grade standards. Ideal for OEM trailer manufacturers, fleet integrators, and specialty vehicle builders seeking dependable wiring solutions. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3402e8dd0c7.jpg" length="92546" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 19:38:49 +0500</pubDate>
<dc:creator>Sylvia26</dc:creator>
<media:keywords>Trailer Wire Harness, Contract Manufacturing, Custom trailer wire harness, wire harness</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">There's a moment every trailer manufacturer or fleet operator eventually faces a trailer that works perfectly on the test floor starts acting up on the road. Lights flicker. Brake signals drop out. A sensor stops responding. Nine times out of ten, the culprit isn't the trailer itself. It's the wiring.<o:p></o:p></p>
<p class="MsoNormal">A <a href="https://www.stantek-us.com/product/trailer-wire-harness/">trailer wire harness</a> is often the most underestimated component in trailer design. It bundles every electrical circuit the trailer depends on lighting, braking, signal transmission, and auxiliary controls into a single structured assembly that must survive vibration, weather, mechanical stress, and thousands of miles of real-world use. Getting it right matters more than most people realize.<o:p></o:p></p>
<p class="MsoNormal">This article breaks down what makes a quality <a href="https://www.stantek-us.com/product/trailer-wire-harness/">trailer wiring harness</a>, what to look for when sourcing one, and why the right manufacturing partner can save you significant time, cost, and headaches down the line.<o:p></o:p></p>
<p class="MsoNormal"><b>What exactly is a trailer wire harness?<o:p></o:p></b></p>
<p class="MsoNormal">A trailer wire harness is an organized assembly of wires, connectors, terminals, protective sleeves, and routing hardware that powers and controls a trailer's electrical systems. Think of it as the nervous system of your trailer it carries the signals and power that make brake lights work, turn signals respond, ABS sensors communicate, and auxiliary equipment function correctly.<o:p></o:p></p>
<p class="MsoNormal">Unlike a standard off-the-shelf wire bundle, a properly engineered trailer wiring harness is designed specifically for the mechanical and environmental conditions trailers experience. That means conductors chosen for flexibility under vibration, connectors sealed against moisture and road debris, protective sleeving sized and routed to avoid abrasion, and every circuit verified for continuity and insulation integrity before the assembly ever ships.<o:p></o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><b>Why off-the-shelf wiring often falls short<o:p></o:p></b></p>
<p class="MsoNormal">It's tempting to pull a generic harness from a catalogue and move on. For simple, low-demand trailers, that might work fine. But for commercial applications, specialty trailers, RV systems, or any trailer that's going to face real-world abuse, generic solutions create real-world problems.<o:p></o:p></p>
<p class="MsoNormal">Generic harnesses are rarely optimized for a specific trailer's routing geometry or connector layout. They often use lower-strand conductors that crack under repeated vibration. The connectors may not be sealed or strain-relieved, meaning the first hard rain or rough road introduces the potential for intermittent faults. And when something does fail, tracing the problem in a non-documented, non-custom assembly is frustrating and expensive.<o:p></o:p></p>
<p class="MsoNormal"><a href="https://www.stantek-us.com/product/trailer-wire-harness/">Custom trailer wiring harness</a> assemblies solve these problems by design not as an afterthought.<o:p></o:p></p>
<p class="MsoNormal"><b>Key features of a well-engineered trailer wiring harness<o:p></o:p></b></p>
<p class="MsoNormal">If you're evaluating a trailer wiring harness supplier, here are the technical features that separate reliable assemblies from ones that will give you trouble:<o:p></o:p></p>
<p class="MsoNormal"><b>High-Strand Flexible Conductors</b>: Trailer environments involve constant vibration and mechanical movement. High-strand conductors bend without fatiguing over time, whereas lower-strand alternatives eventually crack at stress points. For any trailer that moves regularly, this isn't optional it's fundamental.<o:p></o:p></p>
<p class="MsoNormal"><b>Overmolded and Sealed Connectors</b>: Connectors are the most common failure point in trailer wiring. Over molded connectors encapsulate the wire-to-connector junction in a protective layer, while sealed connectors prevent moisture ingress. Strain relief at the connector exit prevents the wiring from flexing at the same point repeatedly, which leads to conductor fatigue.<o:p></o:p></p>
<p class="MsoNormal"><b>Protective Sleeving and Shielding</b>: Bare wires in a trailer environment get chewed up by frame edges, metal brackets, and abrasive surfaces. Properly selected protective sleeving whether conduit, braided sleeve, or split loom keeps the conductors intact across the full routing path.<o:p></o:p></p>
<p class="MsoNormal"><b>Circuit Integration for Lights, Brakes, and Sensors</b>: Modern trailers aren't just lights and a ground wire. ABS sensors, electric brake controllers, load sensors, and auxiliary power systems all require signal and power circuits that need to be properly integrated, isolated, and tested within the harness. A harness that handles only basic functions is already behind the curve for most commercial applications.<o:p></o:p></p>
<p class="MsoNormal"><b>100% Electrical Testing</b>: Every harness should be electrically tested before it ships continuity verification, insulation resistance checks, and functional testing against the wiring schematic. This isn't just good practice; it's the difference between finding a problem on the bench versus finding it on the side of a highway.<o:p></o:p></p>
<p class="MsoNormal"><b>The manufacturing standards that matter<o:p></o:p></b></p>
<p class="MsoNormal">When evaluating a <a href="https://www.stantek-us.com/product/trailer-wire-harness/">trailer wiring harness manufacturer</a>, ask specifically about their quality certifications. ISO 9001:2015 is the baseline for a documented, auditable quality management system. WHMA-A-620 Class 3 is the industry-recognized workmanship standard for wire harness assemblies Class 3 being the highest performance category, typically required for applications where reliability is non-negotiable.<o:p></o:p></p>
<p class="MsoNormal">J-STD-001 covers soldering and connection quality, and MIL-spec compliance indicates the manufacturer has the capability to meet even stricter defense-grade requirements. Together, these standards provide the framework for consistent, verifiable quality not just a verbal assurance that the harnesses are built well.<o:p></o:p></p>
<p class="MsoNormal"><b>Working with a manufacturer who engineers with you<o:p></o:p></b></p>
<p class="MsoNormal">One of the things that often gets overlooked when sourcing trailer wiring harnesses is the value of engineering collaboration. A manufacturer who only builds what you hand them a drawing for is useful. A manufacturer who reviews your design for manufacturability, suggests conductor and connector optimizations, and flags potential routing or protection issues before production starts that's a genuine partner.<o:p></o:p></p>
<p class="MsoNormal"><a href="https://www.stantek-us.com/">Stantek</a> is a U.S.-based <a href="https://www.stantek-us.com/product-category/wire-harnesses/">custom wire harness</a> manufacturer that operates exactly this way. Working with OEM trailer manufacturers, fleet integrators, and specialty platform builders, Stantek assists in design from the earliest stages providing manufacturability guidance, rapid prototyping, and low-to-mid-volume production of trailer wire harness assemblies that are engineered for long-term reliability, not just initial function. Their approach brings decades of custom automotive and trailer wiring expertise to every project, with full ISO 9001:2015 and WHMA-A-620 Class 3 compliance built into the process.<o:p></o:p></p>
<p class="MsoNormal"><b>Rapid prototyping: why it changes the timeline<o:p></o:p></b></p>
<p class="MsoNormal">One underappreciated advantage of working with a manufacturer that offers rapid prototyping is how dramatically it compresses the design validation cycle. Rather than waiting weeks or months for a first article, you can move through design iterations quickly, validate performance in your actual trailer application, and reach production-ready status faster.<o:p></o:p></p>
<p class="MsoNormal">For OEMs managing tight launch schedules, or fleet operators integrating new trailer configurations, this responsiveness isn't a nice-to-have it's a competitive necessity. And it only works when the manufacturer has the engineering depth to turn around meaningful prototypes quickly, not just rush something out the door.<o:p></o:p></p>
<p class="MsoNormal"><b>Applications where trailer wiring quality is critical<o:p></o:p></b></p>
<p class="MsoNormal">It's worth being specific about where trailer wiring quality has the highest stakes:<o:p></o:p></p>
<p class="MsoNormal"><b>Commercial Freight Trailers</b>: These trailers run high mileage, in all weather conditions, with frequent coupling and uncoupling cycles. Brake and lighting system integrity is a legal requirement, not just an operational preference. A harness failure can ground a trailer and create serious liability exposure.<o:p></o:p></p>
<p class="MsoNormal"><b>RV and Recreational Trailers</b>: Owners expect their RV trailer's electrical systems to work reliably on every trip. Auxiliary power, interior lighting, HVAC connections, and entertainment systems all run through the wiring harness. Problems here show up as warranty claims and reputation damage for manufacturers.<o:p></o:p></p>
<p class="MsoNormal"><b>Utility and Equipment Trailers</b>: These trailers often carry heavy loads, experience high vibration, and may operate in muddy, wet, or chemically harsh environments. The harness needs to hold up where conditions are worst.<o:p></o:p></p>
<p class="MsoNormal"><b>Specialty and Custom Platforms</b>: Emergency response trailers, mobile command units, military logistics trailers these applications require engineering-level customization of every wiring component, and they cannot tolerate field failures<o:p></o:p></p>
<p class="MsoNormal"><b>What to ask a potential trailer wire harness supplier<o:p></o:p></b></p>
<p class="MsoNormal">Before committing to a manufacturer, it's worth asking a few direct questions. What quality certifications do they hold, and can they provide documentation? Do they offer engineering collaboration during design, or do they only build from completed drawings? What does their testing process look like, and is 100% electrical testing standard or optional? Can they handle rapid prototyping and scale to production volume without changing processes? Do they have specific experience with trailer and towing system wiring, or is it just one of dozens of product types they handle?<o:p></o:p></p>
<p class="MsoNormal">The answers to these questions tell you whether a supplier is set up to be a long-term partner or just a transactional vendor<o:p></o:p></p>
<p class="MsoNormal"><b>The bottom line<o:p></o:p></b></p>
<p class="MsoNormal">A trailer wire harness isn't glamorous engineering. It doesn't get written up in product brochures or highlighted in marketing materials. But it's foundational the component that makes everything else in the trailer's electrical system function reliably, mile after mile, in conditions that are rarely forgiving.<o:p></o:p></p>
<p class="MsoNormal">Sourcing it from a manufacturer who treats it that way with engineering rigor, proper materials, documented testing, and real production experience is one of the most straightforward decisions a trailer OEM or fleet operator can make to improve long-term reliability and reduce total cost of ownership.<o:p></o:p></p>
<p class="MsoNormal">If you're in the process of evaluating trailer wiring harness suppliers, look for the combination of technical depth, quality certifications, and willingness to collaborate early in the design process. That combination is rarer than it should be, but when you find it, it makes a meaningful difference.<o:p></o:p></p>]]> </content:encoded>
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<title>Hyderabad Escorts: Understanding Professional Companionship Services in Hyderabad</title>
<link>https://news.bangboxonline.com/hyderabad-escorts-understanding-professional-companionship-services-in-hyderabad</link>
<guid>https://news.bangboxonline.com/hyderabad-escorts-understanding-professional-companionship-services-in-hyderabad</guid>
<description><![CDATA[ Discover top-rated Hyderabad escorts with Montsyoyo. Our classy, verified female companions offer premium service, complete privacy, and unforgettable experiences. Whether you seek a romantic evening or private relaxation, our Hyderabad escorts are available 24/7 to meet your desires with professionalism and discretion. Book now for satisfaction. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33ebd08d1b3.jpg" length="81977" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 18:00:32 +0500</pubDate>
<dc:creator>montsyoyo</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In a fast-paced city like Hyderabad, many people seek professional companionship services for social events, business gatherings, cultural occasions, and personal engagements. Reputable companionship agencies focus on professionalism, discretion, reliability, and client comfort while helping individuals find suitable companions for a variety of social settings.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When evaluating a provider offering<span> </span><a href="https://montsyoyo.in/call-girl-in-hyderabad/"><strong>Hyderabad Escorts</strong></a>, it is important to prioritize transparency, clear communication, and professional standards. Clients often look for services that emphasize punctuality, respectful interactions, and a commitment to maintaining privacy.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A professional Escort Service in Hyderabad may assist clients who require company for corporate functions, networking events, dinners, celebrations, or travel-related engagements. The focus is typically on creating a comfortable and enjoyable social experience while maintaining appropriate professional boundaries.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the most important considerations when choosing a companionship provider is safety. Established agencies generally implement verification procedures, provide clear service guidelines, and strive to ensure that both clients and companions are treated with respect. This commitment to professionalism helps build trust and confidence.</span></p>
<p class="isSelectedEnd" style="text-align: center;"><span style="font-size: 14pt;"><img src="http://justpaste.me/upload/20260618/c336-b0509ee43c1de5e607ed9c3dea95/girls2.jpg" alt=""></span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Another factor many clients value is flexibility. Whether the requirement is for a short social engagement or a longer scheduled event, a dependable<span> </span><a href="https://montsyoyo.in/call-girl-in-hyderabad/"><strong>Escort Service in Hyderabad</strong></a><span> </span>should provide clear information about availability, expectations, and service arrangements. Transparency helps avoid misunderstandings and contributes to a positive experience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Privacy is also a key concern. Professional companionship providers recognize the importance of confidentiality and often implement policies designed to protect personal information. This focus on discretion can be particularly important for business professionals, travelers, and individuals attending high-profile events.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For those exploring Hyderabad Escorts services, researching reviews, understanding policies, and communicating expectations clearly can help ensure a smooth experience. Clients should always verify that any service they use operates in accordance with applicable laws and regulations.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">As Hyderabad continues to grow as a major business and cultural destination, demand for professional social companionship services remains present across a variety of settings. Choosing a provider that values professionalism, reliability, safety, and discretion can make a meaningful difference in the overall experience.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">Whether attending a corporate gathering, a formal celebration, or a social event, selecting a reputable Escort Service in Hyderabad begins with careful research and a clear understanding of the services being offered. A professional approach benefits everyone involved and helps create a respectful and positive environment.</span></p>]]> </content:encoded>
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<item>
<title>DIY vs Professional Crawl Space Insulation in Licking, MO: Which Option Saves More?</title>
<link>https://news.bangboxonline.com/diy-vs-professional-crawl-space-insulation-in-licking-mo-which-option-saves-more</link>
<guid>https://news.bangboxonline.com/diy-vs-professional-crawl-space-insulation-in-licking-mo-which-option-saves-more</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://www.residencestyle.com/wp-content/uploads/2022/06/Waterproofing-2.webp" length="49398" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 17:51:15 +0500</pubDate>
<dc:creator>Summit Thermal Solutions</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:549,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1004}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:16,&quot;w&quot;:282,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1006}">Choosing between a DIY approach and hiring</span><span bis_size="{&quot;x&quot;:290,&quot;y&quot;:16,&quot;w&quot;:3,&quot;h&quot;:15,&quot;abs_x&quot;:592,&quot;abs_y&quot;:1006}"> </span><span bis_size="{&quot;x&quot;:294,&quot;y&quot;:16,&quot;w&quot;:77,&quot;h&quot;:15,&quot;abs_x&quot;:596,&quot;abs_y&quot;:1006}">Professional</span><span bis_size="{&quot;x&quot;:371,&quot;y&quot;:16,&quot;w&quot;:3,&quot;h&quot;:15,&quot;abs_x&quot;:673,&quot;abs_y&quot;:1006}"> </span><strong><a href="https://summitthermalsolutions.com/crawl-space-insulation-services/?utm_source=news.bangboxonline&amp;utm_medium=backlink" bis_size="{&quot;x&quot;:8,&quot;y&quot;:16,&quot;w&quot;:504,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1006}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:16,&quot;w&quot;:504,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1006}">crawl space insulation experts in Licking, MO</span></a></strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:36,&quot;w&quot;:546,&quot;h&quot;:95,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1026}">, depends on your budget, skill level, and long-term goals. While DIY projects seem cheaper upfront, professional installation often leads to higher energy savings and fewer repairs over time. Most homeowners find that the expertise of a specialized team prevents common mistakes like trapping moisture or leaving gaps that waste energy.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:150,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1140}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:182,&quot;w&quot;:549,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1172}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:184,&quot;w&quot;:548,&quot;h&quot;:95,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1174}">This guide breaks down the costs, risks, and benefits of both paths so you can make an informed choice for your property. By examining local climate factors and material performance, you will see how each option impacts your wallet. Industry data suggests that properly sealed and insulated crawl spaces can reduce heating and cooling costs by up to 15 percent annually.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:299,&quot;w&quot;:549,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1289}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:297,&quot;w&quot;:501,&quot;h&quot;:44,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1287}">Understanding Initial Expenses for DIY and Expert Services</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:356,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1346}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:358,&quot;w&quot;:546,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1348}">When you handle the work yourself, you pay retail prices for materials like fiberglass batts or foam boards. You also need to purchase or rent safety gear, lighting, and cutting tools. These costs are visible and immediate, but they do not account for the value of your personal time or the potential for material waste.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:452,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1442}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:484,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1474}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:486,&quot;w&quot;:546,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1476}">Professional Crawl Space Insulation includes the cost of high-grade materials often unavailable at local hardware stores. Professionals buy in bulk, which helps offset some labor costs. They also bring specialized equipment, such as high-output spray foam rigs, that ensure a tighter seal than manual methods.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:580,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1570}"></b></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:612,&quot;w&quot;:549,&quot;h&quot;:88,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1602}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:612,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1602}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:612,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1602}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:614,&quot;w&quot;:468,&quot;h&quot;:15,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1604}">DIY Material Costs: Typically $500 to $1,500, depending on square footage.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:646,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1636}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:646,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1636}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:648,&quot;w&quot;:486,&quot;h&quot;:15,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1638}">Professional Costs: Often $1,500 to $4,000+, depending on the scope of work.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:680,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1670}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:680,&quot;w&quot;:509,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1670}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:682,&quot;w&quot;:461,&quot;h&quot;:15,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1672}">Tool Requirements: DIY requires respirators, protective suits, and staplers.</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:718,&quot;w&quot;:549,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1708}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:716,&quot;w&quot;:505,&quot;h&quot;:44,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1706}"><img src="https://s.yimg.com/ny/api/res/1.2/FJold9uTrjP8IMxt2nbnAw--/YXBwaWQ9aGlnaGxhbmRlcjt3PTEyNDI7aD02OTc7Y2Y9d2VicA--/https://media.zenfs.com/en/house_digest_articles_842/51543d96c9f42d030defd9a8f1290609" alt="Picture background" width="898" height="504"></span></strong></h2>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:718,&quot;w&quot;:549,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1708}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:716,&quot;w&quot;:505,&quot;h&quot;:44,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1706}">Comparing Performance and Energy Savings Over Time</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:775,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1765}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:777,&quot;w&quot;:539,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1767}">The effectiveness of Insulation for Crawl Space areas depends heavily on the quality of the air seal. DIYers often struggle to reach tight corners or properly seal around plumbing and electrical penetrations. Small gaps allow air to bypass the insulation, which forces your HVAC system to work harder.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:871,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1861}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:903,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1893}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:905,&quot;w&quot;:547,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1895}">Professional Crawl Space Insulation technicians understand the "stack effect," where air moves upward from the ground into your living spaces. By creating a continuous thermal barrier, they stop this draft. This leads to more consistent indoor temperatures and lower utility bills throughout Missouri's humid summers and cold winters.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:999,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1989}"></b></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1031,&quot;w&quot;:549,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2021}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1031,&quot;w&quot;:509,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2021}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1031,&quot;w&quot;:509,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2021}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1033,&quot;w&quot;:503,&quot;h&quot;:35,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2023}">Bonus Tip: Check for air leaks around the rim joist before adding any insulation to ensure the barrier is truly effective.</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1089,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2079}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1087,&quot;w&quot;:453,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2077}">Installation Methods and Expected Outcomes</span></strong></h2>
<div dir="ltr" align="left" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1126,&quot;w&quot;:549,&quot;h&quot;:364,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2116}">
<table bis_size="{&quot;x&quot;:8,&quot;y&quot;:1126,&quot;w&quot;:549,&quot;h&quot;:364,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2116}" style="border-collapse: collapse; width: 100.303%; border: 0.5px solid #000000;" border="1"><colgroup bis_size="{&quot;x&quot;:8,&quot;y&quot;:1126,&quot;w&quot;:548,&quot;h&quot;:364,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2116}"><col bis_size="{&quot;x&quot;:8,&quot;y&quot;:1126,&quot;w&quot;:108,&quot;h&quot;:364,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2116}" style="width: 19.8066%;"><col bis_size="{&quot;x&quot;:117,&quot;y&quot;:1126,&quot;w&quot;:210,&quot;h&quot;:364,&quot;abs_x&quot;:419,&quot;abs_y&quot;:2116}" style="width: 43.06%;"><col bis_size="{&quot;x&quot;:327,&quot;y&quot;:1126,&quot;w&quot;:229,&quot;h&quot;:364,&quot;abs_x&quot;:629,&quot;abs_y&quot;:2116}" style="width: 37.0747%;"></colgroup>
<thead bis_size="{&quot;x&quot;:8,&quot;y&quot;:1126,&quot;w&quot;:548,&quot;h&quot;:50,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2116}">
<tr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1126,&quot;w&quot;:548,&quot;h&quot;:50,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2116}">
<th scope="col" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1126,&quot;w&quot;:108,&quot;h&quot;:50,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2116}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:9,&quot;y&quot;:1142,&quot;w&quot;:106,&quot;h&quot;:20,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2132}"><span bis_size="{&quot;x&quot;:37,&quot;y&quot;:1144,&quot;w&quot;:50,&quot;h&quot;:15,&quot;abs_x&quot;:339,&quot;abs_y&quot;:2134}">Feature</span></p>
</th>
<th scope="col" bis_size="{&quot;x&quot;:117,&quot;y&quot;:1126,&quot;w&quot;:210,&quot;h&quot;:50,&quot;abs_x&quot;:419,&quot;abs_y&quot;:2116}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:118,&quot;y&quot;:1142,&quot;w&quot;:207,&quot;h&quot;:20,&quot;abs_x&quot;:420,&quot;abs_y&quot;:2132}"><span bis_size="{&quot;x&quot;:171,&quot;y&quot;:1144,&quot;w&quot;:100,&quot;h&quot;:15,&quot;abs_x&quot;:473,&quot;abs_y&quot;:2134}">DIY Installation</span></p>
</th>
<th scope="col" bis_size="{&quot;x&quot;:327,&quot;y&quot;:1126,&quot;w&quot;:229,&quot;h&quot;:50,&quot;abs_x&quot;:629,&quot;abs_y&quot;:2116}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:328,&quot;y&quot;:1142,&quot;w&quot;:226,&quot;h&quot;:20,&quot;abs_x&quot;:630,&quot;abs_y&quot;:2132}"><span bis_size="{&quot;x&quot;:361,&quot;y&quot;:1144,&quot;w&quot;:161,&quot;h&quot;:15,&quot;abs_x&quot;:663,&quot;abs_y&quot;:2134}">Professional Installation</span></p>
</th>
</tr>
</thead>
<tbody bis_size="{&quot;x&quot;:8,&quot;y&quot;:1177,&quot;w&quot;:548,&quot;h&quot;:313,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2167}">
<tr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1177,&quot;w&quot;:548,&quot;h&quot;:50,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2167}">
<td bis_size="{&quot;x&quot;:8,&quot;y&quot;:1177,&quot;w&quot;:108,&quot;h&quot;:50,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2167}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:9,&quot;y&quot;:1192,&quot;w&quot;:106,&quot;h&quot;:20,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2182}"><span bis_size="{&quot;x&quot;:9,&quot;y&quot;:1194,&quot;w&quot;:97,&quot;h&quot;:15,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2184}">Material Quality</span></p>
</td>
<td bis_size="{&quot;x&quot;:117,&quot;y&quot;:1177,&quot;w&quot;:210,&quot;h&quot;:50,&quot;abs_x&quot;:419,&quot;abs_y&quot;:2167}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:118,&quot;y&quot;:1192,&quot;w&quot;:207,&quot;h&quot;:20,&quot;abs_x&quot;:420,&quot;abs_y&quot;:2182}"><span bis_size="{&quot;x&quot;:118,&quot;y&quot;:1194,&quot;w&quot;:130,&quot;h&quot;:15,&quot;abs_x&quot;:420,&quot;abs_y&quot;:2184}">Standard retail grade</span></p>
</td>
<td bis_size="{&quot;x&quot;:327,&quot;y&quot;:1177,&quot;w&quot;:229,&quot;h&quot;:50,&quot;abs_x&quot;:629,&quot;abs_y&quot;:2167}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:328,&quot;y&quot;:1192,&quot;w&quot;:226,&quot;h&quot;:20,&quot;abs_x&quot;:630,&quot;abs_y&quot;:2182}"><span bis_size="{&quot;x&quot;:328,&quot;y&quot;:1194,&quot;w&quot;:190,&quot;h&quot;:15,&quot;abs_x&quot;:630,&quot;abs_y&quot;:2184}">Commercial or industrial grade</span></p>
</td>
</tr>
<tr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1228,&quot;w&quot;:548,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2218}">
<td bis_size="{&quot;x&quot;:8,&quot;y&quot;:1228,&quot;w&quot;:108,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2218}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:9,&quot;y&quot;:1243,&quot;w&quot;:106,&quot;h&quot;:40,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2233}"><span bis_size="{&quot;x&quot;:9,&quot;y&quot;:1245,&quot;w&quot;:57,&quot;h&quot;:35,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2235}">Sealing Precision</span></p>
</td>
<td bis_size="{&quot;x&quot;:117,&quot;y&quot;:1228,&quot;w&quot;:210,&quot;h&quot;:70,&quot;abs_x&quot;:419,&quot;abs_y&quot;:2218}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:118,&quot;y&quot;:1253,&quot;w&quot;:207,&quot;h&quot;:20,&quot;abs_x&quot;:420,&quot;abs_y&quot;:2243}"><span bis_size="{&quot;x&quot;:118,&quot;y&quot;:1255,&quot;w&quot;:153,&quot;h&quot;:15,&quot;abs_x&quot;:420,&quot;abs_y&quot;:2245}">Moderate (often manual)</span></p>
</td>
<td bis_size="{&quot;x&quot;:327,&quot;y&quot;:1228,&quot;w&quot;:229,&quot;h&quot;:70,&quot;abs_x&quot;:629,&quot;abs_y&quot;:2218}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:328,&quot;y&quot;:1253,&quot;w&quot;:226,&quot;h&quot;:20,&quot;abs_x&quot;:630,&quot;abs_y&quot;:2243}"><span bis_size="{&quot;x&quot;:328,&quot;y&quot;:1255,&quot;w&quot;:180,&quot;h&quot;:15,&quot;abs_x&quot;:630,&quot;abs_y&quot;:2245}">High (specialized equipment)</span></p>
</td>
</tr>
<tr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1298,&quot;w&quot;:548,&quot;h&quot;:50,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2288}">
<td bis_size="{&quot;x&quot;:8,&quot;y&quot;:1298,&quot;w&quot;:108,&quot;h&quot;:50,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2288}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:9,&quot;y&quot;:1314,&quot;w&quot;:106,&quot;h&quot;:20,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2304}"><span bis_size="{&quot;x&quot;:9,&quot;y&quot;:1316,&quot;w&quot;:102,&quot;h&quot;:15,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2306}">Time Investment</span></p>
</td>
<td bis_size="{&quot;x&quot;:117,&quot;y&quot;:1298,&quot;w&quot;:210,&quot;h&quot;:50,&quot;abs_x&quot;:419,&quot;abs_y&quot;:2288}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:118,&quot;y&quot;:1314,&quot;w&quot;:207,&quot;h&quot;:20,&quot;abs_x&quot;:420,&quot;abs_y&quot;:2304}"><span bis_size="{&quot;x&quot;:118,&quot;y&quot;:1316,&quot;w&quot;:115,&quot;h&quot;:15,&quot;abs_x&quot;:420,&quot;abs_y&quot;:2306}">Multiple weekends</span></p>
</td>
<td bis_size="{&quot;x&quot;:327,&quot;y&quot;:1298,&quot;w&quot;:229,&quot;h&quot;:50,&quot;abs_x&quot;:629,&quot;abs_y&quot;:2288}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:328,&quot;y&quot;:1314,&quot;w&quot;:226,&quot;h&quot;:20,&quot;abs_x&quot;:630,&quot;abs_y&quot;:2304}"><span bis_size="{&quot;x&quot;:328,&quot;y&quot;:1316,&quot;w&quot;:99,&quot;h&quot;:15,&quot;abs_x&quot;:630,&quot;abs_y&quot;:2306}">Usually one day</span></p>
</td>
</tr>
<tr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1349,&quot;w&quot;:548,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2339}">
<td bis_size="{&quot;x&quot;:8,&quot;y&quot;:1349,&quot;w&quot;:108,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2339}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:9,&quot;y&quot;:1374,&quot;w&quot;:106,&quot;h&quot;:20,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2364}"><span bis_size="{&quot;x&quot;:9,&quot;y&quot;:1376,&quot;w&quot;:56,&quot;h&quot;:15,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2366}">Warranty</span></p>
</td>
<td bis_size="{&quot;x&quot;:117,&quot;y&quot;:1349,&quot;w&quot;:210,&quot;h&quot;:70,&quot;abs_x&quot;:419,&quot;abs_y&quot;:2339}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:118,&quot;y&quot;:1374,&quot;w&quot;:207,&quot;h&quot;:20,&quot;abs_x&quot;:420,&quot;abs_y&quot;:2364}"><span bis_size="{&quot;x&quot;:118,&quot;y&quot;:1376,&quot;w&quot;:158,&quot;h&quot;:15,&quot;abs_x&quot;:420,&quot;abs_y&quot;:2366}">None (manufacturer only)</span></p>
</td>
<td bis_size="{&quot;x&quot;:327,&quot;y&quot;:1349,&quot;w&quot;:229,&quot;h&quot;:70,&quot;abs_x&quot;:629,&quot;abs_y&quot;:2339}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:328,&quot;y&quot;:1364,&quot;w&quot;:226,&quot;h&quot;:40,&quot;abs_x&quot;:630,&quot;abs_y&quot;:2354}"><span bis_size="{&quot;x&quot;:328,&quot;y&quot;:1366,&quot;w&quot;:166,&quot;h&quot;:35,&quot;abs_x&quot;:630,&quot;abs_y&quot;:2356}">Workmanship and material warranties</span></p>
</td>
</tr>
<tr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1420,&quot;w&quot;:548,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2410}">
<td bis_size="{&quot;x&quot;:8,&quot;y&quot;:1420,&quot;w&quot;:108,&quot;h&quot;:70,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2410}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:9,&quot;y&quot;:1445,&quot;w&quot;:106,&quot;h&quot;:20,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2435}"><span bis_size="{&quot;x&quot;:9,&quot;y&quot;:1447,&quot;w&quot;:77,&quot;h&quot;:15,&quot;abs_x&quot;:311,&quot;abs_y&quot;:2437}">Risk of Mold</span></p>
</td>
<td bis_size="{&quot;x&quot;:117,&quot;y&quot;:1420,&quot;w&quot;:210,&quot;h&quot;:70,&quot;abs_x&quot;:419,&quot;abs_y&quot;:2410}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:118,&quot;y&quot;:1435,&quot;w&quot;:207,&quot;h&quot;:40,&quot;abs_x&quot;:420,&quot;abs_y&quot;:2425}"><span bis_size="{&quot;x&quot;:118,&quot;y&quot;:1437,&quot;w&quot;:172,&quot;h&quot;:35,&quot;abs_x&quot;:420,&quot;abs_y&quot;:2427}">Higher if the vapor barrier is wrong</span></p>
</td>
<td bis_size="{&quot;x&quot;:327,&quot;y&quot;:1420,&quot;w&quot;:229,&quot;h&quot;:70,&quot;abs_x&quot;:629,&quot;abs_y&quot;:2410}" style="border-width: 0.5px; border-color: #000000;">
<p dir="ltr" bis_size="{&quot;x&quot;:328,&quot;y&quot;:1435,&quot;w&quot;:226,&quot;h&quot;:40,&quot;abs_x&quot;:630,&quot;abs_y&quot;:2425}"><span bis_size="{&quot;x&quot;:328,&quot;y&quot;:1437,&quot;w&quot;:181,&quot;h&quot;:35,&quot;abs_x&quot;:630,&quot;abs_y&quot;:2427}">Lower due to expert moisture control</span></p>
</td>
</tr>
</tbody>
</table>
</div>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1508,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2498}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1506,&quot;w&quot;:434,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2496}">Addressing Moisture and Air Quality Issues</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1546,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2536}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1548,&quot;w&quot;:527,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2538}">Licking, MO, experiences significant humidity, which can lead to condensation in dark crawl spaces. If you install insulation incorrectly, you might trap moisture against your wooden floor joists. This can lead to wood rot and mold growth that eventually affects the air you breathe inside your home.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:1642,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2632}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1674,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2664}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1676,&quot;w&quot;:543,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2666}">Experienced Crawl Space Insulation Services providers prioritize moisture management before adding thermal layers. They evaluate the need for vapor barriers and dehumidifiers. This comprehensive approach protects your home's structural integrity, something a simple DIY fiberglass installation might overlook.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1771,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2761}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1769,&quot;w&quot;:476,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2759}"><img src="https://www.stablefoundations.com/wp-content/uploads/2021/12/YCS_2020_004.jpg" alt="Picture background" width="599" height="399"></span></strong></h2>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1771,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2761}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1769,&quot;w&quot;:476,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2759}">Safety and Hazard Management in Tight Spaces</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1808,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2798}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1810,&quot;w&quot;:531,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2800}">Crawl spaces are often cramped, dark, and home to pests or old debris. Working in these tight quarters presents physical risks, including exposure to animal droppings or sharp objects. Professionals have the training and insurance to handle these environments safely, using high-quality personal protective equipment.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:1904,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2894}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1936,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2926}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1938,&quot;w&quot;:547,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2928}">If your home is older, you might encounter old insulation for the crawl space that contains asbestos or lead. Disturbing these materials without proper containment can be dangerous. Service teams are equipped to identify and mitigate these hazards, ensuring your home remains a safe environment during the upgrade.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2034,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3024}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2032,&quot;w&quot;:521,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3022}">Evaluating Long-Term Maintenance and Home Value</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2071,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3061}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2073,&quot;w&quot;:535,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3063}">A DIY job might require frequent adjustments if the insulation sags or falls. This often happens with fiberglass batts that aren't perfectly secured. In contrast, Professional Crawl Space Insulation, using materials such as spray foam or rigid board, is designed to remain in place for decades without losing its thermal properties.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:2167,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3157}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2199,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3189}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2201,&quot;w&quot;:544,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3191}">A documented professional installation also adds more value to your home if you decide to sell. Buyers appreciate knowing that a certified team handled the energy efficiency upgrades. It provides peace of mind that the home has been protected from moisture and pests by people who know the local building codes.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:2295,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3285}"></b></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2327,&quot;w&quot;:549,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3317}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2327,&quot;w&quot;:509,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3317}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2327,&quot;w&quot;:509,&quot;h&quot;:40,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3317}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2329,&quot;w&quot;:463,&quot;h&quot;:35,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3319}">Bonus Tip: Keep your installation receipts and any warranty paperwork in a dedicated home maintenance file to show future buyers.</span></p>
</li>
</ul>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2385,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3375}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2383,&quot;w&quot;:448,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3373}">What Should You Consider Before Deciding?</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2422,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3412}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2424,&quot;w&quot;:547,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3414}">Before you commit to a weekend of manual labor or sign a contract, evaluate the current state of your foundation. If you see standing water or heavy mold, a DIY fix will not be enough. You should also consider the height of your crawl space; anything under two feet is extremely difficult for an amateur to navigate effectively.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:2518,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3508}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2550,&quot;w&quot;:549,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3540}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2552,&quot;w&quot;:540,&quot;h&quot;:95,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3542}">Think about the specific climate in Missouri. High humidity requires a different strategy than dry climates. Crawl Space Insulation Services often include a site assessment that identifies these specific regional needs. If your goal is the highest possible return on investment through energy savings, the precision of a professional team usually wins out.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2668,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3658}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2666,&quot;w&quot;:411,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3656}">Which Option Really Saves More Money?</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2705,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3695}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2707,&quot;w&quot;:528,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3697}">While DIY saves you money on the day of installation, Professional Crawl Space Insulation often saves more over a ten-year period. The combination of lower monthly energy bills and avoiding expensive mold remediation makes the professional route a sound financial choice.</span><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:2801,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3791}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2833,&quot;w&quot;:549,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3823}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2835,&quot;w&quot;:547,&quot;h&quot;:75,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3825}">A poorly executed DIY job can actually cost you more if it causes wood rot or fails to lower your heating costs. By choosing a professional Crawl Space Insulation Installation, you ensure the job is done right the first time. This eliminates the need for future do-overs and provides an immediately more comfortable living environment.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2930,&quot;w&quot;:549,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3920}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2928,&quot;w&quot;:543,&quot;h&quot;:44,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3918}">Steps to Improve Your Home Efficiency and Get a Free Quote</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2988,&quot;w&quot;:549,&quot;h&quot;:160,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3978}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2990,&quot;w&quot;:535,&quot;h&quot;:55,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3980}">Improving your home's thermal performance is a smart move for any property owner in Licking, MO. If you want to ensure your crawl space is protected against moisture and energy loss, contacting a reliable provider like </span><a href="https://maps.app.goo.gl/dSkZ6izheUgzzivX9" bis_size="{&quot;x&quot;:295,&quot;y&quot;:3030,&quot;w&quot;:163,&quot;h&quot;:15,&quot;abs_x&quot;:597,&quot;abs_y&quot;:4020}"><span bis_size="{&quot;x&quot;:295,&quot;y&quot;:3030,&quot;w&quot;:163,&quot;h&quot;:15,&quot;abs_x&quot;:597,&quot;abs_y&quot;:4020}">Summit Thermal Solutions</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3030,&quot;w&quot;:542,&quot;h&quot;:55,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4020}"> is a great next step. They offer a wide range of options, from spray foam to residential insulation, tailored to your specific needs. You can reach their team at (573) 889-3512 or email </span><a href="mailto:summitthermalsolutions@gmail.com" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3090,&quot;w&quot;:225,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4080}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3090,&quot;w&quot;:225,&quot;h&quot;:15,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4080}">summitthermalsolutions@gmail.com</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3090,&quot;w&quot;:529,&quot;h&quot;:55,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4080}"> to discuss your project and receive a free quote. Whether you need a new installation or the removal of old materials, getting an expert opinion helps you avoid common pitfalls. </span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3165,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4155}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3163,&quot;w&quot;:329,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4153}">Summary of Key Decision Points</span></strong></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3203,&quot;w&quot;:549,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4193}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3205,&quot;w&quot;:536,&quot;h&quot;:115,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4195}">The choice between DIY and professional work comes down to the complexity of the space and your long-term budget. Professional services offer better sealing, higher-quality materials, and a performance guarantee. While the upfront cost is higher, the recurring savings on utility bills and the protection of your home's structure often outweigh the initial price tag. Always assess the moisture levels and safety risks before attempting to insulate a crawl space on your own.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3340,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4330}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3338,&quot;w&quot;:543,&quot;h&quot;:24,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4328}">How Do Professionals Handle Crawl Space Upgrades?</span></strong></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3378,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4368}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3378,&quot;w&quot;:451,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4368}">How long does a professional insulation job usually take?</span></strong></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3414,&quot;w&quot;:549,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4404}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3416,&quot;w&quot;:548,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4406}">Most residential crawl space projects are completed within one full working day, though larger or more complex spaces might require two days for full encapsulation and sealing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3470,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4460}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3471,&quot;w&quot;:422,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4461}">Will new insulation help with cold floors in the winter?</span></strong></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3507,&quot;w&quot;:549,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4497}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3509,&quot;w&quot;:516,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4499}">Yes, by sealing out the cold air from the ground and providing a thermal break, your floors will feel significantly warmer and more comfortable during the colder months.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3563,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4553}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3564,&quot;w&quot;:477,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4554}">Is fiberglass or spray foam better for a Missouri crawl space?</span></strong></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3599,&quot;w&quot;:549,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4589}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3601,&quot;w&quot;:518,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4591}">Spray foam is generally superior in humid climates like Missouri because it provides both insulation and an air seal, and it does not hold moisture as fiberglass does.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3656,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4646}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3656,&quot;w&quot;:389,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4646}">Can I insulate my crawl space if it has a dirt floor?</span></strong></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3692,&quot;w&quot;:549,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4682}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3694,&quot;w&quot;:536,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4684}">You can, but it is highly recommended to install a heavy-duty vapor barrier over the dirt first. This prevents ground moisture from rising and damaging the new insulation.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3749,&quot;w&quot;:549,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4739}"><strong><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3749,&quot;w&quot;:448,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4739}">Does crawl space insulation prevent pipes from freezing?</span></strong></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3785,&quot;w&quot;:549,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4775}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3787,&quot;w&quot;:548,&quot;h&quot;:35,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4777}">Yes, properly installed insulation helps maintain a more stable temperature in the crawl space, which provides a layer of protection for your plumbing during extreme cold snaps.</span></p>]]> </content:encoded>
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<item>
<title>Hull Yellow Pages Alternative for Modern Business Marketing</title>
<link>https://news.bangboxonline.com/hull-yellow-pages-alternative-for-modern-business-marketing</link>
<guid>https://news.bangboxonline.com/hull-yellow-pages-alternative-for-modern-business-marketing</guid>
<description><![CDATA[ Discover why your business needs a modern alternative to the traditional Hull yellow pages. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33e70c7a34b.jpg" length="113138" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 17:40:50 +0500</pubDate>
<dc:creator>London Local SEO</dc:creator>
<media:keywords>Hull business directory, Hull business listing, Hull free business listing</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;">The days of relying on heavy, printed directories to find services in East Yorkshire are firmly behind us. For decades, the<span> </span><a title="null" href="https://localpage.uk/">Hull yellow pages</a><span> </span>served as the primary bridge between local service providers and residents. It was the place where tradespeople, restaurants, and professional firms competed for space in a physical book that everyone kept in their kitchen drawer. Today, however, that book has been replaced by the dynamic, instant world of digital search.</p>
<p style="text-align: justify;">For the modern business owner in Hull, the transition from print to digital is not just a change in medium; it is a fundamental shift in how business is conducted. Today’s consumers are mobile, impatient, and highly influenced by search engine rankings, social proof, and verified digital data. If you are still waiting for your phone to ring based on an outdated print listing, you are leaving thousands of pounds on the table.</p>
<p style="text-align: justify;">This guide explores the landscape of modern digital marketing, why moving away from traditional print-based models is essential for growth, and how you can leverage current digital tools to capture a larger share of the local market.</p>
<h2 style="text-align: justify;">The Obsolescence of Print Directories</h2>
<p style="text-align: justify;">To understand why a modern marketing strategy is required, we must first look at why print is failing. Print directories suffered from three main issues: they were static, expensive, and limited in reach.</p>
<p style="text-align: justify;">A print ad was a "set it and forget it" commitment. Once the book was printed, your business info was locked in for a year. If you moved locations, changed your phone number, or updated your service offerings, your directory listing remained incorrect until the next edition. Furthermore, print has no way to track ROI. You could not see who was viewing your ad, what they were interested in, or why they decided to call.</p>
<p style="text-align: justify;">In contrast, digital alternatives allow for real-time updates. You can track exactly how many people have viewed your business, clicked on your website, or called your number. This level of data-driven insight is what separates failing businesses from those that are scaling rapidly in the current economy.</p>
<h2 style="text-align: justify;">Understanding the New Local Discovery Ecosystem</h2>
<p style="text-align: justify;">The modern consumer’s journey begins with a search query. Whether it is a voice-activated request to a smart speaker, a Google search on a smartphone, or a navigation-based search in a map application, the process is instantaneous.</p>
<p style="text-align: justify;">This ecosystem relies on "structured data." Search engines and AI assistants scan the internet to create a picture of your business. They want to know: Are you real? Are you in the city? Are your contact details consistent across all platforms?</p>
<p style="text-align: justify;">This is where the modern<span> </span><strong>Hull business directory</strong><span> </span>comes into play. Unlike a static book, a digital directory acts as a verified source of truth. When your business is registered in these, you are providing the "fuel" that search engines need to present your company to prospective customers.</p>
<h2 style="text-align: justify;">Why Digital Directories Are the Powerhouse of Local Search</h2>
<p style="text-align: justify;">Digital directories are the unsung heroes of modern search engine optimization (SEO). While many businesses focus exclusively on social media or PPC advertising, they often neglect the foundational work of directory placement.</p>
<p style="text-align: justify;">A high-quality directory entry serves multiple functions. First, it provides a high-authority backlink to your website, which is a major factor in how search engines rank your site. Second, it acts as a citation. When your business name, address, and phone number (NAP) appear in multiple reputable directories, Google gains confidence that your business is legitimate. Third, it provides a landing page for users who may not be ready to visit your website but are ready to reach out.</p>
<h2 style="text-align: justify;">Getting Started: The Low-Barrier Entry</h2>
<p style="text-align: justify;">One of the biggest advantages of the digital transition is accessibility. You no longer need a massive budget to be seen. The most effective starting point is often a<span> </span><a title="null" href="https://localpage.uk/free-listing">Hull free business listing</a>. This entry-level presence provides a secure, verified place for your business to exist online. It ensures that when someone searches for your company by name, they find accurate information rather than a 404 error or an old, disconnected number.</p>
<p style="text-align: justify;">A free listing is your safety net. It guarantees that you have a consistent digital footprint. From here, businesses can monitor their engagement and decide when to invest further into their marketing strategy.</p>
<h2 style="text-align: justify;">Scaling Visibility: The Power of Featured Placements</h2>
<p style="text-align: justify;">Once you have established your baseline, the next step in competitive marketing is differentiation. In busy sectors like legal services, construction, or vehicle repair, there are dozens of competitors vying for the same attention.</p>
<p style="text-align: justify;">A<span> </span><a title="null" href="https://localpage.uk/sponsored-booster">Hull featured listing</a><span> </span>allows you to move to the front of the line. It ensures that when a user searches for your category, your business appears at the top of the results. This is prime digital real estate. Studies show that a significant portion of clicks go to the first three results. By occupying this space, you are not just getting found; you are positioning your brand as a leader.</p>
<h2 style="text-align: justify;">The Strategy for Proactive Growth</h2>
<p style="text-align: justify;">Growth in the modern market is rarely passive. You cannot simply list your business and hope for the best. You must act as an advocate for your own brand.</p>
<p style="text-align: justify;">This means auditing your listings regularly. It means encouraging satisfied customers to leave feedback. It means keeping your photos fresh. When you choose to<span> </span><a title="null" href="https://localpage.uk/hull">advertise business Hull</a><span> </span>customers are actively looking for, you must ensure that the destination—your profile—is optimized.</p>
<p style="text-align: justify;">If you offer emergency plumbing, your profile should scream "24/7 Availability." If you run a boutique store, your profile should feature high-quality imagery of your best-sellers. The goal is to make the decision to click as easy as possible for the consumer.</p>
<h2 style="text-align: justify;">Bridging the Gap: Connecting Customers and Companies</h2>
<p style="text-align: justify;">At the heart of the modern marketing shift is a desire for connection. Consumers want to find companies they can trust without having to sift through irrelevant search results or national chains that have no local presence.</p>
<p style="text-align: justify;">A dedicated<span> </span><a title="null" href="https://localpage.uk/">Hull business finder</a><span> </span>creates this connection. It filters the noise. When a resident uses a platform designed specifically for the city, they know they are getting results that matter to them. For the business, this means the traffic you receive is highly qualified. You are not dealing with "tire kickers" from across the country; you are dealing with people in your neighborhood who have a problem that you are uniquely qualified to solve.</p>
<h2 style="text-align: justify;">Trends in Local Marketing: Where We Are Heading</h2>
<p style="text-align: justify;">We are entering an era of Generative AI search. Soon, users will not just click on lists of links; they will ask their digital assistants to summarize the best options. These AI models are heavily reliant on structured data. They do not "guess" which businesses are best; they retrieve data from verified, authoritative local sources.</p>
<p style="text-align: justify;">If your business is not present in these local directories, you are essentially invisible to the future of search. Keeping your profile updated is no longer just a "marketing task"; it is a future-proofing necessity.</p>
<h2 style="text-align: justify;">How to Optimize Your Profile for Maximum Impact</h2>
<p style="text-align: justify;">Optimizing a digital profile is less about technical SEO and more about "conversion-rate optimization." Here are three core strategies:</p>
<p style="text-align: justify;">First, maintain visual integrity. Use professional, high-resolution photography. Your images are the first thing a user sees. They provide social proof that you are a real company with a real office or workspace.</p>
<p style="text-align: justify;">Second, be descriptive. Don't just list your services. Explain the value. Use the "Problem-Solution" format. Instead of "We offer landscaping," try "We transform overgrown, unusable gardens into low-maintenance outdoor retreats."</p>
<p style="text-align: justify;">Third, embrace the feedback loop. Reviews are the currency of the internet. A profile with 50 reviews—even if one or two are critical—is infinitely more valuable than a profile with no reviews. It shows you are active and accountable.</p>
<h2 style="text-align: justify;">Overcoming Common Misconceptions</h2>
<p style="text-align: justify;">There is a common belief that "if you have a website, you don't need a directory." This is a fundamental misunderstanding of how the internet works. Your website is your destination, but directories are the road signs that lead there. If you are not on the road signs, no one will know you exist, no matter how beautiful your website is.</p>
<p style="text-align: justify;">Another misconception is that paid advertising is only for big corporations. Modern local platforms have tiered pricing that allows small, independent businesses to compete on a level playing field. You don't need a national budget to capture local market share.</p>
<h2 style="text-align: justify;">The Future Outlook for Local Businesses</h2>
<p style="text-align: justify;">The digital landscape will only continue to become more complex. However, the fundamentals remain the same: proximity, reputation, and visibility. The businesses that thrive will be those that treat their digital profile with the same care and professional standards as their physical location.</p>
<p style="text-align: justify;">As technology evolves, the reliance on verified, locally-centric data will increase. Businesses that anchor their presence in trusted local platforms today will have a distinct, sustainable advantage over those that wait to be forced into the digital world later.</p>
<h2 style="text-align: justify;">Frequently Asked Questions</h2>
<h3 style="text-align: justify;">Why should I care about online directories if I have a website?</h3>
<p style="text-align: justify;">Your website is your home base, but directories are the map that helps people find it. Without a presence on reputable directory sites, your website loses a vital source of traffic, credibility, and "trust signals" that search engines use to rank you.</p>
<h3 style="text-align: justify;">Can I just use social media instead of a directory?</h3>
<p style="text-align: justify;">Social media is fantastic for brand building and community engagement, but it is not a search tool. People use directories to "buy," and they use social media to "browse." You need both, but they serve different parts of the customer journey.</p>
<h3 style="text-align: justify;">Is it really worth paying for a listing when there are free options?</h3>
<p style="text-align: justify;">For many businesses, a free listing is the perfect starting point. However, if your industry is crowded, the free listings often get buried. A paid or featured listing is essentially buying a shortcut to the top of the search results, which is a highly effective way to capture high-intent customers.</p>
<h3 style="text-align: justify;">How often should I check my listing information?</h3>
<p style="text-align: justify;">At a minimum, check your details every three months. If you have changed your phone number, email address, website, or even just your operating hours, update your profiles immediately to prevent customer frustration.</p>
<h3 style="text-align: justify;">What should I do if I get a bad review on a directory?</h3>
<p style="text-align: justify;">Respond professionally, publicly, and promptly. Do not get defensive. Address the specific issue, apologize for the inconvenience, and offer a path to resolution. Potential customers are usually more impressed by how you handle a mistake than by a perfect 5-star record.</p>
<h3 style="text-align: justify;">Will listing my business in many places harm my SEO?</h3>
<p style="text-align: justify;">It depends. Listing your business in legitimate, well-regarded directories helps your SEO. Listing your business in "spammy" or low-quality link farms can hurt you. Quality is significantly more important than quantity.</p>
<h3 style="text-align: justify;">Do I need to be tech-savvy to maintain these profiles?</h3>
<p style="text-align: justify;">Not at all. Most modern directory platforms are designed with the business owner in mind. They are as simple to use as filling out a contact form.</p>
<h3 style="text-align: justify;">Can I list my business if I don't have a physical storefront?</h3>
<p style="text-align: justify;">Yes. If you are a mobile service provider or an online-only company, most directories allow you to define your service area instead of a physical address.</p>
<h3 style="text-align: justify;">What is the most important part of my profile?</h3>
<p style="text-align: justify;">Consistency and accuracy are the most important. Ensure your name, address, and phone number (NAP) are identical to what you have on your website. If these details conflict, you will confuse both customers and search engines.</p>
<h3 style="text-align: justify;">How can I track if my directory listing is working?</h3>
<p style="text-align: justify;">Most directory platforms provide a dashboard. Monitor how many people are clicking your "Call" or "Website" buttons. If those numbers are growing, your listing is doing its job.</p>
<h3 style="text-align: justify;">Can I include my social media links on a directory page?</h3>
<p style="text-align: justify;">Yes, absolutely. Most platforms encourage this because it provides more ways for customers to get to know your business and see your latest work.</p>
<h3 style="text-align: justify;">Are there any industry-specific directories I should look for?</h3>
<p style="text-align: justify;">Yes. While general local directories are essential for broad visibility, you should also look for niche directories that focus specifically on your trade (e.g., a home renovation directory).</p>
<h3 style="text-align: justify;">Will voice assistants really use directory information?</h3>
<p style="text-align: justify;">Yes. Services like Siri, Alexa, and Google Assistant are increasingly pulling their business data from reputable, verified local directories. If your data isn't there, you effectively don't exist to these systems.</p>
<h3 style="text-align: justify;">Does a featured listing last forever?</h3>
<p style="text-align: justify;">Usually, featured listings are subscription-based. You pay for the enhanced placement and visibility for a set period. It is a recurring marketing expense that should be evaluated based on the leads it generates.</p>
<h3 style="text-align: justify;">Is it better to be in one big directory or many small ones?</h3>
<p style="text-align: justify;">The best strategy is to be in a few high-quality, relevant directories. Being in 50 low-quality sites is a waste of time. Focus your energy on the platforms that your customers actually use.</p>
<h2 style="text-align: justify;">Key Takeaways</h2>
<ul style="text-align: justify;">
<li>
<p>Moving beyond the traditional print model is essential for survival in today’s mobile-first market.</p>
</li>
<li>
<p>A high-quality digital directory profile acts as your most important, 24/7 digital storefront.</p>
</li>
<li>
<p>Consistency is king; keep your Name, Address, and Phone data identical across all platforms to boost your SEO.</p>
</li>
<li>
<p>Reviews are a tool, not a threat; use them to build social proof and demonstrate accountability.</p>
</li>
<li>
<p>Investing in featured placements is a strategic way to capture high-intent traffic in competitive industries.</p>
</li>
<li>
<p>Future-proof your business by ensuring you are visible in the structured databases that power AI voice assistants and modern search tools.</p>
</li>
</ul>
<p style="text-align: justify;">The transition away from the old-fashioned print directory is not just a trend—it is a total revolution in how local commerce happens. By positioning your business correctly in the digital landscape, you are ensuring that you are ready to meet the customer at the exact moment they need your help. Whether you are building your reputation through a solid foundation of free listings or accelerating your growth through targeted premium placements, take control of your narrative today. The digital future is here, and it is time for your business to be found.</p>
<p style="text-align: justify;"><strong>Get In Touch</strong></p>
<p style="text-align: justify;"><strong>Email:<span> </span>contact@localpage.uk</strong><br><strong>Website: www.localpage.uk</strong></p>]]> </content:encoded>
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<title>How Live Casino Gaming Is Transforming the Online Entertainment Industry</title>
<link>https://news.bangboxonline.com/How-Live-Casino-Gaming-Is-Transforming-the-Online-Entertainment-Industry</link>
<guid>https://news.bangboxonline.com/How-Live-Casino-Gaming-Is-Transforming-the-Online-Entertainment-Industry</guid>
<description><![CDATA[ How Live Casino Gaming Is Transforming the Online Entertainment Industry ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33e1c6d463d.jpg" length="62876" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 17:17:21 +0500</pubDate>
<dc:creator>alexa heles</dc:creator>
<media:keywords>How Live Casino Gaming Is Transforming the Online Entertainment Industry</media:keywords>
<content:encoded><![CDATA[<h1 dir="ltr"></h1>
<p dir="ltr"><span>The online gaming industry has evolved significantly over the past decade. What once consisted of simple digital slot machines and basic card games has now become an immersive entertainment experience. One of the biggest developments in this industry is the rise of live casino gaming.</span></p>
<p dir="ltr"><span>Live casino platforms combine modern technology with real-time human interaction, allowing players to enjoy authentic casino experiences from the comfort of their homes. As internet speeds improve and mobile devices become more powerful, millions of people worldwide are exploring this form of online entertainment.</span></p>
<p dir="ltr"><span>In this article, we will discuss how live casino gaming works, why it has become so popular, and what players should consider when choosing a platform.</span></p>
<h2 dir="ltr"><span>What Is a Live Casino?</span></h2>
<p dir="ltr"><span>A live casino is an online gaming environment where real dealers host games that are streamed in real time through high-definition video technology. Unlike traditional online casino games that rely entirely on computer-generated graphics, live casino games provide a more realistic and interactive experience.</span></p>
<p dir="ltr"><span>Players can join games through their smartphones, tablets, or computers and participate in various popular games, including:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Blackjack</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Roulette</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Baccarat</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Poker</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Game shows</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Specialty games</span></p>
</li>
</ul>
<p dir="ltr"><span>The experience closely resembles visiting a physical casino while offering the convenience of playing from virtually anywhere.</span></p>
<h2 dir="ltr"><span>Why Live Casino Gaming Is Growing in Popularity</span></h2>
<p dir="ltr"><span>Several factors have contributed to the rapid growth of live casino gaming.</span></p>
<h3 dir="ltr"><span>Real Human Interaction</span></h3>
<p dir="ltr"><span>One of the biggest advantages is the presence of professional dealers. Players can watch dealers shuffle cards, spin roulette wheels, and interact with participants through live chat features.</span></p>
<p dir="ltr"><span>This human element creates a more engaging atmosphere compared to traditional online games.</span></p>
<h3 dir="ltr"><span>Convenience and Accessibility</span></h3>
<p dir="ltr"><span>People no longer need to travel long distances to enjoy casino-style entertainment. A stable internet connection is often enough to access a wide variety of games at any time of day.</span></p>
<p dir="ltr"><span>Modern platforms are optimized for mobile devices, making gaming accessible to users wherever they are.</span></p>
<h3 dir="ltr"><span>Enhanced Transparency</span></h3>
<p dir="ltr"><span>Many users appreciate the transparency that live dealer games offer. Since games are broadcast in real time, players can observe every action as it happens.</span></p>
<p dir="ltr"><span>This visibility helps build trust between platforms and players.</span></p>
<h2 dir="ltr"><span>The Technology Behind Live Casino Platforms</span></h2>
<p dir="ltr"><span>Live casino gaming relies on sophisticated technology to deliver a seamless experience.</span></p>
<h3 dir="ltr"><span>High-Definition Video Streaming</span></h3>
<p dir="ltr"><span>Professional studios use multiple cameras to capture every angle of the game. This allows players to feel as though they are sitting at an actual casino table.</span></p>
<h3 dir="ltr"><span>Optical Character Recognition</span></h3>
<p dir="ltr"><span>Optical Character Recognition (OCR) technology translates physical game actions into digital data that players can see instantly on their screens.</span></p>
<p dir="ltr"><span>For example, when a dealer draws a card, OCR updates the game interface immediately.</span></p>
<h3 dir="ltr"><span>Secure Payment Systems</span></h3>
<p dir="ltr"><span>Reputable platforms use encrypted payment methods to protect user information and transactions.</span></p>
<p dir="ltr"><span>Many operators also implement identity verification systems to ensure compliance with regulations.</span></p>
<h2 dir="ltr"><span>Choosing the Right Platform</span></h2>
<p dir="ltr"><span>With so many platforms available today, selecting the right one is essential.</span></p>
<p dir="ltr"><span>Here are some important factors to consider.</span></p>
<h3 dir="ltr"><span>Licensing and Regulation</span></h3>
<p dir="ltr"><span>Always choose platforms that operate under recognized gaming authorities. Proper licensing helps ensure fair play and security.</span></p>
<h3 dir="ltr"><span>Game Variety</span></h3>
<p dir="ltr"><span>A quality platform should offer multiple games and table limits suitable for different player preferences.</span></p>
<h3 dir="ltr"><span>User Experience</span></h3>
<p dir="ltr"><span>Look for websites with easy navigation, responsive customer support, and mobile compatibility.</span></p>
<h3 dir="ltr"><span>Bonuses and Promotions</span></h3>
<p dir="ltr"><span>Many platforms provide welcome bonuses, loyalty rewards, and promotional offers. However, users should always read the terms and conditions before participating.</span></p>
<h2 dir="ltr"><span>The Role of Trusted Gaming Communities</span></h2>
<p dir="ltr"><span>As online gaming continues to expand, players often seek recommendations from experienced communities.</span></p>
<p dir="ltr"><span>Platforms such as </span><a href="https://ph444.to/"><span>ph444</span><span> </span></a><span>have gained attention among users who are interested in exploring modern online gaming experiences and staying updated with new features and entertainment options.</span></p>
<p dir="ltr"><span>Community discussions can help new users understand different games, responsible gaming practices, and platform functionality before getting started.</span></p>
<h2 dir="ltr"><span>The Future of Live Casino Gaming</span></h2>
<p dir="ltr"><span>Technology continues to push the industry forward.</span></p>
<p dir="ltr"><span>Several innovations are expected to shape the future.</span></p>
<h3 dir="ltr"><span>Virtual Reality Integration</span></h3>
<p dir="ltr"><span>Developers are exploring virtual reality experiences that could make players feel fully immersed in a casino environment.</span></p>
<h3 dir="ltr"><span>Artificial Intelligence</span></h3>
<p dir="ltr"><span>AI may be used to personalize user experiences by recommending games and improving customer support services.</span></p>
<h3 dir="ltr"><span>Better Mobile Experiences</span></h3>
<p dir="ltr"><span>As smartphone technology advances, gaming experiences will become faster and more interactive.</span></p>
<h3 dir="ltr"><span>Global Expansion</span></h3>
<p dir="ltr"><span>Live gaming platforms continue to expand into new markets as internet accessibility increases worldwide.</span></p>
<h2 dir="ltr"><span>Responsible Gaming Remains Essential</span></h2>
<p dir="ltr"><span>While online entertainment can be enjoyable, responsible participation should always remain a priority.</span></p>
<p dir="ltr"><span>Here are a few best practices:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Set personal time limits.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Establish a budget before playing.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Avoid chasing losses.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Take regular breaks.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Only use reputable platforms.</span></p>
</li>
</ul>
<p dir="ltr"><span>Gaming should always be viewed as entertainment rather than a source of income.</span></p>
<h2 dir="ltr"><span>Why Players Prefer Live Casino Experiences</span></h2>
<p dir="ltr"><span>Traditional online games still have a large audience, but many users now prefer </span><span>live casino</span><span> experiences because they offer greater realism and social interaction.</span></p>
<p dir="ltr"><span>Instead of playing against a computer program, players participate in real-time sessions with professional dealers and fellow participants.</span></p>
<p dir="ltr"><span>The ability to communicate and observe genuine gameplay creates a more immersive environment that closely mirrors physical casino visits.</span></p>
<p dir="ltr"><span>Furthermore, many platforms continuously improve their </span><a href="https://ph444.to/ph444-live-casino/"><span>live casino</span></a><span> offerings by introducing innovative game formats, interactive game shows, and multilingual dealer support.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>The online gaming landscape has changed dramatically over recent years, and live casino gaming has become one of its most popular segments. By combining advanced technology, human interaction, and convenience, these platforms deliver a unique entertainment experience to millions of users worldwide.</span></p>
<p dir="ltr"><span>As technology continues to evolve, live casino gaming will likely become even more sophisticated and immersive. However, users should always prioritize security, choose reputable platforms, and practice responsible gaming habits.</span></p>
<p dir="ltr"><span>Whether someone is exploring online entertainment for the first time or is already familiar with digital gaming experiences, understanding how these platforms operate can help create a safer and more enjoyable experience.</span></p>]]> </content:encoded>
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<title>Charcoal Price Trend Q1 2026: Chart, News, Index and Forecast | ChemAnalyst</title>
<link>https://news.bangboxonline.com/charcoal-price-trend-q1-2026</link>
<guid>https://news.bangboxonline.com/charcoal-price-trend-q1-2026</guid>
<description><![CDATA[ The global Charcoal Prices experienced a notable upward trend during the first quarter of 2026 ]]></description>
<enclosure url="" length="62876" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 17:10:09 +0500</pubDate>
<dc:creator>ChemAnalyst</dc:creator>
<media:keywords>Charcoal Price</media:keywords>
<content:encoded><![CDATA[<p>According to <strong>ChemAnalyst</strong>,  The global <strong><a data-cke-saved-href="https://www.chemanalyst.com/Pricing-data/charcoal-3081" href="https://www.chemanalyst.com/Pricing-data/charcoal-3081" target="_blank" rel="noopener">Charcoal Prices</a> </strong>experienced a notable upward trend during the first quarter of 2026, supported by tightening supply conditions, elevated transportation expenses, and constrained production across major producing regions. As charcoal continues to play a vital role in residential heating, barbecue applications, metallurgy, activated carbon manufacturing, and industrial fuel applications, shifts in supply-demand fundamentals significantly influenced pricing patterns worldwide.</p>
<p>Throughout the quarter ending March 2026, market participants observed increasing price pressure in key regions including North America, Asia-Pacific (APAC), and Europe. Reduced kiln output, inventory shortages, and logistics challenges collectively contributed to stronger market sentiment. Additionally, rising freight costs and stricter environmental regulations in several countries further affected production and distribution activities, leading to sustained price gains.</p>
<p><strong>Global Charcoal Market Overview</strong></p>
<p>Charcoal remains an essential commodity across numerous industries due to its high carbon content, efficient combustion characteristics, and versatility. It is widely utilized in:</p>
<ul>
<li>Residential cooking and heating</li>
<li>Barbecue and grilling applications</li>
<li>Iron and steel manufacturing</li>
<li>Chemical production</li>
<li>Activated carbon manufacturing</li>
<li>Agricultural soil enhancement</li>
<li>Water purification industries</li>
</ul>
<p>The global charcoal market entered 2026 with balanced-to-tight supply conditions. Demand remained healthy across industrial and consumer segments, while production constraints in several regions limited overall availability. This imbalance between supply and demand created favorable conditions for price appreciation.</p>
<p>Growing environmental scrutiny regarding sustainable wood sourcing and carbon emissions also influenced market dynamics. Producers faced rising compliance costs, while transportation bottlenecks further restricted supply movement across international markets.</p>
<p><strong>Book A Demo for Charcoal Price: <a data-cke-saved-href="https://www.chemanalyst.com/Pricing-data/charcoal-3081" href="https://www.chemanalyst.com/Pricing-data/charcoal-3081">https://www.chemanalyst.com/Pricing-data/charcoal-3081</a></strong></p>
<p><strong>Charcoal Prices in North America</strong></p>
<p><strong>United States Charcoal Market Analysis</strong></p>
<p>In the United States, <strong>Charcoal Prices</strong> increased quarter-over-quarter during Q1 2026, supported by tighter supply conditions and escalating logistics expenses.</p>
<p>Market participants reported firm pricing throughout the quarter as reduced production rates and low inventory levels constrained overall market availability. Several domestic producers operated below full capacity due to maintenance activities, labor constraints, and raw material procurement challenges.</p>
<p>Transportation costs remained a significant factor affecting charcoal prices. Higher fuel costs and trucking expenses increased distribution expenditures across the country. These additional costs were ultimately reflected in end-market pricing.</p>
<p>Demand from residential consumers remained steady, particularly within the barbecue and outdoor cooking segments. Industrial consumption also remained supportive, with activated carbon manufacturers and metallurgical industries maintaining procurement activities.</p>
<p><strong>Key Factors Supporting North American Charcoal Prices</strong></p>
<p><strong>Reduced Production Rates</strong></p>
<p>Lower kiln utilization rates and operational limitations reduced market supply. Production constraints limited the ability of suppliers to replenish inventories quickly.</p>
<p><strong>Low Inventory Levels</strong></p>
<p>Distributors and wholesalers reported relatively tight stock positions throughout the quarter. Limited inventory availability contributed to stronger pricing negotiations.</p>
<p><strong>Higher Logistics Costs</strong></p>
<p>Transportation and warehousing expenses increased significantly during the quarter, placing upward pressure on overall charcoal costs.</p>
<p><strong>Stable End-Use Demand</strong></p>
<p>Consistent demand from residential and industrial sectors helped maintain positive market fundamentals.</p>
<p>As a result, the North American charcoal market remained firm throughout Q1 2026, with prices continuing to trend upward amid supply-side constraints.</p>
<p><strong>Charcoal Prices in APAC</strong></p>
<p><strong>China Charcoal Market Analysis</strong></p>
<p>China emerged as one of the strongest-performing charcoal markets during Q1 2026. The <strong>Charcoal Price Index</strong> increased by <strong>9.65% quarter-over-quarter</strong>, reflecting tightening supply conditions and rising logistics costs.</p>
<p>The average <strong>Charcoal Price</strong> during the quarter reached approximately <strong>USD 329.67 per metric ton</strong>, highlighting the significant upward movement observed across the Chinese market.</p>
<p>Several factors contributed to this price increase. Production activities faced limitations due to environmental compliance measures and restrictions on traditional charcoal production methods. These regulations reduced output levels from smaller producers and tightened market supply.</p>
<p>Meanwhile, logistics expenses increased due to higher transportation rates and operational costs across domestic supply chains. Elevated freight charges further strengthened price momentum.</p>
<p><strong>Supply Constraints Drive Chinese Market</strong></p>
<p>The Chinese charcoal industry experienced tightening inventories throughout Q1 2026. Suppliers reported difficulties maintaining adequate stock levels as production growth lagged behind demand requirements.</p>
<p>Many market participants adopted cautious procurement strategies to secure material availability amid concerns regarding future supply shortages. This precautionary purchasing behavior further contributed to market firmness.</p>
<p><strong>Rising Distribution Costs</strong></p>
<p>Logistics remained one of the most influential pricing factors during the quarter. Increased fuel prices, transportation bottlenecks, and higher handling costs elevated overall supply chain expenditures.</p>
<p>Importers and distributors passed these additional costs through the value chain, contributing to the observed increase in charcoal prices.</p>
<p><strong>Demand Remains Resilient</strong></p>
<p>Demand from industrial consumers, activated carbon manufacturers, and household users remained relatively stable. The combination of resilient consumption and constrained supply created favorable conditions for price appreciation.</p>
<p>Consequently, China recorded one of the most significant charcoal price increases among major global markets during Q1 2026.</p>
<p><strong>Charcoal Prices in Europe</strong></p>
<p><strong>European Charcoal Market Analysis</strong></p>
<p>The European <strong>Charcoal Price Index</strong> also increased quarter-over-quarter during the first quarter of 2026. Market conditions were primarily influenced by tightening regional supply and rising logistics expenses.</p>
<p>Charcoal prices remained firm throughout Europe as low inventories and reduced kiln output constrained market availability. Producers faced challenges related to labor availability, environmental regulations, and increasing operational costs.</p>
<p>Several European countries continued implementing sustainability measures impacting wood harvesting and charcoal production activities. These regulatory developments limited supply growth and contributed to stronger pricing trends.</p>
<p><strong>Inventory Shortages Support Market Firmness</strong></p>
<p>Inventory levels remained below historical averages in many European markets. Distributors and importers reported difficulty securing adequate volumes amid limited domestic production.</p>
<p>These inventory shortages created additional upward pressure on prices and encouraged buyers to maintain proactive purchasing strategies.</p>
<p><strong>Reduced Kiln Output</strong></p>
<p>Lower kiln operating rates restricted regional production volumes. Rising energy costs and environmental compliance requirements further challenged manufacturing operations.</p>
<p>As output remained constrained, available supply struggled to meet market demand, supporting price increases across Europe.</p>
<p><strong>Logistics Costs Continue to Rise</strong></p>
<p>European supply chains also faced increasing transportation and freight expenses. Higher fuel costs and shipping charges contributed significantly to final product pricing.</p>
<p>Consequently, charcoal prices remained elevated throughout the region as suppliers incorporated these additional costs into their pricing structures.</p>
<p><strong>Get Real Time Online for Charcoal prices: <a data-cke-saved-href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Charcoal" href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Charcoal">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Charcoal</a></strong></p>
<p><strong>Major Factors Influencing Global Charcoal Prices</strong></p>
<ul>
<li><strong>Supply Chain Constraints</strong></li>
</ul>
<p>Supply disruptions remained a primary driver of global charcoal prices during Q1 2026. Production limitations, transportation bottlenecks, and inventory shortages collectively tightened market conditions.</p>
<ul>
<li><strong>Rising Logistics Expenses</strong></li>
</ul>
<p>Freight costs increased across major regions, including North America, APAC, and Europe. Transportation expenses significantly impacted delivered charcoal prices.</p>
<ul>
<li><strong>Environmental Regulations</strong></li>
</ul>
<p>Governments worldwide continued implementing stricter environmental regulations governing charcoal production and forestry practices. These measures affected output levels and production costs.</p>
<ul>
<li><strong>Inventory Management</strong></li>
</ul>
<p>Lower stock levels across multiple markets created tighter supply conditions and increased buyer competition for available material.</p>
<ul>
<li><strong>Industrial Demand Growth</strong></li>
</ul>
<p>Industrial applications, particularly activated carbon production and metallurgy, continued supporting charcoal consumption worldwide.</p>
<p><strong>Charcoal Production Cost Trend</strong></p>
<p>The <strong>Charcoal Production Cost Trend</strong> remained upward during Q1 2026 due to increasing expenses across several operational areas.</p>
<p>Major cost components included:</p>
<ul>
<li>Wood feedstock procurement</li>
<li>Transportation and logistics</li>
<li>Energy and fuel costs</li>
<li>Labor expenses</li>
<li>Environmental compliance requirements</li>
<li>Packaging and handling costs</li>
</ul>
<p>Many producers faced margin pressures as input costs continued rising. Consequently, suppliers implemented price adjustments to offset increasing operational expenditures.</p>
<p><strong>Market Challenges</strong></p>
<p>Despite favorable pricing conditions, the charcoal industry encountered several challenges during the quarter.</p>
<p><strong>Sustainability Concerns</strong></p>
<p>Environmental concerns surrounding deforestation and carbon emissions continue to influence industry operations. Sustainable sourcing requirements may increase compliance costs over time.</p>
<p><strong>Supply Reliability</strong></p>
<p>Production disruptions and inventory shortages create uncertainty for buyers seeking consistent supply availability.</p>
<p><strong>Regulatory Pressures</strong></p>
<p>Governments continue strengthening environmental regulations that may impact future production capacity and operational flexibility.</p>
<p><strong>Charcoal Market Outlook and Forecast</strong></p>
<p>Looking ahead to the second quarter of 2026, market participants expect <strong>Charcoal Prices</strong> to remain relatively firm across major global regions.</p>
<p>Several factors are likely to influence future pricing:</p>
<ul>
<li>Continued supply constraints</li>
<li>Elevated transportation expenses</li>
<li>Environmental compliance requirements</li>
<li>Inventory replenishment activity</li>
<li>Industrial demand trends</li>
</ul>
<p>In North America, prices may remain supported by stable demand and constrained inventories. In China, supply-side restrictions and logistics costs are expected to continue influencing market sentiment. Europe is also likely to experience ongoing price support due to limited production growth and regulatory pressures.</p>
<p>However, any significant improvement in production rates or reduction in transportation costs could moderate future price increases.</p>
<p><strong>Conclusion</strong></p>
<p>The global <strong>Charcoal Prices</strong> market demonstrated strong performance during Q1 2026, with notable price increases observed across North America, APAC, and Europe. Tight supply conditions, reduced production rates, inventory shortages, and rising logistics expenses collectively supported market strength throughout the quarter.</p>
<p>China recorded one of the strongest gains, with the Charcoal Price Index increasing by 9.65% quarter-over-quarter and average prices reaching approximately USD 329.67/MT. Meanwhile, North American and European markets also experienced firm pricing due to constrained supply and elevated transportation costs.</p>
<p>As supply challenges and operational expenses continue influencing market dynamics, charcoal prices are expected to remain supported in the near term. Industry participants will closely monitor production trends, inventory levels, logistics developments, and regulatory changes as they navigate the evolving global charcoal market landscape.</p>
<p></p>
<p></p>
<p> <strong>About Us:</strong></p>
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<p></p>]]> </content:encoded>
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<title>Improving functionality with GM OEM Accessories</title>
<link>https://news.bangboxonline.com/improving-functionality-with-gm-oem-accessories</link>
<guid>https://news.bangboxonline.com/improving-functionality-with-gm-oem-accessories</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33df4dda06d.jpg" length="297095" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 17:07:09 +0500</pubDate>
<dc:creator>Shaun Carey</dc:creator>
<media:keywords>GM original part</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" align="justify"><span>Most vehicle owners seek unique opportunities to improve comfort, convenience, and appearance without sacrificing quality. Using</span><b><span> </span></b><span><a href="https://www.gmoutletparts.com"><b><u><span class="15">GM replacement accessories</span></u></b></a></span><span> is one of the smartest methods to improve an auto, as they are tailored to enhance the engineering and styling of compatible vehicles. Those accessories, specifically designed to fit the manufacturer's vehicle and help drivers continue performing without compromising original features like the ride, are found in aftermarket options.</span><span><o:p></o:p></span></p>
<p class="MsoNormal" align="justify"><span>The possibilities for customization with authentic accessories are extensive. Interior enhancements like all-weather floor liners, cargo organizers, and high-end seat covers can protect the car from everyday use. Not only do these additions protect the integrity of the cabin, but they also enhance the driving experience. Functional and visual improvements include exterior splash guards, roof rack systems, and chrome accents.</span><span><o:p></o:p></span></p>
<p class="MsoNormal" align="justify"><span>Another reason why drivers look for OEM accessories is the safety and convenience. Today's accessories feature more advanced technologies such as remote start systems, parking assist devices, and integrated storage solutions. Since they are made specifically for GM products, these typically fit better during installation than a generic version would. This precision fit aids in correct operation and long-term durability.</span><span><o:p></o:p></span></p>
<p class="MsoNormal" align="justify"><span>In fact, one of the biggest benefits of approved accessories is the support they provide for the vehicle's value. Upgrades incorporated into a car by an automaker and performed by a professional are often appreciated by potential buyers. True specification accessories can provide a neater, more professional look and show that vehicles are well cared for. It can be especially useful if you plan to trade in or sell a vehicle later.</span><span><o:p></o:p></span></p>
<p class="MsoNormal" align="justify"><span>Another thing they understand is how durable the product might be. The manufacturer-designed accessories are tested for quality parameters under various driving conditions. From brutal temperatures to heavy-duty usage, these bad boys are built to last a lifetime. This type of reliability often means fewer replacements and less maintenance.</span><span><o:p></o:p></span></p>
<p class="MsoNormal" align="justify"><span>For many drivers, GM OEM accessories are the solution to a twofold problem: they want something tailored to their needs, and they genuinely care about the upgrade strategy being unique yet dependable. Ranging from functional cargo management systems to stylish exterior upgrades, these products enable owners to personalize their vehicles while preserving the original design. Vehicle owners can balance performance, protection, and aesthetics on every journey by carefully selecting components designed for compatibility with the manufacturing process.</span><span><o:p></o:p></span></p>
<p class="MsoNormal" align="justify"><span>Investing in quality accessories is more than just an aesthetic choice. It isn't just an opportunity for everyday usability enhancements or for protecting the interior from dirt and grime, but also to create a driving environment that works with one's personal aesthetic while maintaining what the manufacturer intended.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Paul Thomas is the author of this article. For more details about </span><span><a href="https://www.gmoutletparts.com/genuine-gm-replacement-parts"><b><u><span class="15">Original GM interior accessories</span></u></b></a></span><span> </span><span>, please visit our website: gmoutletparts.com.</span></p>]]> </content:encoded>
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<title>Deliveries Pizza: The Fastest Way to Satisfy Your Cravings in Puerto Banús</title>
<link>https://news.bangboxonline.com/deliveries-pizza-the-fastest-way-to-satisfy-your-cravings-in-puerto-banus</link>
<guid>https://news.bangboxonline.com/deliveries-pizza-the-fastest-way-to-satisfy-your-cravings-in-puerto-banus</guid>
<description><![CDATA[ Experience the convenience of pizza deliveries at your doorstep in Puerto Banus, Marbella! Choose from our delicious selection of pizzas and have them delivered hot and fresh to your home. Whether you prefer classic flavors or gourmet toppings, our delivery service ensures a satisfying meal without leaving your house. Order now for a hassle-free dining experience! ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33df1c403af.jpg" length="102255" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 17:06:06 +0500</pubDate>
<dc:creator>tucanbakery</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Imagine the aroma of freshly baked dough, perfectly melted cheese, and premium toppings arriving at your doorstep exactly when your cravings hit their peak. That is the experience people are searching for when they choose <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.tucanbakery.com/product-category/pizza/"><b>Deliveries Pizza</b></a></span></strong>. In today's fast-paced world, convenience matters just as much as quality, and nobody wants to waste precious time waiting for mediocre food. Whether you're enjoying a relaxing evening, hosting friends, or planning a family gathering, having exceptional pizza delivered quickly can transform an ordinary moment into something unforgettable.<o:p></o:p></p>
<p class="MsoNormal">This is where Tucan Bakery stands out by combining speed, freshness, and irresistible flavor into every order. Customers no longer need to settle for average meals when extraordinary options are available with just a few clicks or a simple phone call.<o:p></o:p></p>
<p class="MsoNormal"><b>Fresh Ingredients That Create Unforgettable Flavor<o:p></o:p></b></p>
<p class="MsoNormal">The difference between a good pizza and a remarkable pizza starts with ingredients. Every bite should deliver rich flavors, balanced textures, and a satisfying experience that leaves customers wanting more. Fresh vegetables, premium cheeses, carefully selected meats, and expertly prepared dough all work together to create a product that exceeds expectations.<o:p></o:p></p>
<p class="MsoNormal">People throughout Puerto Banús are increasingly demanding higher standards when it comes to food delivery. They want meals that arrive hot, fresh, and ready to enjoy. That is why quality-focused preparation has become such an important factor in customer satisfaction. When every ingredient is selected with care, the result is a pizza experience that feels luxurious, indulgent, and worth repeating again and again.<o:p></o:p></p>
<p class="MsoNormal"><b>The Ultimate Choice for Busy Days and Special Nights<o:p></o:p></b></p>
<p class="MsoNormal">Life moves quickly, and finding time to cook can be challenging. Between work responsibilities, family commitments, social events, and personal obligations, many people simply want a dependable dining solution that delivers both convenience and quality.<o:p></o:p></p>
<p class="MsoNormal">Choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">delicious pizza delivery in puerto banus</span></strong> allows customers to enjoy restaurant-quality meals without leaving the comfort of their homes. Whether it's a spontaneous movie night, an important sporting event, or a celebration with loved ones, having expertly prepared pizza delivered directly to your location creates an effortless dining experience.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://www.tucanbakery.com/">Tucan Bakery</a></b> understands that convenience should never require sacrificing quality. Every order is prepared with attention to detail, helping customers enjoy exceptional flavors whenever hunger strikes.<o:p></o:p></p>
<p class="MsoNormal"><b>A Crowd-Pleasing Solution for Every Occasion<o:p></o:p></b></p>
<p class="MsoNormal">One of the greatest advantages of pizza is its universal appeal. It is a meal that brings people together regardless of age, preferences, or occasion. From family dinners to office lunches and late-night gatherings, pizza consistently ranks among the most requested foods worldwide.<o:p></o:p></p>
<p class="MsoNormal">The popularity of <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Deliveries Pizza</span></strong> continues to grow because it solves multiple problems at once. It eliminates meal preparation, reduces cleanup, accommodates groups, and delivers satisfaction in every slice. Customers appreciate having a reliable option that works equally well for casual evenings and larger celebrations.<o:p></o:p></p>
<p class="MsoNormal">When guests arrive unexpectedly or plans change at the last minute, fast and reliable delivery services can save the day. Instead of stressing about food arrangements, customers can focus on enjoying the moment.<o:p></o:p></p>
<p class="MsoNormal"><b>Speed, Reliability, and Consistent Excellence<o:p></o:p></b></p>
<p class="MsoNormal">Fast delivery is important, but speed alone is not enough. Customers expect their food to arrive in excellent condition, maintaining the same quality and freshness as it had when it left the kitchen.<o:p></o:p></p>
<p class="MsoNormal">That commitment to consistency is what separates exceptional providers from ordinary ones. Reliable preparation methods, efficient service, and attention to customer satisfaction create an experience that keeps people coming back. Every successful delivery reinforces trust and strengthens customer loyalty.<o:p></o:p></p>
<p class="MsoNormal">The demand for <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.tucanbakery.com/product-category/pizza/"><b>delicious pizza delivery in puerto banus</b></a></span></strong> continues to increase because people recognize the value of dependable service. When customers know they can expect excellent results every time they order, confidence naturally follows.<o:p></o:p></p>
<p class="MsoNormal"><b>Limited-Time Opportunities You Shouldn't Ignore<o:p></o:p></b></p>
<p class="MsoNormal">There has never been a better time to experience premium pizza delivered directly to your door. The growing popularity of high-quality delivery services means more people are discovering the convenience and satisfaction of having expertly prepared meals available whenever they want them.<o:p></o:p></p>
<p class="MsoNormal">Waiting too long can mean missing out on the opportunity to enjoy some of the most satisfying flavors available in Puerto Banús. The combination of fresh ingredients, expert preparation, and efficient service creates a dining experience that consistently exceeds expectations.<o:p></o:p></p>
<p class="MsoNormal">For anyone seeking convenience without compromise, now is the perfect moment to explore what makes modern pizza delivery so appealing.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience the Difference Today<o:p></o:p></b></p>
<p class="MsoNormal">The search for outstanding pizza often ends when customers discover a provider that consistently delivers quality, speed, and value. With growing demand and increasing expectations, finding a service that excels in every category has become more important than ever.<o:p></o:p></p>
<p class="MsoNormal">Whether you're planning a family meal, organizing a gathering, or simply treating yourself after a long day, <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Deliveries Pizza</span></strong> offers the perfect combination of convenience and flavor. Customers looking for <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">delicious pizza delivery in puerto banus</span></strong> deserve an experience that exceeds expectations from the very first bite to the final slice.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.tucanbakery.com/product-category/pizza/">pizza marbella</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.tucanbakery.com/product-category/pizza/">pizza in marbella</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.tucanbakery.com/product-category/pizza/">Best Pizza in Marbella</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Best Pizza Marbella: The Irresistible Taste Experience Everyone Is Talking About</title>
<link>https://news.bangboxonline.com/best-pizza-marbella-the-irresistible-taste-experience-everyone-is-talking-about</link>
<guid>https://news.bangboxonline.com/best-pizza-marbella-the-irresistible-taste-experience-everyone-is-talking-about</guid>
<description><![CDATA[ Discover the best pizza in Marbella and treat your taste buds to an unforgettable experience. Our artisanal pizzas are crafted with the finest ingredients, baked to perfection for that crispy, flavorful bite. Whether you&#039;re a fan of classic Margherita or adventurous with unique toppings, indulge in Marbella&#039;s top-rated pizza. Order now to savor a slice of culinary excellence that will leave you craving for more. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33db6a93bf0.jpg" length="108539" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 16:50:10 +0500</pubDate>
<dc:creator>tucanbakery</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">When it comes to unforgettable dining experiences, nothing captures attention quite like the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.tucanbakery.com/product-category/pizza/"><b>best pizza marbella</b></a></span></strong> has to offer. The combination of freshly prepared dough, premium ingredients, rich sauces, and perfectly melted cheese creates a sensation that keeps food lovers coming back for more. In a destination known for luxury, excitement, and world-class cuisine, finding a pizza experience that truly stands out can transform an ordinary meal into a memorable event.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Pizza Lovers Are Searching for Something Extraordinary<o:p></o:p></b></p>
<p class="MsoNormal">Today's customers expect more than just a quick meal. They want authenticity, freshness, and quality in every bite. That's exactly why exceptional pizza has become one of the most sought-after dining choices across the region. From families enjoying a relaxed evening to tourists looking for local culinary highlights, the demand for outstanding pizza continues to grow. Every slice should deliver bold flavors, satisfying textures, and a taste that leaves a lasting impression.<o:p></o:p></p>
<p class="MsoNormal"><b>The Secret Behind Unmatched Quality<o:p></o:p></b></p>
<p class="MsoNormal">Great pizza begins with great ingredients. Carefully selected toppings, handcrafted dough, and attention to every detail are what separate average pizza from a truly remarkable creation. Fresh vegetables, premium meats, aromatic herbs, and perfectly balanced sauces work together to create a product that exceeds expectations. This commitment to excellence ensures every order delivers consistency, flavor, and satisfaction from the first bite to the last.<o:p></o:p></p>
<p class="MsoNormal"><b>Discover Convenience Without Compromising Taste<o:p></o:p></b></p>
<p class="MsoNormal">Modern lifestyles demand convenience, but nobody wants to sacrifice quality. That's why services offering <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">online pizza puerto banus</span></strong> have become increasingly popular among residents and visitors alike. Ordering delicious food should be simple, fast, and reliable. With just a few clicks, customers can enjoy freshly prepared meals delivered directly to their location while still experiencing the same outstanding quality they would expect in person.<o:p></o:p></p>
<p class="MsoNormal"><b>The Perfect Choice for Every Occasion<o:p></o:p></b></p>
<p class="MsoNormal">Pizza has a unique ability to bring people together. Whether it's a casual lunch, family gathering, business meeting, birthday celebration, or late-night craving, it remains one of the most versatile dining options available. The wide variety of flavors and combinations means there is something to satisfy every preference. Choosing premium pizza transforms any occasion into a more enjoyable and memorable experience.<o:p></o:p></p>
<p class="MsoNormal"><b>Freshly Baked Excellence That Stands Above the Rest<o:p></o:p></b></p>
<p class="MsoNormal">Quality-focused bakeries understand that freshness makes all the difference. Every ingredient contributes to the final result, which is why preparation standards must remain exceptionally high. At <b><a href="https://www.tucanbakery.com/">Tucan Bakery</a></b>, dedication to craftsmanship and flavor ensures customers receive products made with care and precision. This unwavering commitment helps create an experience that consistently exceeds expectations and builds lasting customer loyalty.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Demand Continues to Skyrocket<o:p></o:p></b></p>
<p class="MsoNormal">More people than ever are seeking the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">best pizza marbella</span></strong> experience because they recognize the value of exceptional food. In a competitive culinary landscape, only establishments that maintain superior quality and customer satisfaction continue to thrive. Positive word-of-mouth recommendations, repeat customers, and growing popularity are all signs of a product that genuinely delivers on its promise.<o:p></o:p></p>
<p class="MsoNormal"><b>Fast Ordering Meets Exceptional Satisfaction<o:p></o:p></b></p>
<p class="MsoNormal">Convenience plays a major role in customer satisfaction. Reliable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.tucanbakery.com/product-category/pizza/"><b>online pizza puerto banus</b></a></span></strong> services eliminate unnecessary waiting while ensuring every order arrives fresh and delicious. Customers appreciate the ability to enjoy premium-quality meals from the comfort of their homes, offices, or holiday accommodations. This seamless combination of convenience and excellence creates a winning formula that continues to attract new customers every day.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience the Difference Before Everyone Else<o:p></o:p></b></p>
<p class="MsoNormal">The popularity of premium pizza continues to rise, making now the perfect time to discover what sets outstanding providers apart. Waiting too long could mean missing out on one of the most talked-about food experiences in the area. Tucan Bakery focuses on delivering exceptional quality, unforgettable flavors, and customer satisfaction that keeps people returning time and time again. Every order represents an opportunity to enjoy something truly special.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;">Read More:<br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.tucanbakery.com/product-category/pizza/">pizza marbella</a><span style="mso-bidi-font-weight: bold;"><br><a href="https://www.tucanbakery.com/product-category/pizza/">Pizza Delivery Marbella</a><br><a href="https://www.tucanbakery.com/product-category/pizza/">Pizza Take Out</a><o:p></o:p></span></span></b></p>]]> </content:encoded>
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<title>Hospital Lift Company: Why Quality Elevators Are Essential for Healthcare Facilities</title>
<link>https://news.bangboxonline.com/hospital-lift-company-why-quality-elevators-are-essential-for-healthcare-facilities</link>
<guid>https://news.bangboxonline.com/hospital-lift-company-why-quality-elevators-are-essential-for-healthcare-facilities</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33d94846b6b.jpg" length="71528" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 16:42:19 +0500</pubDate>
<dc:creator>Kunal Rawat</dc:creator>
<media:keywords>hospital lift, hospital lift company</media:keywords>
<content:encoded><![CDATA[<p data-start="88" data-end="430" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:546,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1004}">In healthcare facilities, every second matters. Efficient transportation of patients, doctors, nurses, visitors, and medical equipment is crucial for smooth hospital operations. This is why choosing a reliable <a href="https://product.hexalifts.in/hospital-lift-company/" target="_blank" rel="noopener" bis_size="{&quot;x&quot;:274,&quot;y&quot;:56,&quot;w&quot;:140,&quot;h&quot;:15,&quot;abs_x&quot;:576,&quot;abs_y&quot;:1046}"><strong data-start="298" data-end="323" bis_size="{&quot;x&quot;:274,&quot;y&quot;:56,&quot;w&quot;:140,&quot;h&quot;:15,&quot;abs_x&quot;:576,&quot;abs_y&quot;:1046}">hospital lift company</strong></a> is one of the most important decisions for hospital administrators and healthcare infrastructure planners.</p>
<p data-start="432" data-end="811" bis_size="{&quot;x&quot;:8,&quot;y&quot;:108,&quot;w&quot;:546,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1098}">Hospital elevators are not ordinary passenger lifts. They are specially designed to support critical healthcare activities while maintaining the highest levels of safety, reliability, and comfort. A professional hospital lift company provides customized elevator solutions that meet the unique requirements of hospitals, nursing homes, medical institutes, and healthcare centers.</p>
<h2 data-section-id="r57rb3" data-start="813" data-end="857" bis_size="{&quot;x&quot;:8,&quot;y&quot;:225,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1215}">The Role of Elevators in Modern Hospitals</h2>
<p data-start="859" data-end="1056" bis_size="{&quot;x&quot;:8,&quot;y&quot;:262,&quot;w&quot;:546,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1252}">Modern hospitals are often multi-story buildings with multiple departments spread across different floors. Elevators help connect these departments and ensure fast movement throughout the facility.</p>
<p data-start="1058" data-end="1099" bis_size="{&quot;x&quot;:8,&quot;y&quot;:336,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1326}">Hospital elevators are commonly used for:</p>
<ul data-start="1101" data-end="1280" bis_size="{&quot;x&quot;:8,&quot;y&quot;:370,&quot;w&quot;:546,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1360}">
<li data-section-id="xdomd" data-start="1101" data-end="1125" bis_size="{&quot;x&quot;:48,&quot;y&quot;:370,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1360}">Patient transportation</li>
<li data-section-id="ad5ik" data-start="1126" data-end="1155" bis_size="{&quot;x&quot;:48,&quot;y&quot;:390,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1380}">Emergency response services</li>
<li data-section-id="1fc0k8q" data-start="1156" data-end="1191" bis_size="{&quot;x&quot;:48,&quot;y&quot;:410,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1400}">Stretcher and wheelchair movement</li>
<li data-section-id="1dqh87b" data-start="1192" data-end="1216" bis_size="{&quot;x&quot;:48,&quot;y&quot;:430,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1420}">Hospital bed transfers</li>
<li data-section-id="r7jsmv" data-start="1217" data-end="1251" bis_size="{&quot;x&quot;:48,&quot;y&quot;:450,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1440}">Medical equipment transportation</li>
<li data-section-id="voatns" data-start="1252" data-end="1280" bis_size="{&quot;x&quot;:48,&quot;y&quot;:470,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1460}">Staff and visitor mobility</li>
</ul>
<p data-start="1282" data-end="1370" bis_size="{&quot;x&quot;:8,&quot;y&quot;:504,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1494}">Without a dependable elevator system, hospital efficiency can be significantly affected.</p>
<h2 data-section-id="s2wzcu" data-start="1372" data-end="1424" bis_size="{&quot;x&quot;:8,&quot;y&quot;:542,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1532}">What Services Does a Hospital Lift Company Offer?</h2>
<p data-start="1426" data-end="1537" bis_size="{&quot;x&quot;:8,&quot;y&quot;:579,&quot;w&quot;:546,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1569}">A specialized hospital lift company provides end-to-end elevator solutions tailored to healthcare environments.</p>
<p data-start="1539" data-end="1561" bis_size="{&quot;x&quot;:8,&quot;y&quot;:633,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1623}">Core services include:</p>
<ul data-start="1563" data-end="1763" bis_size="{&quot;x&quot;:8,&quot;y&quot;:667,&quot;w&quot;:546,&quot;h&quot;:140,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1657}">
<li data-section-id="k8m6rx" data-start="1563" data-end="1599" bis_size="{&quot;x&quot;:48,&quot;y&quot;:667,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1657}">Elevator consultation and planning</li>
<li data-section-id="1d6md5q" data-start="1600" data-end="1620" bis_size="{&quot;x&quot;:48,&quot;y&quot;:687,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1677}">Custom lift design</li>
<li data-section-id="1rnkzxb" data-start="1621" data-end="1653" bis_size="{&quot;x&quot;:48,&quot;y&quot;:707,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1697}">Manufacturing and installation</li>
<li data-section-id="1kv1zsp" data-start="1654" data-end="1674" bis_size="{&quot;x&quot;:48,&quot;y&quot;:727,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1717}">Safety inspections</li>
<li data-section-id="1yg9jsb" data-start="1675" data-end="1699" bis_size="{&quot;x&quot;:48,&quot;y&quot;:747,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1737}">Elevator modernization</li>
<li data-section-id="dzofhf" data-start="1700" data-end="1736" bis_size="{&quot;x&quot;:48,&quot;y&quot;:767,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1757}">Annual Maintenance Contracts (AMC)</li>
<li data-section-id="71vms3" data-start="1737" data-end="1763" bis_size="{&quot;x&quot;:48,&quot;y&quot;:787,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1777}">Emergency repair support</li>
</ul>
<p data-start="1765" data-end="1870" bis_size="{&quot;x&quot;:8,&quot;y&quot;:821,&quot;w&quot;:546,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1811}">These services ensure hospital elevators remain operational, safe, and compliant with industry standards.</p>
<h2 data-section-id="1t0gd0h" data-start="1872" data-end="1912" bis_size="{&quot;x&quot;:8,&quot;y&quot;:879,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1869}">Features of Modern Hospital Elevators</h2>
<p data-start="1914" data-end="2040" bis_size="{&quot;x&quot;:8,&quot;y&quot;:916,&quot;w&quot;:546,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1906}">Hospital lifts are designed with healthcare-specific features that improve both patient experience and operational efficiency.</p>
<h3 data-section-id="e2znwy" data-start="2042" data-end="2067" bis_size="{&quot;x&quot;:8,&quot;y&quot;:972,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1962}">Spacious Cabin Design</h3>
<p data-start="2069" data-end="2113" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1009,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1999}">Hospital elevators are built to accommodate:</p>
<ul data-start="2115" data-end="2200" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1043,&quot;w&quot;:546,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2033}">
<li data-section-id="1cj9ixv" data-start="2115" data-end="2127" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1043,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2033}">Stretchers</li>
<li data-section-id="1vqm9ho" data-start="2128" data-end="2143" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1063,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2053}">Hospital beds</li>
<li data-section-id="1q8mhqx" data-start="2144" data-end="2157" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1083,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2073}">Wheelchairs</li>
<li data-section-id="1w6gzhl" data-start="2158" data-end="2177" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1103,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2093}">Medical equipment</li>
<li data-section-id="16lublf" data-start="2178" data-end="2200" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1123,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2113}">Healthcare personnel</li>
</ul>
<p data-start="2202" data-end="2274" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1157,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2147}">Large cabin dimensions allow easy movement without compromising comfort.</p>
<h3 data-section-id="15j5tdd" data-start="2276" data-end="2307" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1193,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2183}">Smooth and Comfortable Ride</h3>
<p data-start="2309" data-end="2466" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1230,&quot;w&quot;:546,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2220}">Patients often require transportation during critical medical conditions. Hospital lifts provide smooth acceleration and deceleration to minimize discomfort.</p>
<h3 data-section-id="1lmt1r7" data-start="2468" data-end="2496" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1286,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2276}">Advanced Safety Features</h3>
<p data-start="2498" data-end="2564" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1322,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2312}">A trusted hospital lift company incorporates technologies such as:</p>
<ul data-start="2566" data-end="2706" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1356,&quot;w&quot;:546,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2346}">
<li data-section-id="1ixicnd" data-start="2566" data-end="2592" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1356,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2346}">Automatic rescue devices</li>
<li data-section-id="13swst3" data-start="2593" data-end="2626" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1376,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2366}">Emergency communication systems</li>
<li data-section-id="1fxolpy" data-start="2627" data-end="2649" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1396,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2386}">Backup power support</li>
<li data-section-id="1zemqv" data-start="2650" data-end="2671" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1416,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2406}">Door safety sensors</li>
<li data-section-id="138o0be" data-start="2672" data-end="2706" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1436,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2426}">Fire emergency operation systems</li>
</ul>
<p data-start="2708" data-end="2778" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1470,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2460}">These features help ensure uninterrupted operation during emergencies.</p>
<h3 data-section-id="klclmt" data-start="2780" data-end="2810" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1507,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2497}">Energy-Efficient Operation</h3>
<p data-start="2812" data-end="2940" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1543,&quot;w&quot;:546,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2533}">Modern hospital elevators use advanced drive technologies that reduce energy consumption while maintaining reliable performance.</p>
<h2 data-section-id="1cx2tby" data-start="2942" data-end="3002" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1600,&quot;w&quot;:546,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2590}">Benefits of Choosing a Professional Hospital Lift Company</h2>
<p data-start="3004" data-end="3080" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1658,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2648}">Partnering with an experienced elevator provider offers numerous advantages.</p>
<h3 data-section-id="idq587" data-start="3082" data-end="3109" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1694,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2684}">Improved Patient Safety</h3>
<p data-start="3111" data-end="3187" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1731,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2721}">Reliable elevators help transport patients securely throughout the facility.</p>
<h3 data-section-id="1htf94p" data-start="3189" data-end="3222" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1767,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2757}">Better Operational Efficiency</h3>
<p data-start="3224" data-end="3321" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1803,&quot;w&quot;:546,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2793}">Healthcare staff can move quickly between departments, improving response times and productivity.</p>
<h3 data-section-id="2fii9r" data-start="3323" data-end="3356" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1860,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2850}">Customized Elevator Solutions</h3>
<p data-start="3358" data-end="3460" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1896,&quot;w&quot;:546,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2886}">Professional lift companies provide solutions tailored to the specific needs of healthcare facilities.</p>
<h3 data-section-id="1hjurol" data-start="3462" data-end="3482" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1953,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2943}">Reduced Downtime</h3>
<p data-start="3484" data-end="3565" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1989,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2979}">Regular maintenance and high-quality components help minimize equipment failures.</p>
<h2 data-section-id="1aw4s36" data-start="3567" data-end="3597" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2026,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3016}">Types of Hospital Elevators</h2>
<p data-start="3599" data-end="3668" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2064,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3054}">Different healthcare facilities require different elevator solutions.</p>
<h3 data-section-id="zpx6jj" data-start="3670" data-end="3693" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2100,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3090}">Stretcher Elevators</h3>
<p data-start="3695" data-end="3780" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2137,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3127}">Designed specifically for transporting patients on stretchers safely and comfortably.</p>
<h3 data-section-id="g930pt" data-start="3782" data-end="3795" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2173,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3163}">Bed Lifts</h3>
<p data-start="3797" data-end="3869" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2209,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3199}">Built with larger cabins to accommodate hospital beds and medical teams.</p>
<h3 data-section-id="gj79al" data-start="3871" data-end="3894" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2246,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3236}">Passenger Elevators</h3>
<p data-start="3896" data-end="3956" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2282,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3272}">Used by visitors, doctors, nurses, and administrative staff.</p>
<h3 data-section-id="q11ddm" data-start="3958" data-end="3979" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2318,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3308}">Service Elevators</h3>
<p data-start="3981" data-end="4058" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2355,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3345}">Transport medicines, laboratory samples, food trolleys, and medical supplies.</p>
<p data-start="4060" data-end="4131" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2389,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3379}">Each elevator type supports a specific aspect of healthcare operations.</p>
<h2 data-section-id="8le0du" data-start="4133" data-end="4194" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2426,&quot;w&quot;:546,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3416}">Factors to Consider When Selecting a Hospital Lift Company</h2>
<p data-start="4196" data-end="4270" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2484,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3474}">Choosing the right elevator partner is critical for long-term performance.</p>
<h3 data-section-id="1t3jkea" data-start="4272" data-end="4295" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2520,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3510}">Industry Experience</h3>
<p data-start="4297" data-end="4363" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2556,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3546}">Look for a company with expertise in healthcare elevator projects.</p>
<h3 data-section-id="1s6jna8" data-start="4365" data-end="4384" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2593,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3583}">Product Quality</h3>
<p data-start="4386" data-end="4460" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2629,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3619}">High-quality materials and engineering improve durability and reliability.</p>
<h3 data-section-id="1qxcpfr" data-start="4462" data-end="4483" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2666,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3656}">Safety Compliance</h3>
<p data-start="4485" data-end="4557" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2702,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3692}">Ensure the company follows all healthcare and elevator safety standards.</p>
<h3 data-section-id="1a5a711" data-start="4559" data-end="4583" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2738,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3728}">Maintenance Services</h3>
<p data-start="4585" data-end="4659" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2775,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3765}">Strong after-sales support is essential for continuous elevator operation.</p>
<h3 data-section-id="cvid1p" data-start="4661" data-end="4691" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2811,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3801}">Customization Capabilities</h3>
<p data-start="4693" data-end="4781" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2847,&quot;w&quot;:546,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3837}">Every healthcare facility has unique requirements that may require customized solutions.</p>
<h2 data-section-id="v5ehef" data-start="4783" data-end="4833" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2905,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3895}">Importance of Elevator Maintenance in Hospitals</h2>
<p data-start="4835" data-end="4945" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2942,&quot;w&quot;:546,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3932}">Hospital elevators experience constant usage and require regular maintenance to ensure safety and performance.</p>
<p data-start="4947" data-end="4990" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2996,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3986}">Benefits of preventive maintenance include:</p>
<ul data-start="4992" data-end="5104" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3030,&quot;w&quot;:546,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4020}">
<li data-section-id="goyq3q" data-start="4992" data-end="5014" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3030,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4020}">Improved reliability</li>
<li data-section-id="5yxvo2" data-start="5015" data-end="5035" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3050,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4040}">Reduced breakdowns</li>
<li data-section-id="16w2g4a" data-start="5036" data-end="5053" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3070,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4060}">Enhanced safety</li>
<li data-section-id="1qsagku" data-start="5054" data-end="5074" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3090,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4080}">Lower repair costs</li>
<li data-section-id="1kjg8fj" data-start="5075" data-end="5104" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3110,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4100}">Extended equipment lifespan</li>
</ul>
<p data-start="5106" data-end="5193" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3144,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4134}">Many healthcare facilities rely on comprehensive AMC plans for uninterrupted operation.</p>
<h2 data-section-id="160y88t" data-start="5195" data-end="5243" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3182,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4172}">Future Trends in Hospital Elevator Technology</h2>
<p data-start="5245" data-end="5334" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3219,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4209}">Leading hospital lift companies are integrating smart technologies into elevator systems.</p>
<p data-start="5336" data-end="5364" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3253,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4243}">Popular innovations include:</p>
<ul data-start="5366" data-end="5521" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3287,&quot;w&quot;:546,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4277}">
<li data-section-id="f0v0na" data-start="5366" data-end="5392" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3287,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4277}">Touchless control panels</li>
<li data-section-id="jmp92j" data-start="5393" data-end="5429" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3307,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4297}">Smart destination dispatch systems</li>
<li data-section-id="6k7m8a" data-start="5430" data-end="5452" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3327,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4317}">IoT-based monitoring</li>
<li data-section-id="1gaelbo" data-start="5453" data-end="5488" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3347,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4337}">Predictive maintenance technology</li>
<li data-section-id="1vds7wk" data-start="5489" data-end="5521" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3367,&quot;w&quot;:506,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4357}">Energy-efficient drive systems</li>
</ul>
<p data-start="5523" data-end="5605" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3401,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4391}">These technologies help improve efficiency while enhancing the patient experience.</p>
<h2 data-section-id="8dtpi" data-start="5607" data-end="5620" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3439,&quot;w&quot;:546,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4429}">Conclusion</h2>
<p data-start="5622" data-end="5943" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3476,&quot;w&quot;:546,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4466}">A trusted <strong data-start="5632" data-end="5657" bis_size="{&quot;x&quot;:67,&quot;y&quot;:3478,&quot;w&quot;:140,&quot;h&quot;:15,&quot;abs_x&quot;:369,&quot;abs_y&quot;:4468}">hospital lift company</strong> plays a crucial role in supporting modern healthcare facilities. Hospital elevators are essential for patient transportation, emergency response, medical equipment movement, and daily hospital operations. Therefore, reliability, safety, and performance should always be top priorities.</p>
<p data-start="5945" data-end="6331" data-is-last-node="" data-is-only-node="" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3570,&quot;w&quot;:546,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4560}">By partnering with an experienced hospital lift company, healthcare organizations can benefit from customized elevator solutions, advanced safety technologies, professional maintenance support, and long-term operational efficiency. Investing in quality hospital elevators ultimately contributes to better patient care, improved workflow, and a safer healthcare environment for everyone.</p>]]> </content:encoded>
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<title>Dubai Wall Painting: Transform Your Home and Office with Professional Painting Services</title>
<link>https://news.bangboxonline.com/dubai-wall-painting-transform-your-home-and-office-with-professional-painting-services</link>
<guid>https://news.bangboxonline.com/dubai-wall-painting-transform-your-home-and-office-with-professional-painting-services</guid>
<description><![CDATA[ At Wall Paint Dubai, we offer all colors of wall painting Dubai. We make sure the electrical system meets your personal needs and demands. We use modern techniques to make high-end designs on your walls. ]]></description>
<enclosure url="" length="71528" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 16:22:32 +0500</pubDate>
<dc:creator>wallpaintdubai</dc:creator>
<media:keywords>dubai wall painting</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>Wall painting is one of the easiest and most affordable ways to improve the appearance of any property. Whether you own a villa, apartment, office, or commercial space, professional wall painting can completely transform your interior and exterior surfaces. In Dubai, where modern design and attractive interiors are highly valued, quality wall painting services help create beautiful and welcoming spaces.</span></p>
<h2><span>Why Wall Painting Is Important</span></h2>
<p class="isSelectedEnd"><span>Fresh paint not only enhances the beauty of your property but also protects walls from moisture, stains, and daily wear. Over time, walls can become dull, cracked, or discolored due to dust, humidity, and sunlight. Professional painting restores the original appearance and increases the value of your property.</span></p>
<h2><span>Professional Wall Painting Services in Dubai</span></h2>
<p class="isSelectedEnd"><span>Dubai wall painting services cover both residential and commercial projects. Experienced painters use premium paints and modern techniques to ensure smooth finishes and long-lasting results. Services typically include:</span></p>
<ul data-spread="false">
<li><span>Interior wall painting</span></li>
<li><span>Exterior wall painting</span></li>
<li><span>Villa painting</span></li>
<li><span>Apartment painting</span></li>
<li><span>Office painting</span></li>
<li><span>Decorative wall painting</span></li>
<li><span>Texture painting</span></li>
<li><span>Accent wall painting</span></li>
</ul>
<h2><span>Choosing the Right Paint Color</span></h2>
<p class="isSelectedEnd"><span>Selecting the right color is essential for creating the desired atmosphere. Light colors make rooms appear larger and brighter, while darker shades add depth and elegance. Popular wall paint colors in Dubai include white, beige, grey, cream, and modern pastel tones.</span></p>
<h2><span>Benefits of Hiring Professional Painters</span></h2>
<h3><span>High-Quality Finish</span></h3>
<p class="isSelectedEnd"><span>Professional painters have the skills and tools needed to deliver flawless results.</span></p>
<h3><span>Time Saving</span></h3>
<p class="isSelectedEnd"><span>Experts complete projects efficiently without compromising quality.</span></p>
<h3><span>Long-Lasting Results</span></h3>
<p class="isSelectedEnd"><span>Quality materials and proper preparation ensure durability and resistance to fading.</span></p>
<h3><span>Clean and Safe Process</span></h3>
<p class="isSelectedEnd"><span>Professional teams protect furniture and flooring while maintaining a clean work environment.</span></p>
<h2><span>Wall Painting for Villas and Apartments</span></h2>
<p class="isSelectedEnd"><span>Villa painting services focus on enhancing luxury interiors and exterior facades. Apartment painting is ideal for refreshing living spaces, preparing rental properties, or increasing property value before selling.</span></p>
<h2><span>Commercial Wall Painting Solutions</span></h2>
<p class="isSelectedEnd"><span>Businesses in Dubai rely on professional wall painting to maintain attractive and professional environments. Offices, restaurants, hotels, retail stores, and commercial buildings benefit from fresh, modern paint finishes.</span></p>
<h2><span>Why Choose Professional Wall Painting in Dubai?</span></h2>
<p class="isSelectedEnd"><span>Professional painting services provide expert color consultation, premium materials, skilled workmanship, and timely project completion. Whether you need a single room painted or a complete property makeover, experienced painters can help achieve the perfect result.</span></p>
<h2><span>Conclusion</span></h2>
<p><span><a href="https://news.bangboxonline.com/admin/wallpaintdubai.ae">Dubai wall painting</a> services offer an effective way to refresh and enhance residential and commercial properties. With professional painters, quality materials, and modern techniques, you can achieve beautiful, durable, and long-lasting results. Investing in professional wall painting is a smart choice for improving the appearance, comfort, and value of your property.</span></p>]]> </content:encoded>
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<item>
<title>Cosmetic Dentist in North York: Transform Your Smile Before the Opportunity Passes You By</title>
<link>https://news.bangboxonline.com/cosmetic-dentist-in-north-york-transform-your-smile-before-the-opportunity-passes-you-by</link>
<guid>https://news.bangboxonline.com/cosmetic-dentist-in-north-york-transform-your-smile-before-the-opportunity-passes-you-by</guid>
<description><![CDATA[ Improve your smile with a trusted cosmetic dentist in North York. Dandon Dental offers veneers, teeth whitening, bonding, and complete smile makeover treatments to suit your needs. Book your consultation today. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33d10423ae9.jpg" length="65137" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 16:05:49 +0500</pubDate>
<dc:creator>dandondental</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">A stunning smile can change everything. It can boost confidence, create unforgettable first impressions, and help you feel your absolute best in every personal and professional interaction. If you have been hiding your teeth due to discoloration, chips, gaps, or other imperfections, now is the perfect time to take action. Choosing a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://dandondental.ca/cosmetic-dentistry-north-york/"><b>cosmetic dentist in north york</b></a></span></strong> could be the life-changing decision that transforms not only your smile but also your confidence and quality of life.<o:p></o:p></p>
<p class="MsoNormal">Modern cosmetic dentistry has evolved dramatically, making beautiful smiles more achievable, comfortable, and affordable than ever before. Waiting only allows dental concerns to worsen, potentially requiring more extensive treatment in the future.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Advanced Dental Care Designed Around You<o:p></o:p></b></p>
<p class="MsoNormal">Today's dental treatments deliver remarkable results with precision and efficiency. From teeth whitening and veneers to complete smile makeovers, advanced techniques can address multiple concerns while maintaining a natural appearance.<o:p></o:p></p>
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<p class="MsoNormal"><b>Why Delaying Treatment Could Cost You More<o:p></o:p></b></p>
<p class="MsoNormal">Many people postpone cosmetic dental procedures because they believe the issue is purely aesthetic. However, minor imperfections can sometimes lead to larger complications when left untreated. Cracked teeth, worn enamel, and alignment issues may progress over time, resulting in discomfort and more complex dental needs.<o:p></o:p></p>
<p class="MsoNormal">Seeking treatment early allows dental professionals to address concerns before they become significant problems. Investing in your smile today can help prevent unnecessary expenses and lengthy procedures tomorrow. This sense of urgency makes it essential to schedule a consultation before existing issues have the opportunity to worsen.<o:p></o:p></p>
<p class="MsoNormal"><b>Comprehensive Solutions for Healthier, More Attractive Teeth<o:p></o:p></b></p>
<p class="MsoNormal">Cosmetic dentistry goes beyond appearance. Many procedures also improve oral health, functionality, and long-term comfort. Treatments can strengthen damaged teeth, improve bite alignment, and support better oral hygiene habits.<o:p></o:p></p>
<p class="MsoNormal">Patients searching for a trusted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">cosmetic dentist in north york</span></strong> often discover that cosmetic improvements contribute to healthier teeth and gums as well. Enhanced dental function means easier chewing, improved speech, and greater confidence during everyday activities.<o:p></o:p></p>
<p class="MsoNormal">This combination of aesthetic and functional benefits makes cosmetic dentistry one of the most rewarding investments a person can make in their overall well-being.<o:p></o:p></p>
<p class="MsoNormal"><b>Restore Comfort and Protect Your Natural Teeth<o:p></o:p></b></p>
<p class="MsoNormal">Dental discomfort should never be ignored. Persistent sensitivity or tooth pain may indicate deeper issues that require immediate attention. Professional intervention can prevent infections from spreading and preserve the integrity of natural teeth.<o:p></o:p></p>
<p class="MsoNormal">One highly effective treatment option is <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">root canal therapy north york</span></strong>, which helps eliminate infection while saving the affected tooth. Rather than extracting the tooth, this procedure allows patients to maintain their natural smile and avoid more invasive restorative treatments.<o:p></o:p></p>
<p class="MsoNormal">Prompt treatment can significantly improve comfort while protecting long-term oral health.<o:p></o:p></p>
<p class="MsoNormal"><b>Discover the Confidence That Comes with a Beautiful Smile<o:p></o:p></b></p>
<p class="MsoNormal">Imagine walking into every room with complete confidence. Picture smiling freely in photographs, social gatherings, and professional meetings without hesitation. These are the everyday benefits that many patients experience after cosmetic dental treatment.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://dandondental.ca/">Dandon Dental</a></b> understands the emotional impact of a confident smile. By combining advanced technology with patient-focused care, the clinic helps individuals achieve remarkable transformations that positively influence multiple aspects of life.<o:p></o:p></p>
<p class="MsoNormal">The sooner treatment begins, the sooner patients can start enjoying these life-enhancing advantages.<o:p></o:p></p>
<p class="MsoNormal"><b>State-of-the-Art Techniques Deliver Exceptional Results<o:p></o:p></b></p>
<p class="MsoNormal">Modern cosmetic dentistry offers incredible precision and predictability. Advanced imaging systems, digital treatment planning, and innovative materials ensure outcomes that are both durable and aesthetically pleasing.<o:p></o:p></p>
<p class="MsoNormal">Whether addressing minor imperfections or pursuing a complete smile makeover, patients benefit from procedures designed to maximize comfort and efficiency. These advancements have made achieving dream smiles faster and more accessible than ever before.<o:p></o:p></p>
<p class="MsoNormal">For individuals considering a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">cosmetic dentist in north york</span></strong>, there has never been a better time to explore the possibilities available through modern dental care.<o:p></o:p></p>
<p class="MsoNormal"><b>Protect Your Oral Health Before Problems Escalate<o:p></o:p></b></p>
<p class="MsoNormal">Ignoring dental symptoms can lead to serious consequences. Infections, decay, and structural damage rarely resolve on their own. Early diagnosis and treatment remain essential for preserving healthy teeth and preventing costly complications.<o:p></o:p></p>
<p class="MsoNormal">When infection reaches the inner portion of a tooth, <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://dandondental.ca/root-canal-therapy-north-york/"><b>root canal therapy north york</b></a></span></strong> can provide a highly effective solution. Timely intervention helps prevent further damage while restoring comfort and function. Patients who act quickly often enjoy smoother treatment experiences and better long-term outcomes.<o:p></o:p></p>
<p class="MsoNormal">The key is addressing concerns before they become emergencies.<o:p></o:p></p>
<p class="MsoNormal"><b>Choose a Team Dedicated to Outstanding Patient Care<o:p></o:p></b></p>
<p class="MsoNormal">Selecting the right dental provider plays a critical role in achieving excellent results. Patients deserve a team that prioritizes comfort, communication, and personalized attention throughout every stage of treatment.<o:p></o:p></p>
<p class="MsoNormal">Dandon Dental has built a reputation for delivering exceptional care while helping patients feel informed and confident about their dental decisions. From the initial consultation through treatment completion, every step is focused on creating a positive and rewarding experience.<o:p></o:p></p>
<p class="MsoNormal">This commitment to excellence helps patients achieve beautiful, lasting results that support both confidence and oral health.<b><o:p></o:p></b></p>
<p class="MsoNormal"><b>Take Action Today and Transform Your Future Smile<o:p></o:p></b></p>
<p class="MsoNormal">The opportunity to achieve a healthier, brighter, and more confident smile is available right now. Delaying treatment only postpones the benefits and may allow existing concerns to become more complicated.<o:p></o:p></p>
<p class="MsoNormal">Whether you are exploring cosmetic enhancements or require <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">root canal therapy north york</span></strong>, acting sooner can make a significant difference in your results and overall dental health. A professional consultation can provide the clarity and direction needed to begin your smile transformation journey.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://dandondental.ca/cosmetic-dentistry-north-york/">cosmetic dentist in north york</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://dandondental.ca/cosmetic-dentistry-north-york/">cosmetic dentist north york</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://dandondental.ca/root-canal-therapy-north-york/">root canal treatment north York</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>Cetirizine Dihydrochloride Price Index Q1 2026: Chart, News, Trend and Forecast | ChemAnalyst</title>
<link>https://news.bangboxonline.com/cetirizine-dihydrochloride-price-71850</link>
<guid>https://news.bangboxonline.com/cetirizine-dihydrochloride-price-71850</guid>
<description><![CDATA[ The global Cetirizine Dihydrochloride prices recorded a notable increase during the first quarter of 2026 ]]></description>
<enclosure url="" length="65137" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 16:05:02 +0500</pubDate>
<dc:creator>ChemAnalyst</dc:creator>
<media:keywords>Cetirizine Dihydrochloride Price</media:keywords>
<content:encoded><![CDATA[<div class="separator" style="text-align: justify;">
<p>According to <strong>ChemAnalyst</strong>,  The global <a class="NHGQKXhVUKjoYaFexwBeaJMQQOXyEeZs " href="https://www.chemanalyst.com/Pricing-data/cetirizine-dihydrochloride-1695" target="_self" data-test-app-aware-link="" tabindex="0"><strong>Cetirizine Dihydrochloride prices</strong></a> recorded a notable increase during the first quarter of 2026, supported by tightening supply conditions, firm pharmaceutical demand, and rising export quotations across key producing and consuming regions. Cetirizine Dihydrochloride, a widely used antihistamine active pharmaceutical ingredient (API), remains essential in the production of allergy-relief medications and formulations used worldwide. As healthcare demand remained stable and inventories were replenished across major markets, prices moved upward in Asia-Pacific, Europe, and North America.</p>
<div class="separator" style="text-align: justify;">
<p id="ember498" class="ember-view reader-text-block__paragraph">Market participants closely monitored changes in export availability, regional supply chains, and pharmaceutical manufacturing activity throughout the quarter. Limited allocations from certain exporting regions and sustained procurement activity contributed to the positive pricing environment observed globally.</p>
<p id="ember499" class="ember-view reader-text-block__paragraph"><strong>Global Cetirizine Dihydrochloride Market Overview</strong></p>
<p id="ember500" class="ember-view reader-text-block__paragraph">Cetirizine Dihydrochloride is a second-generation antihistamine widely utilized in pharmaceutical formulations for treating allergic rhinitis, urticaria, and other allergy-related conditions. The product's demand is heavily linked to pharmaceutical manufacturing output, healthcare spending, seasonal allergy prevalence, and regulatory approvals for generic medicines.</p>
<p id="ember501" class="ember-view reader-text-block__paragraph">During Q1 2026, global pharmaceutical production remained stable, encouraging steady consumption of key APIs. Manufacturers across several regions increased procurement activity to maintain inventory levels and support future production schedules. This steady demand, combined with constrained supply in some export channels, supported price increases across major markets.</p>
<p id="ember502" class="ember-view reader-text-block__paragraph"><strong>Cetirizine Dihydrochloride Prices in APAC</strong></p>
<p id="ember503" class="ember-view reader-text-block__paragraph"><strong>China Market Analysis</strong></p>
<p id="ember504" class="ember-view reader-text-block__paragraph">China remained one of the most influential suppliers in the global Cetirizine Dihydrochloride market during the first quarter of 2026. The country experienced a moderate but noticeable rise in prices as tighter export allocations and sustained international demand supported market sentiment.</p>
<p id="ember505" class="ember-view reader-text-block__paragraph">In China, the <strong>Cetirizine Dihydrochloride Price Index increased by 4.30% quarter-over-quarter</strong> during Q1 2026. The average quarterly price reached approximately <strong>USD 194,176.00 per metric ton</strong>.</p>
<p id="ember506" class="ember-view reader-text-block__paragraph">The primary factor behind this increase was the tightening of allocations to European buyers. Export-oriented manufacturers maintained disciplined supply management, which reduced spot market availability and created upward pressure on pricing. At the same time, pharmaceutical producers continued replenishing inventories following year-end procurement cycles.</p>
<p id="ember507" class="ember-view reader-text-block__paragraph">Stable manufacturing activity across China's pharmaceutical sector also supported market fundamentals. Producers maintained healthy operating rates while balancing domestic demand and export commitments. Buyers showed consistent purchasing behavior throughout the quarter, preventing any significant downward price corrections.</p>
<p id="ember508" class="ember-view reader-text-block__paragraph">Logistics conditions remained relatively stable compared to previous years, allowing suppliers to fulfill contractual obligations efficiently. However, limited spot availability and ongoing restocking activities contributed to stronger pricing momentum.</p>
<p id="ember509" class="ember-view reader-text-block__paragraph"><strong>Book A Demo for Cetirizine Dihydrochloride Price: </strong><a class="NHGQKXhVUKjoYaFexwBeaJMQQOXyEeZs " href="https://www.chemanalyst.com/Pricing-data/cetirizine-dihydrochloride-1695" target="_self" data-test-app-aware-link="" tabindex="0"><strong>https://www.chemanalyst.com/Pricing-data/cetirizine-dihydrochloride-1695</strong></a></p>
<p id="ember510" class="ember-view reader-text-block__paragraph"><strong>Key Factors Influencing APAC Prices</strong></p>
<ul>
<li>Tight European import allocations from Chinese suppliers.</li>
<li>Stable pharmaceutical manufacturing demand.</li>
<li>Consistent export orders from global buyers.</li>
<li>Ongoing inventory replenishment activities.</li>
<li>Balanced domestic and international consumption patterns.</li>
</ul>
<p id="ember512" class="ember-view reader-text-block__paragraph">As a result, the APAC market ended the quarter on a firm note with positive expectations for subsequent quarters.</p>
<p id="ember513" class="ember-view reader-text-block__paragraph"><strong>Cetirizine Dihydrochloride Prices in Europe</strong></p>
<p id="ember514" class="ember-view reader-text-block__paragraph"><strong>Germany Market Analysis</strong></p>
<p id="ember515" class="ember-view reader-text-block__paragraph">The European Cetirizine Dihydrochloride market recorded steady gains during Q1 2026, driven by firm import costs, healthy pharmaceutical demand, and stronger export offers from suppliers.</p>
<p id="ember516" class="ember-view reader-text-block__paragraph">In Germany, the <strong>Cetirizine Dihydrochloride Price Index rose by 4.78% quarter-over-quarter</strong>. The average quarterly price stood at approximately <strong>USD 195,922.67 per metric ton</strong>.</p>
<p id="ember517" class="ember-view reader-text-block__paragraph">German pharmaceutical manufacturers maintained stable production schedules throughout the quarter, ensuring continuous demand for antihistamine APIs. The country witnessed healthy procurement activity from drug manufacturers producing seasonal allergy medications and generic pharmaceutical products.</p>
<p id="ember518" class="ember-view reader-text-block__paragraph">One of the key drivers supporting price growth was the increase in export offers from major supplying countries. Suppliers adopted firmer pricing strategies due to tightening availability and higher replacement costs. Consequently, buyers accepted elevated quotations to secure uninterrupted supply.</p>
<p id="ember519" class="ember-view reader-text-block__paragraph">European inventory management also played a significant role. Several market participants increased procurement volumes to maintain adequate stock levels amid concerns about future supply constraints. This cautious buying behavior contributed to the sustained upward trend observed throughout the quarter.</p>
<p id="ember520" class="ember-view reader-text-block__paragraph">Despite broader economic uncertainties across Europe, pharmaceutical demand remained resilient due to the essential nature of healthcare products. This stability helped support market confidence and pricing strength.</p>
<p id="ember521" class="ember-view reader-text-block__paragraph"><strong>Major Drivers of European Price Growth</strong></p>
<ul>
<li>Firmer export quotations from international suppliers.</li>
<li>Stable pharmaceutical manufacturing activity.</li>
<li>Seasonal demand for allergy medications.</li>
<li>Inventory replenishment by distributors and manufacturers.</li>
<li>Limited spot market availability.</li>
</ul>
<p id="ember523" class="ember-view reader-text-block__paragraph">The German market closed the quarter with positive momentum, reflecting balanced supply-demand conditions and continued confidence among buyers.</p>
<p id="ember524" class="ember-view reader-text-block__paragraph"><strong>Cetirizine Dihydrochloride Prices in North America</strong></p>
<p id="ember525" class="ember-view reader-text-block__paragraph"><strong>United States Market Analysis</strong></p>
<p id="ember526" class="ember-view reader-text-block__paragraph">The North American Cetirizine Dihydrochloride market experienced a similar upward trajectory during Q1 2026. Strong pharmaceutical consumption and slightly tightened export availability supported market fundamentals throughout the quarter.</p>
<p id="ember527" class="ember-view reader-text-block__paragraph">In the United States, the <strong>Cetirizine Dihydrochloride Price Index increased by 4.83% quarter-over-quarter</strong>, the highest increase among the major regions analyzed. The average quarterly price reached approximately <strong>USD 195,643.67 per metric ton on a CFR Houston basis</strong>.</p>
<p id="ember528" class="ember-view reader-text-block__paragraph">Pharmaceutical manufacturers maintained consistent production rates during the quarter as demand for allergy treatment products remained stable. Procurement teams continued securing inventories to avoid potential supply shortages and mitigate risks associated with fluctuating international markets.</p>
<p id="ember529" class="ember-view reader-text-block__paragraph">Slightly constrained export availability from key producing regions also contributed to higher import costs. As imported material constitutes a significant share of API supply chains, increased procurement expenses translated directly into stronger domestic pricing.</p>
<p id="ember530" class="ember-view reader-text-block__paragraph">The U.S. market additionally benefited from stable healthcare spending and consistent demand across both prescription and over-the-counter allergy medication segments. Buyers displayed a willingness to absorb moderate price increases to ensure continuity of supply.</p>
<p id="ember531" class="ember-view reader-text-block__paragraph"><strong>Get Real Time Online for Cetirizine Dihydrochloride prices: </strong><a class="NHGQKXhVUKjoYaFexwBeaJMQQOXyEeZs " href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cetirizine%20Dihydrochloride" target="_self" data-test-app-aware-link="" tabindex="0"><strong>https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cetirizine%20Dihydrochloride</strong></a></p>
<p id="ember532" class="ember-view reader-text-block__paragraph"><strong>Factors Supporting U.S. Price Increases</strong></p>
<ul>
<li>Tightened export availability from overseas suppliers.</li>
<li>Stable pharmaceutical manufacturing demand.</li>
<li>Continued inventory rebuilding activities.</li>
<li>Firm import pricing.</li>
<li>Strong healthcare sector consumption.</li>
</ul>
<p id="ember534" class="ember-view reader-text-block__paragraph">Overall, the North American market maintained a healthy balance between supply and demand, resulting in sustained price appreciation during Q1 2026.</p>
<p id="ember535" class="ember-view reader-text-block__paragraph"><strong>Comparative Regional Price Analysis</strong></p>
<p id="ember536" class="ember-view reader-text-block__paragraph">A comparison of regional pricing trends reveals broadly similar market dynamics across APAC, Europe, and North America.</p>
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        "><img id="ember537" class="ivm-view-attr__img--centered  reader-image-block__img evi-image lazy-image ember-view" src="https://media.licdn.com/dms/image/v2/D5612AQGKjLeaz28Q-A/article-inline_image-shrink_1500_2232/B56Z7aWdbNJ0AQ-/0/1781779781577?e=1783555200&amp;v=beta&amp;t=S3xQ66M_jahdT2YN5WIWbbqE2o6ibs2jHOPqct9egJw" alt="Article content"></div>
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<p id="ember538" class="ember-view reader-text-block__paragraph">Among the three regions, the United States recorded the strongest quarterly increase, followed closely by Germany and China. The relatively narrow pricing spread highlights the interconnected nature of global pharmaceutical supply chains and the influence of international trade flows on API pricing.</p>
<p id="ember539" class="ember-view reader-text-block__paragraph"><strong>Supply Chain and Production Cost Trends</strong></p>
<p id="ember540" class="ember-view reader-text-block__paragraph">Production costs remained an important factor shaping the Cetirizine Dihydrochloride market during Q1 2026. Manufacturers faced continued pressure from chemical intermediate costs, energy expenses, labor costs, and compliance-related expenditures.</p>
<p id="ember541" class="ember-view reader-text-block__paragraph">Although production rates remained largely stable, suppliers continued implementing disciplined output strategies to preserve margins and maintain pricing stability. Rising operational expenses encouraged producers to pass a portion of cost increases to downstream buyers.</p>
<p id="ember542" class="ember-view reader-text-block__paragraph">Supply chain conditions were generally stable compared with previous years, though buyers remained cautious regarding international sourcing risks and potential logistical disruptions. This caution encouraged additional inventory building and supported demand throughout the quarter.</p>
<p id="ember543" class="ember-view reader-text-block__paragraph"><strong>Demand Outlook for Cetirizine Dihydrochloride</strong></p>
<p id="ember544" class="ember-view reader-text-block__paragraph">Demand for Cetirizine Dihydrochloride is expected to remain healthy due to its widespread use in allergy treatment formulations. Several factors continue to support long-term consumption growth:</p>
<p id="ember545" class="ember-view reader-text-block__paragraph"><strong>Expanding Healthcare Expenditure</strong></p>
<p id="ember546" class="ember-view reader-text-block__paragraph">Governments and private healthcare providers continue investing in pharmaceutical access and production capabilities, supporting demand for essential APIs.</p>
<p id="ember547" class="ember-view reader-text-block__paragraph"><strong>Rising Allergy Cases</strong></p>
<p id="ember548" class="ember-view reader-text-block__paragraph">Increasing prevalence of allergic conditions worldwide is driving sustained consumption of antihistamine medications, including products containing Cetirizine Dihydrochloride.</p>
<p id="ember549" class="ember-view reader-text-block__paragraph"><strong>Growth of Generic Pharmaceuticals</strong></p>
<p id="ember550" class="ember-view reader-text-block__paragraph">The ongoing expansion of generic drug manufacturing creates additional opportunities for API suppliers and strengthens long-term market demand.</p>
<p id="ember551" class="ember-view reader-text-block__paragraph"><strong>Pharmaceutical Manufacturing Expansion</strong></p>
<p id="ember552" class="ember-view reader-text-block__paragraph">Growing production capacities across Asia, Europe, and North America are expected to support future procurement activity and API consumption.</p>
<p id="ember553" class="ember-view reader-text-block__paragraph"><strong>Cetirizine Dihydrochloride Price Forecast</strong></p>
<p id="ember554" class="ember-view reader-text-block__paragraph">Looking ahead, the <strong>Cetirizine Dihydrochloride price forecast</strong> remains moderately bullish. Market participants anticipate continued support from stable pharmaceutical demand, ongoing inventory management activities, and disciplined supply conditions.</p>
<p id="ember555" class="ember-view reader-text-block__paragraph">However, future pricing movements will depend on several factors, including:</p>
<ul>
<li>Availability of pharmaceutical intermediates.</li>
<li>Export policies among major producing nations.</li>
<li>Global healthcare demand trends.</li>
<li>Pharmaceutical manufacturing growth.</li>
<li>Freight and logistics costs.</li>
<li>Regulatory developments affecting API trade.</li>
</ul>
<p id="ember557" class="ember-view reader-text-block__paragraph">If supply remains controlled while healthcare demand continues expanding, prices may maintain their upward trajectory in the coming quarters. Conversely, any significant increase in production capacity or easing of supply constraints could moderate future gains.</p>
<p id="ember558" class="ember-view reader-text-block__paragraph"><strong>Conclusion</strong></p>
<p id="ember559" class="ember-view reader-text-block__paragraph">The global <strong>Cetirizine Dihydrochloride prices</strong> market demonstrated firm growth during the quarter ending March 2026. China recorded a 4.30% increase, Germany registered a 4.78% rise, and the United States posted a 4.83% gain, reflecting healthy pharmaceutical demand and tightening supply conditions.</p>
<p id="ember560" class="ember-view reader-text-block__paragraph">Average quarterly prices reached USD 194,176.00/MT in China, USD 195,922.67/MT in Germany, and USD 195,643.67/MT in the United States. Inventory replenishment, stable healthcare demand, firmer export offers, and limited spot availability were among the key factors supporting the market.</p>
<p id="ember561" class="ember-view reader-text-block__paragraph">As global pharmaceutical production continues to expand and allergy medication demand remains robust, the Cetirizine Dihydrochloride market is expected to remain fundamentally strong, with market participants closely monitoring supply conditions and procurement trends throughout 2026.</p>
<p> </p>
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<title>Cetirizine Dihydrochloride Price Index Q1 2026: Chart, News, Trend and Forecast | ChemAnalyst</title>
<link>https://news.bangboxonline.com/cetirizine-dihydrochloride-price</link>
<guid>https://news.bangboxonline.com/cetirizine-dihydrochloride-price</guid>
<description><![CDATA[ The global Cetirizine Dihydrochloride prices recorded a notable increase during the first quarter of 2026 ]]></description>
<enclosure url="" length="65137" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 16:05:00 +0500</pubDate>
<dc:creator>ChemAnalyst</dc:creator>
<media:keywords>Cetirizine Dihydrochloride Price</media:keywords>
<content:encoded><![CDATA[<div class="separator" style="text-align: justify;">
<p>According to <strong>ChemAnalyst</strong>,  The global <a class="NHGQKXhVUKjoYaFexwBeaJMQQOXyEeZs " href="https://www.chemanalyst.com/Pricing-data/cetirizine-dihydrochloride-1695" target="_self" data-test-app-aware-link="" tabindex="0"><strong>Cetirizine Dihydrochloride prices</strong></a> recorded a notable increase during the first quarter of 2026, supported by tightening supply conditions, firm pharmaceutical demand, and rising export quotations across key producing and consuming regions. Cetirizine Dihydrochloride, a widely used antihistamine active pharmaceutical ingredient (API), remains essential in the production of allergy-relief medications and formulations used worldwide. As healthcare demand remained stable and inventories were replenished across major markets, prices moved upward in Asia-Pacific, Europe, and North America.</p>
<div class="separator" style="text-align: justify;">
<p id="ember498" class="ember-view reader-text-block__paragraph">Market participants closely monitored changes in export availability, regional supply chains, and pharmaceutical manufacturing activity throughout the quarter. Limited allocations from certain exporting regions and sustained procurement activity contributed to the positive pricing environment observed globally.</p>
<p id="ember499" class="ember-view reader-text-block__paragraph"><strong>Global Cetirizine Dihydrochloride Market Overview</strong></p>
<p id="ember500" class="ember-view reader-text-block__paragraph">Cetirizine Dihydrochloride is a second-generation antihistamine widely utilized in pharmaceutical formulations for treating allergic rhinitis, urticaria, and other allergy-related conditions. The product's demand is heavily linked to pharmaceutical manufacturing output, healthcare spending, seasonal allergy prevalence, and regulatory approvals for generic medicines.</p>
<p id="ember501" class="ember-view reader-text-block__paragraph">During Q1 2026, global pharmaceutical production remained stable, encouraging steady consumption of key APIs. Manufacturers across several regions increased procurement activity to maintain inventory levels and support future production schedules. This steady demand, combined with constrained supply in some export channels, supported price increases across major markets.</p>
<p id="ember502" class="ember-view reader-text-block__paragraph"><strong>Cetirizine Dihydrochloride Prices in APAC</strong></p>
<p id="ember503" class="ember-view reader-text-block__paragraph"><strong>China Market Analysis</strong></p>
<p id="ember504" class="ember-view reader-text-block__paragraph">China remained one of the most influential suppliers in the global Cetirizine Dihydrochloride market during the first quarter of 2026. The country experienced a moderate but noticeable rise in prices as tighter export allocations and sustained international demand supported market sentiment.</p>
<p id="ember505" class="ember-view reader-text-block__paragraph">In China, the <strong>Cetirizine Dihydrochloride Price Index increased by 4.30% quarter-over-quarter</strong> during Q1 2026. The average quarterly price reached approximately <strong>USD 194,176.00 per metric ton</strong>.</p>
<p id="ember506" class="ember-view reader-text-block__paragraph">The primary factor behind this increase was the tightening of allocations to European buyers. Export-oriented manufacturers maintained disciplined supply management, which reduced spot market availability and created upward pressure on pricing. At the same time, pharmaceutical producers continued replenishing inventories following year-end procurement cycles.</p>
<p id="ember507" class="ember-view reader-text-block__paragraph">Stable manufacturing activity across China's pharmaceutical sector also supported market fundamentals. Producers maintained healthy operating rates while balancing domestic demand and export commitments. Buyers showed consistent purchasing behavior throughout the quarter, preventing any significant downward price corrections.</p>
<p id="ember508" class="ember-view reader-text-block__paragraph">Logistics conditions remained relatively stable compared to previous years, allowing suppliers to fulfill contractual obligations efficiently. However, limited spot availability and ongoing restocking activities contributed to stronger pricing momentum.</p>
<p id="ember509" class="ember-view reader-text-block__paragraph"><strong>Book A Demo for Cetirizine Dihydrochloride Price: </strong><a class="NHGQKXhVUKjoYaFexwBeaJMQQOXyEeZs " href="https://www.chemanalyst.com/Pricing-data/cetirizine-dihydrochloride-1695" target="_self" data-test-app-aware-link="" tabindex="0"><strong>https://www.chemanalyst.com/Pricing-data/cetirizine-dihydrochloride-1695</strong></a></p>
<p id="ember510" class="ember-view reader-text-block__paragraph"><strong>Key Factors Influencing APAC Prices</strong></p>
<ul>
<li>Tight European import allocations from Chinese suppliers.</li>
<li>Stable pharmaceutical manufacturing demand.</li>
<li>Consistent export orders from global buyers.</li>
<li>Ongoing inventory replenishment activities.</li>
<li>Balanced domestic and international consumption patterns.</li>
</ul>
<p id="ember512" class="ember-view reader-text-block__paragraph">As a result, the APAC market ended the quarter on a firm note with positive expectations for subsequent quarters.</p>
<p id="ember513" class="ember-view reader-text-block__paragraph"><strong>Cetirizine Dihydrochloride Prices in Europe</strong></p>
<p id="ember514" class="ember-view reader-text-block__paragraph"><strong>Germany Market Analysis</strong></p>
<p id="ember515" class="ember-view reader-text-block__paragraph">The European Cetirizine Dihydrochloride market recorded steady gains during Q1 2026, driven by firm import costs, healthy pharmaceutical demand, and stronger export offers from suppliers.</p>
<p id="ember516" class="ember-view reader-text-block__paragraph">In Germany, the <strong>Cetirizine Dihydrochloride Price Index rose by 4.78% quarter-over-quarter</strong>. The average quarterly price stood at approximately <strong>USD 195,922.67 per metric ton</strong>.</p>
<p id="ember517" class="ember-view reader-text-block__paragraph">German pharmaceutical manufacturers maintained stable production schedules throughout the quarter, ensuring continuous demand for antihistamine APIs. The country witnessed healthy procurement activity from drug manufacturers producing seasonal allergy medications and generic pharmaceutical products.</p>
<p id="ember518" class="ember-view reader-text-block__paragraph">One of the key drivers supporting price growth was the increase in export offers from major supplying countries. Suppliers adopted firmer pricing strategies due to tightening availability and higher replacement costs. Consequently, buyers accepted elevated quotations to secure uninterrupted supply.</p>
<p id="ember519" class="ember-view reader-text-block__paragraph">European inventory management also played a significant role. Several market participants increased procurement volumes to maintain adequate stock levels amid concerns about future supply constraints. This cautious buying behavior contributed to the sustained upward trend observed throughout the quarter.</p>
<p id="ember520" class="ember-view reader-text-block__paragraph">Despite broader economic uncertainties across Europe, pharmaceutical demand remained resilient due to the essential nature of healthcare products. This stability helped support market confidence and pricing strength.</p>
<p id="ember521" class="ember-view reader-text-block__paragraph"><strong>Major Drivers of European Price Growth</strong></p>
<ul>
<li>Firmer export quotations from international suppliers.</li>
<li>Stable pharmaceutical manufacturing activity.</li>
<li>Seasonal demand for allergy medications.</li>
<li>Inventory replenishment by distributors and manufacturers.</li>
<li>Limited spot market availability.</li>
</ul>
<p id="ember523" class="ember-view reader-text-block__paragraph">The German market closed the quarter with positive momentum, reflecting balanced supply-demand conditions and continued confidence among buyers.</p>
<p id="ember524" class="ember-view reader-text-block__paragraph"><strong>Cetirizine Dihydrochloride Prices in North America</strong></p>
<p id="ember525" class="ember-view reader-text-block__paragraph"><strong>United States Market Analysis</strong></p>
<p id="ember526" class="ember-view reader-text-block__paragraph">The North American Cetirizine Dihydrochloride market experienced a similar upward trajectory during Q1 2026. Strong pharmaceutical consumption and slightly tightened export availability supported market fundamentals throughout the quarter.</p>
<p id="ember527" class="ember-view reader-text-block__paragraph">In the United States, the <strong>Cetirizine Dihydrochloride Price Index increased by 4.83% quarter-over-quarter</strong>, the highest increase among the major regions analyzed. The average quarterly price reached approximately <strong>USD 195,643.67 per metric ton on a CFR Houston basis</strong>.</p>
<p id="ember528" class="ember-view reader-text-block__paragraph">Pharmaceutical manufacturers maintained consistent production rates during the quarter as demand for allergy treatment products remained stable. Procurement teams continued securing inventories to avoid potential supply shortages and mitigate risks associated with fluctuating international markets.</p>
<p id="ember529" class="ember-view reader-text-block__paragraph">Slightly constrained export availability from key producing regions also contributed to higher import costs. As imported material constitutes a significant share of API supply chains, increased procurement expenses translated directly into stronger domestic pricing.</p>
<p id="ember530" class="ember-view reader-text-block__paragraph">The U.S. market additionally benefited from stable healthcare spending and consistent demand across both prescription and over-the-counter allergy medication segments. Buyers displayed a willingness to absorb moderate price increases to ensure continuity of supply.</p>
<p id="ember531" class="ember-view reader-text-block__paragraph"><strong>Get Real Time Online for Cetirizine Dihydrochloride prices: </strong><a class="NHGQKXhVUKjoYaFexwBeaJMQQOXyEeZs " href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cetirizine%20Dihydrochloride" target="_self" data-test-app-aware-link="" tabindex="0"><strong>https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cetirizine%20Dihydrochloride</strong></a></p>
<p id="ember532" class="ember-view reader-text-block__paragraph"><strong>Factors Supporting U.S. Price Increases</strong></p>
<ul>
<li>Tightened export availability from overseas suppliers.</li>
<li>Stable pharmaceutical manufacturing demand.</li>
<li>Continued inventory rebuilding activities.</li>
<li>Firm import pricing.</li>
<li>Strong healthcare sector consumption.</li>
</ul>
<p id="ember534" class="ember-view reader-text-block__paragraph">Overall, the North American market maintained a healthy balance between supply and demand, resulting in sustained price appreciation during Q1 2026.</p>
<p id="ember535" class="ember-view reader-text-block__paragraph"><strong>Comparative Regional Price Analysis</strong></p>
<p id="ember536" class="ember-view reader-text-block__paragraph">A comparison of regional pricing trends reveals broadly similar market dynamics across APAC, Europe, and North America.</p>
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        "><img id="ember537" class="ivm-view-attr__img--centered  reader-image-block__img evi-image lazy-image ember-view" src="https://media.licdn.com/dms/image/v2/D5612AQGKjLeaz28Q-A/article-inline_image-shrink_1500_2232/B56Z7aWdbNJ0AQ-/0/1781779781577?e=1783555200&amp;v=beta&amp;t=S3xQ66M_jahdT2YN5WIWbbqE2o6ibs2jHOPqct9egJw" alt="Article content"></div>
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<p id="ember538" class="ember-view reader-text-block__paragraph">Among the three regions, the United States recorded the strongest quarterly increase, followed closely by Germany and China. The relatively narrow pricing spread highlights the interconnected nature of global pharmaceutical supply chains and the influence of international trade flows on API pricing.</p>
<p id="ember539" class="ember-view reader-text-block__paragraph"><strong>Supply Chain and Production Cost Trends</strong></p>
<p id="ember540" class="ember-view reader-text-block__paragraph">Production costs remained an important factor shaping the Cetirizine Dihydrochloride market during Q1 2026. Manufacturers faced continued pressure from chemical intermediate costs, energy expenses, labor costs, and compliance-related expenditures.</p>
<p id="ember541" class="ember-view reader-text-block__paragraph">Although production rates remained largely stable, suppliers continued implementing disciplined output strategies to preserve margins and maintain pricing stability. Rising operational expenses encouraged producers to pass a portion of cost increases to downstream buyers.</p>
<p id="ember542" class="ember-view reader-text-block__paragraph">Supply chain conditions were generally stable compared with previous years, though buyers remained cautious regarding international sourcing risks and potential logistical disruptions. This caution encouraged additional inventory building and supported demand throughout the quarter.</p>
<p id="ember543" class="ember-view reader-text-block__paragraph"><strong>Demand Outlook for Cetirizine Dihydrochloride</strong></p>
<p id="ember544" class="ember-view reader-text-block__paragraph">Demand for Cetirizine Dihydrochloride is expected to remain healthy due to its widespread use in allergy treatment formulations. Several factors continue to support long-term consumption growth:</p>
<p id="ember545" class="ember-view reader-text-block__paragraph"><strong>Expanding Healthcare Expenditure</strong></p>
<p id="ember546" class="ember-view reader-text-block__paragraph">Governments and private healthcare providers continue investing in pharmaceutical access and production capabilities, supporting demand for essential APIs.</p>
<p id="ember547" class="ember-view reader-text-block__paragraph"><strong>Rising Allergy Cases</strong></p>
<p id="ember548" class="ember-view reader-text-block__paragraph">Increasing prevalence of allergic conditions worldwide is driving sustained consumption of antihistamine medications, including products containing Cetirizine Dihydrochloride.</p>
<p id="ember549" class="ember-view reader-text-block__paragraph"><strong>Growth of Generic Pharmaceuticals</strong></p>
<p id="ember550" class="ember-view reader-text-block__paragraph">The ongoing expansion of generic drug manufacturing creates additional opportunities for API suppliers and strengthens long-term market demand.</p>
<p id="ember551" class="ember-view reader-text-block__paragraph"><strong>Pharmaceutical Manufacturing Expansion</strong></p>
<p id="ember552" class="ember-view reader-text-block__paragraph">Growing production capacities across Asia, Europe, and North America are expected to support future procurement activity and API consumption.</p>
<p id="ember553" class="ember-view reader-text-block__paragraph"><strong>Cetirizine Dihydrochloride Price Forecast</strong></p>
<p id="ember554" class="ember-view reader-text-block__paragraph">Looking ahead, the <strong>Cetirizine Dihydrochloride price forecast</strong> remains moderately bullish. Market participants anticipate continued support from stable pharmaceutical demand, ongoing inventory management activities, and disciplined supply conditions.</p>
<p id="ember555" class="ember-view reader-text-block__paragraph">However, future pricing movements will depend on several factors, including:</p>
<ul>
<li>Availability of pharmaceutical intermediates.</li>
<li>Export policies among major producing nations.</li>
<li>Global healthcare demand trends.</li>
<li>Pharmaceutical manufacturing growth.</li>
<li>Freight and logistics costs.</li>
<li>Regulatory developments affecting API trade.</li>
</ul>
<p id="ember557" class="ember-view reader-text-block__paragraph">If supply remains controlled while healthcare demand continues expanding, prices may maintain their upward trajectory in the coming quarters. Conversely, any significant increase in production capacity or easing of supply constraints could moderate future gains.</p>
<p id="ember558" class="ember-view reader-text-block__paragraph"><strong>Conclusion</strong></p>
<p id="ember559" class="ember-view reader-text-block__paragraph">The global <strong>Cetirizine Dihydrochloride prices</strong> market demonstrated firm growth during the quarter ending March 2026. China recorded a 4.30% increase, Germany registered a 4.78% rise, and the United States posted a 4.83% gain, reflecting healthy pharmaceutical demand and tightening supply conditions.</p>
<p id="ember560" class="ember-view reader-text-block__paragraph">Average quarterly prices reached USD 194,176.00/MT in China, USD 195,922.67/MT in Germany, and USD 195,643.67/MT in the United States. Inventory replenishment, stable healthcare demand, firmer export offers, and limited spot availability were among the key factors supporting the market.</p>
<p id="ember561" class="ember-view reader-text-block__paragraph">As global pharmaceutical production continues to expand and allergy medication demand remains robust, the Cetirizine Dihydrochloride market is expected to remain fundamentally strong, with market participants closely monitoring supply conditions and procurement trends throughout 2026.</p>
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<title>How Custom Security Tape Can Strengthen Packaging Security and Brand Protection</title>
<link>https://news.bangboxonline.com/how-custom-security-tape-can-strengthen-packaging-security-and-brand-protection</link>
<guid>https://news.bangboxonline.com/how-custom-security-tape-can-strengthen-packaging-security-and-brand-protection</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33cbb792910.jpg" length="59265" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:43:13 +0500</pubDate>
<dc:creator>skdtapes</dc:creator>
<media:keywords>Custom Security Tape</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US">When it comes to protecting products during storage and transit, businesses often need more than a standard packaging solution. Security is a growing concern across many industries, particularly when valuable goods, confidential documents or sensitive materials are involved. This is where custom security tape can provide both practical protection and additional business benefits.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US">Unlike conventional packaging tape, <a href="https://skdtapes.com/product-category/tamper-evident-security-tapes/"><b style="mso-bidi-font-weight: normal;">custom security tape</b></a> is designed to offer visible evidence of tampering while also incorporating features that are specific to a company's requirements. This combination of security and customisation makes it an increasingly popular choice for organisations seeking greater control over their packaging processes.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="EN-US">More Than Just a Security Seal<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US">The primary function of custom security tape is to help identify unauthorised access. If someone attempts to remove or interfere with the tape, visible signs of tampering can be revealed. This helps businesses quickly recognise potential security issues before products reach customers or end users.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US">However, customisation adds another layer of value. Companies can incorporate branding, warning messages or specific security information directly onto the tape, creating a solution that is tailored to their operational needs.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="EN-US">Benefits of Using Custom Security Tape<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US">Businesses choose custom security tape for a variety of reasons, including:<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left: 54.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; mso-list: l1 level1 lfo2;"><!-- [if !supportLists]--><span lang="EN-US" style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span lang="EN-US">Enhanced protection against unauthorised access<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; mso-list: l1 level1 lfo2;"><!-- [if !supportLists]--><span lang="EN-US" style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span lang="EN-US">Clear visual evidence of tampering<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; mso-list: l1 level1 lfo2;"><!-- [if !supportLists]--><span lang="EN-US" style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span lang="EN-US">Improved product integrity throughout the supply chain<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; mso-list: l1 level1 lfo2;"><!-- [if !supportLists]--><span lang="EN-US" style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span lang="EN-US">Increased brand visibility on packaging<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; mso-list: l1 level1 lfo2;"><!-- [if !supportLists]--><span lang="EN-US" style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span lang="EN-US">Professional presentation of shipments and parcels<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left: 54.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; mso-list: l1 level1 lfo2;"><!-- [if !supportLists]--><span lang="EN-US" style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span lang="EN-US">Greater confidence for customers receiving products<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US">These advantages make custom security tape a practical investment for organisations that place a strong emphasis on security and quality.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="EN-US">Supporting Brand Recognition<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US">Packaging is often the first physical interaction a customer has with a business. Custom security tape can help reinforce brand identity by displaying company names, logos or messaging directly on cartons and packages.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US">This not only creates a more professional appearance but can also help distinguish genuine shipments from unauthorised or counterfeit packaging. As a result, businesses can strengthen both security and brand recognition at the same time.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="EN-US">Suitable for a Wide Range of Applications<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US">Custom security tape is used across numerous sectors where product protection is important. Common applications include:<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left: 54.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;"><!-- [if !supportLists]--><span lang="EN-US" style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span lang="EN-US">Logistics and distribution<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;"><!-- [if !supportLists]--><span lang="EN-US" style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span lang="EN-US">Manufacturing<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;"><!-- [if !supportLists]--><span lang="EN-US" style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span lang="EN-US">Retail and e-commerce<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;"><!-- [if !supportLists]--><span lang="EN-US" style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span lang="EN-US">Secure document handling<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;"><!-- [if !supportLists]--><span lang="EN-US" style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span lang="EN-US">Warehousing and storage<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left: 54.0pt; mso-add-space: auto; text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;"><!-- [if !supportLists]--><span lang="EN-US" style="font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><!--[endif]--><span lang="EN-US">High-value product transportation<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US">Its flexibility allows businesses to implement security measures without making significant changes to existing packaging processes.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><b><span lang="EN-US">Finding the Right Solution<o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US">Every organisation has different packaging requirements, which is why tailored security solutions can be particularly valuable. Factors such as package type, handling conditions and security objectives all play a role in selecting the most appropriate tape.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US">At SKD Tapes, businesses can access a range of tamper-evident and security tape solutions designed to support packaging integrity and product protection. With extensive experience in adhesive tape manufacturing and conversion, the company works closely with customers to provide products that meet specific application requirements.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-US">As supply chains continue to evolve, custom security tape remains an effective way to improve security, support brand visibility and provide greater confidence throughout the packaging and delivery process.<o:p></o:p></span></p>]]> </content:encoded>
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<title>Top Luxury Apartments in Rajajinagar Bangalore | Phoenix Kessaku</title>
<link>https://news.bangboxonline.com/top-luxury-apartments-in-rajajinagar-bangalore-phoenix-kessaku</link>
<guid>https://news.bangboxonline.com/top-luxury-apartments-in-rajajinagar-bangalore-phoenix-kessaku</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="59265" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:40:43 +0500</pubDate>
<dc:creator>Phoenix kessaku</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><spanopen sans",arial;font-weight:normal;font-style:normal;color:#37404e;"="" data-sheets-root="1">Find your dream luxury apartments in Rajaji Nagar Bangalore and explore sophisticated luxury apartments in Bangalore built for elevated lifestyles.Book now!</spanopen></p>
<p><a href="https://news.bangboxonline.com/top-luxury-apartments-in-rajajinagar-bangalore-phoenix-kessaku"><span data-sheets-root="1">https://www.kessaku.in/luxury-apartments-in-rajajinagar-bangalore/</span></a></p>]]> </content:encoded>
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<title>Top Current Affairs Magazine for Rajasthan Govt Exams 2026 | 12th Pass Jobs List</title>
<link>https://news.bangboxonline.com/top-current-affairs-magazine-for-rajasthan-govt-exams-2026-12th-pass-jobs-list</link>
<guid>https://news.bangboxonline.com/top-current-affairs-magazine-for-rajasthan-govt-exams-2026-12th-pass-jobs-list</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33c9df85564.jpg" length="160938" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:37:06 +0500</pubDate>
<dc:creator>gyapak</dc:creator>
<media:keywords>best current affairs magzine</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd">Preparing for Rajasthan Government Exams in 2026 requires a smart strategy, regular practice, and reliable study materials. Among all preparation resources, a best current affairs magzine plays a crucial role in helping candidates stay updated with national, international, and state-level events. Along with current affairs preparation, many aspirants are also searching for 12th pass govt jobs Rajasthan 2026 to secure a stable government career.</p>
<p class="isSelectedEnd">In this article, we will discuss the importance of choosing the best current affairs magzine and provide a detailed overview of 12th pass govt jobs Rajasthan 2026 opportunities.</p>
<h2><strong>Why Current Affairs Matter for Rajasthan Govt Exams 2026</strong></h2>
<p class="isSelectedEnd">Current affairs form a significant portion of various Rajasthan government examinations, including:</p>
<ul data-spread="false">
<li>Rajasthan CET</li>
<li>Rajasthan Police Recruitment</li>
<li>Rajasthan Patwari Exam</li>
<li>Rajasthan LDC Recruitment</li>
<li>Rajasthan Forest Guard Exam</li>
<li>Rajasthan High Court Recruitment</li>
<li>Rajasthan RSMSSB Exams</li>
</ul>
<p class="isSelectedEnd">Questions related to current events, government schemes, sports, awards, economics, and Rajasthan-specific developments are frequently asked. Therefore, selecting the best current affairs magzine can significantly improve your exam performance.</p>
<h2><strong>Features of the Best Current Affairs Magzine</strong></h2>
<p class="isSelectedEnd">When selecting a best current affairs magzine, candidates should look for the following features:</p>
<h3><strong>1. Rajasthan-Specific Coverage</strong></h3>
<p class="isSelectedEnd">The best current affairs magzine should include:</p>
<ul data-spread="false">
<li>Rajasthan government schemes</li>
<li>State budget updates</li>
<li>Important state events</li>
<li>Rajasthan geography and culture updates</li>
</ul>
<h3><strong>2. Monthly Current Affairs Compilation</strong></h3>
<p class="isSelectedEnd">A good best current affairs magzine provides:</p>
<ul data-spread="false">
<li>Monthly current affairs summaries</li>
<li>Important news highlights</li>
<li>One-liner facts for revision</li>
<li>Exam-oriented questions</li>
</ul>
<h3><strong>3. Practice Questions</strong></h3>
<p class="isSelectedEnd">The best current affairs magzine should contain:</p>
<ul data-spread="false">
<li>MCQs with solutions</li>
<li>Previous year question analysis</li>
<li>Mock test sections</li>
<li>Revision notes</li>
</ul>
<h3><strong>4. National and International Updates</strong></h3>
<p class="isSelectedEnd">Candidates must choose a best current affairs magzine that covers:</p>
<ul data-spread="false">
<li>International relations</li>
<li>Economy and banking</li>
<li>Science and technology</li>
<li>Sports and awards</li>
</ul>
<h2><strong>Benefits of Reading the Best Current Affairs Magzine</strong></h2>
<p class="isSelectedEnd">Regular study from the <a href="https://gyapak.in/monthly-magazine"><strong>best current affairs magzine</strong></a> offers several advantages:</p>
<ul data-spread="false">
<li>Improves general awareness</li>
<li>Enhances exam confidence</li>
<li>Helps in interview preparation</li>
<li>Saves time through organized content</li>
<li>Provides exam-focused information</li>
</ul>
<p class="isSelectedEnd">Students preparing for Rajasthan competitive exams should make the best current affairs magzine a part of their daily study routine.</p>
<h2><strong>Top 12th Pass Govt Jobs Rajasthan 2026</strong></h2>
<p class="isSelectedEnd">Many candidates who have completed Class 12 are actively looking for 12th pass govt jobs Rajasthan 2026. The good news is that several government departments release vacancies every year.</p>
<h3><strong>1. Rajasthan Police Constable</strong></h3>
<p class="isSelectedEnd">One of the most popular 12th pass govt jobs Rajasthan 2026 options is Rajasthan Police Constable recruitment.</p>
<p class="isSelectedEnd">Key Highlights:</p>
<ul data-spread="false">
<li>Minimum Qualification: 12th Pass</li>
<li>Attractive Salary</li>
<li>Job Security</li>
<li>Promotion Opportunities</li>
</ul>
<h3><strong>2. Rajasthan Forest Guard</strong></h3>
<p class="isSelectedEnd">Another excellent opportunity under 12th pass govt jobs Rajasthan 2026 is the Forest Guard post.</p>
<p class="isSelectedEnd">Benefits include:</p>
<ul data-spread="false">
<li>Government benefits</li>
<li>Fixed working hours</li>
<li>Pension-related benefits as per rules</li>
</ul>
<h3><strong>3. Rajasthan LDC Recruitment</strong></h3>
<p class="isSelectedEnd">Several LDC vacancies are expected under 12th pass govt jobs Rajasthan 2026.</p>
<p class="isSelectedEnd">Required Skills:</p>
<ul data-spread="false">
<li>Basic computer knowledge</li>
<li>Typing proficiency</li>
<li>General awareness</li>
</ul>
<h3><strong>4. Rajasthan CET Senior Secondary Level</strong></h3>
<p class="isSelectedEnd">The CET exam serves as a gateway to multiple 12th pass govt jobs Rajasthan 2026 opportunities.</p>
<p class="isSelectedEnd">Posts may include:</p>
<ul data-spread="false">
<li>Clerk</li>
<li>Junior Assistant</li>
<li>Hostel Superintendent</li>
<li>Various departmental positions</li>
</ul>
<h3><strong>5. Postal Department Jobs</strong></h3>
<p class="isSelectedEnd">Candidates can also apply for postal vacancies under 12th pass govt jobs Rajasthan 2026.</p>
<p class="isSelectedEnd">Popular Posts:</p>
<ul data-spread="false">
<li>Postal Assistant</li>
<li>Sorting Assistant</li>
<li>Multi-Tasking Staff</li>
</ul>
<h2><strong>Preparation Tips for Rajasthan Govt Exams 2026</strong></h2>
<p class="isSelectedEnd">To crack Rajasthan government exams, follow these tips:</p>
<h3><strong>Create a Study Schedule</strong></h3>
<ul data-spread="false">
<li>Allocate time for current affairs</li>
<li>Practice mock tests regularly</li>
<li>Revise weekly</li>
</ul>
<h3><strong>Read the Best Current Affairs Magzine Daily</strong></h3>
<p class="isSelectedEnd">Consistent reading of the best current affairs magzine helps in:</p>
<ul data-spread="false">
<li>Better retention</li>
<li>Faster revision</li>
<li>Improved accuracy</li>
</ul>
<h3><strong>Focus on Rajasthan GK</strong></h3>
<p class="isSelectedEnd">Apart from the best current affairs magzine, candidates should also study:</p>
<ul data-spread="false">
<li>Rajasthan history</li>
<li>Rajasthan culture</li>
<li>Rajasthan economy</li>
<li>Government schemes</li>
</ul>
<h3><strong>Practice Previous Year Papers</strong></h3>
<p class="isSelectedEnd">Previous papers help understand:</p>
<ul data-spread="false">
<li>Exam pattern</li>
<li>Important topics</li>
<li>Difficulty level</li>
</ul>
<h2><strong>Conclusion</strong></h2>
<p class="isSelectedEnd">Success in Rajasthan government examinations depends heavily on proper preparation and updated knowledge. Choosing the best current affairs magzine can help candidates stay ahead of the competition and perform better in both written exams and interviews. Additionally, numerous 12th pass govt jobs Rajasthan 2026 opportunities are expected across departments such as Police, Forest, LDC, Postal Services, and CET-based recruitments.</p>
<p>Candidates aiming for government jobs should regularly study from the best current affairs magzine, stay updated with notifications, and prepare strategically to secure one of the promising 12th pass govt jobs Rajasthan 2026 opportunities.</p>]]> </content:encoded>
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<title>Building a strong legal strategy with lawyers in Burnaby</title>
<link>https://news.bangboxonline.com/building-a-strong-legal-strategy-with-lawyers-in-burnaby</link>
<guid>https://news.bangboxonline.com/building-a-strong-legal-strategy-with-lawyers-in-burnaby</guid>
<description><![CDATA[ Trusted Lawyers in Burnaby advocacy services help individuals understand their rights and make informed legal decisions. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33c6e2d6fa5.jpg" length="62838" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:25:29 +0500</pubDate>
<dc:creator>GKS Law Firm</dc:creator>
<media:keywords>Trusted Lawyers in Burnaby advocacy services, Lawyers in Burnaby, Lawyers, Lawyers Burnaby, Burnaby Lawyers</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>From personal injury claims to workplace disputes, civil cases can be involved and complex. Individuals can gain a better understanding of their rights and make informed decisions at various stages in the legal process through guidance from experienced </span><a href="https://www.gkslawfirm.com/"><span>Trusted Lawyers in Burnaby advocacy services</span></a><span>.</span></p>
<p dir="ltr"><span>Access to expert legal knowledge is one of the big perks of working with Lawyers in Burnaby. Law and regulations could be hard to analyze until you are skilled; even small mistakes can affect a case's results. Lawyers can walk clients through available options, go over important paperwork, and help avoid potential issues.</span></p>
<p dir="ltr"><span>Another key to a successful legal outcome is preparation. People need to collect their documents, emails, messages, photos, and any other documentation they can find supporting their case. If organized, documentation helps Lawyers in Burnaby to assess a case properly and strategize accordingly.</span></p>
<p dir="ltr"><span>Communication is also a key part of achieving a successful legal outcome. Clients are advised to be transparent and upfront about the particulars of their situations, as well as to relay data that is requested by litigators promptly. With clear communication, legal representatives can find potential challenges and remaining opportunities while making sure that the cases are progressing in time.</span></p>
<p dir="ltr"><span>Also, a clear understanding of legal deadlines is very important. Delayed legal action may cause someone to be unable to pursue a remedy down the road, as many claims and disputes are governed by a relatively short limitation period (limitation periods vary depending on the jurisdiction and type of claim). If there are any important deadlines, speaking to legal professionals in good time can ensure that they are not missed.</span></p>
<p dir="ltr"><span>While legal challenges can seem complicated, pragmatic legal advice can simplify the situation. Whether you are a business owner or an individual who needs the services of expert Lawyers in Burnaby, being armed with knowledge will enable you to approach legal matters from a position of confidence.</span></p>
<p><b> </b></p>
<p dir="ltr"><span>For more detailed </span><a href="https://www.gkslawfirm.com/"><span>reliable lawyers offering litigation services</span></a><span>, please visit our website: gkslawfirm.com.</span></p>]]> </content:encoded>
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<title>Boost Your Digital Presence With Reliable SEO Solutions</title>
<link>https://news.bangboxonline.com/boost-your-digital-presence-with-reliable-seo-solutions</link>
<guid>https://news.bangboxonline.com/boost-your-digital-presence-with-reliable-seo-solutions</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="62838" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:25:01 +0500</pubDate>
<dc:creator>Web e-commerce</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><span>In today’s fast-moving digital environment, having a website is not enough; businesses must actively work on visibility, authority, and customer engagement to succeed online. With increasing competition in eCommerce, brands are constantly looking for strategies that help them stand out in search engine results and attract the right audience. This is where professional SEO becomes a game-changer for long-term digital success. Among various optimization strategies, shopify seo services have emerged as one of the most effective solutions for online store owners who want to scale their business efficiently. These services focus on improving search rankings, enhancing product visibility, and optimizing overall store performance to ensure better user experience and higher conversions.</span></p>
<p>As search engines continue to evolve, businesses must adapt to new algorithms and ranking factors. Without proper optimization, even high-quality products can remain unnoticed by potential customers. That is why investing in <b><i><a data-cke-saved-href="https://webecommercepros.com/pages/shopify-seo" href="https://webecommercepros.com/pages/shopify-seo">shopify seo services</a> </i></b> is no longer optional but a necessity for sustainable growth. These services not only help improve organic traffic but also strengthen brand credibility in competitive markets. From technical SEO improvements to content optimization and keyword targeting, every aspect plays a crucial role in digital success. Businesses that prioritize SEO gain a long-term advantage by building consistent visibility and trust among their target audience So let’s explore how a well-optimized Shopify store becomes a powerful revenue-generating platform that supports continuous business growth and scalability in the digital world.<span></span></p>
<p></p>
<p><span style="font-size: 18pt;"><b>Boost Your Digital Presence With Reliable SEO Solutions</b></span></p>
<p><span> </span></p>
<p><span style="font-size: 18pt;"><b>Technical Transition</b></span></p>
<p><span>One of the most important elements of online success is building a strong foundation for search engine visibility. Shopify seo services are designed to optimize every technical and structural aspect of an online store to ensure it performs well in search rankings. These services focus on improving site architecture, fixing indexing issues, and enhancing page speed for better user experience. When businesses implement shopify seo services, they create a more search-friendly environment that allows search engines to crawl and rank their pages effectively. This leads to increased organic traffic and better engagement rates.<br></span></p>
<p><span style="font-size: 18pt;"><b>Keyword Enhancements</b></span></p>
<p><span>Content optimization is crucial for boosting visibility and drawing in potential customers to an online store. With Shopify SEO services, businesses can craft high-quality, keyword-rich product descriptions that resonate with what people are searching for. This not only helps search engines grasp the relevance of each page but also improves its ranking. Shopify SEO services also prioritize optimizing meta titles, descriptions, and headings to enhance click-through rates. When content is well-organized and informative, it fosters trust with users and encourages them to check out more products. Plus, engaging content elevates the customer experience and boosts conversion chances.<br></span></p>
<p><span style="font-size: 18pt;"><b>Enhanced Strategy</b></span></p>
<p><span>Keyword research and targeting are key elements of any effective SEO strategy. With Shopify SEO services, businesses can pinpoint the most relevant and high-performing keywords that align with customer search habits. This ensures that product pages are optimized for the terms potential buyers are actively looking for. Shopify SEO services also assist in analyzing competitor keywords, helping businesses spot gaps and opportunities in the market. By strategically placing keywords throughout product pages, blogs, and categories, online stores can significantly improve their rankings. </span></p>
<p>Technical audits and ongoing optimization play a vital role in keeping your search engine performance strong. Shopify SEO services offer regular website audits to pinpoint issues like broken links, slow-loading pages, and mobile usability challenges. These technical enhancements guarantee that users enjoy a seamless browsing experience on any device. When businesses invest in Shopify SEO services, they also gain the advantage of continuous monitoring and performance tracking, which aids in making informed, data-driven decisions. Search engines Favor websites that are fast, secure, and user-friendly, making technical SEO an essential factor for ranking<span></span></p>
<p><span><br></span><span style="font-size: 18pt;"><b>Quality Backlinks</b></span></p>
<p><span>Building authority and trust is another key element of digital growth. With Shopify SEO services, businesses can create robust backlink profiles that enhance domain authority and search credibility. Quality backlinks indicate to search engines that the website is trustworthy and valuable. Shopify SEO services also aim to boost user engagement metrics like time on site and bounce rate, which further impact rankings. Additionally, merging SEO with analytics allows businesses to grasp customer behaviour and fine-tune their strategies for improved outcomes. A solid authority profile not only enhances visibility but also elevates brand recognition in the marketplace. Over time, this translates to increased organic traffic, better conversions, and sustainable business growth.</span></p>
<p><span><br></span><span style="font-size: 18pt;"><b>Conclusion</b></span></p>
<p><span>If you want to boost your digital presence, you need a solid and consistent SEO strategy that’s specifically <b><i><a data-cke-saved-href="https://en.wikipedia.org/wiki/E-commerce" href="https://en.wikipedia.org/wiki/E-commerce">designed for eCommerce success</a> </i></b>. Shopify SEO services equip businesses with the right tools and know-how to enhance their rankings, draw in the right audience, and boost conversions. Every aspect, from technical tweaks to content and keyword strategies, plays a vital role in fostering long-term growth. Companies that prioritize SEO not only strengthen their online authority but also secure sustainable performance in competitive landscapes.</span></p>]]> </content:encoded>
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<title>How Custom Wallpaper for Walls Can Make Small Rooms Look Bigger</title>
<link>https://news.bangboxonline.com/how-custom-wallpaper-for-walls-can-make-small-rooms-look-bigger</link>
<guid>https://news.bangboxonline.com/how-custom-wallpaper-for-walls-can-make-small-rooms-look-bigger</guid>
<description><![CDATA[ One of the biggest advantages of custom wallpaper for walls is the ability to choose designs that suit specific room sizes. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33c6fdb6d64.jpg" length="166617" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:24:35 +0500</pubDate>
<dc:creator>Digital Walls</dc:creator>
<media:keywords>custom wallpaper for walls</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}">Small rooms can sometimes feel cramped, especially when the wall colors, furniture, and décor do not work together. While many homeowners focus on furniture placement, wall design often has a greater impact on how spacious a room appears.</p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:88,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1081}">One effective solution is custom wallpaper for walls. With the right patterns, colors, and layouts, wallpaper can create the illusion of extra space and make compact rooms feel more open.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:145,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1138}">Why Wall Design Matters in Small Spaces</h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:182,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1175}">Walls occupy a large visual area in any room. Their appearance influences how people perceive the size of a space.</p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:236,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1229}">A carefully selected wallpaper can:</p>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:270,&quot;w&quot;:636,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1263}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:270,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1263}">Add visual depth</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:290,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1283}">Create a sense of height</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:310,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1303}">Make narrow rooms feel wider</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:330,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1323}">Reflect more light</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:350,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1343}">Reduce the feeling of clutter</li>
</ul>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:384,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1377}">This is one reason why many homeowners now choose <a href="https://digital-walls.com/pages/custom-wallpaper-for-walls" bis_size="{&quot;x&quot;:355,&quot;y&quot;:386,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:657,&quot;abs_y&quot;:1379}">custom wallpaper for walls</a> instead of relying solely on paint.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:442,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1435}">Choose Light Colors for a Spacious Feel</h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:479,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1472}">Color plays a major role in room perception.</p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:513,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1506}">Lighter wallpaper shades can make walls appear farther away, helping the room feel larger.</p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:547,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1540}">Popular options include:</p>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:581,&quot;w&quot;:636,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1574}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:581,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1574}">Soft beige</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:601,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1594}">Light grey</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:621,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1614}">Cream</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:641,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1634}">Pastel blue</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:661,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1654}">Gentle green</li>
</ul>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:695,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1688}">These colors help brighten the room and create an airy atmosphere.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:732,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1725}">Avoid Overly Dark Walls</h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:768,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1761}">Dark wallpaper can look striking, but in small spaces it may make walls feel closer together.</p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:802,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1795}">If you prefer darker tones, consider using them on a single feature wall.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:839,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1832}">Use Vertical Patterns to Add Height</h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:877,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1870}">Rooms with lower ceilings can benefit from vertical wallpaper designs.</p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:911,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1904}">Examples include:</p>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:945,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1938}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:945,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1938}">Vertical stripes</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:965,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1958}">Tall botanical patterns</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:985,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1978}">Geometric lines</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1005,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1998}">Architectural motifs</li>
</ul>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1039,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2032}">These designs naturally draw the eye upward and make ceilings appear higher.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1076,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2069}">Create Depth with Wall Murals</h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1114,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2107}">Large-scale wall murals can make a room feel much bigger than it actually is.</p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1148,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2141}">Popular mural themes include:</p>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1182,&quot;w&quot;:636,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2175}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1182,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2175}">Nature landscapes</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1202,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2195}">Mountain scenes</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1222,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2215}">Forest pathways</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1242,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2235}">Ocean views</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1262,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2255}">City skylines</li>
</ul>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1296,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2289}">Because custom wallpaper for walls can be produced to fit exact dimensions, homeowners can achieve a seamless appearance without awkward pattern breaks.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1353,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2346}">Keep Patterns Balanced</h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1390,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2383}">Pattern selection is important in compact rooms.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1427,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2420}">Best Options</h3>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1463,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2456}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1463,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2456}">Soft textures</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1483,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2476}">Subtle geometric prints</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1503,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2496}">Minimalist artwork</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1523,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2516}">Delicate botanical designs</li>
</ul>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1560,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2553}">Patterns to Use Carefully</h3>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1596,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2589}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1596,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2589}">Extremely busy prints</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1616,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2609}">Heavy contrasting colors</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1636,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2629}">Large repeating graphics in very small rooms</li>
</ul>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1670,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2663}">Balanced patterns help maintain visual flow throughout the space.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1707,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2700}">Ethnic Wallpaper for Small Rooms</h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1745,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2738}">Many Indian homeowners prefer cultural design elements in their interiors.</p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1779,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2772}">Ethnic Wallpaper India collections often include elegant motifs inspired by heritage artwork, mandalas, and traditional patterns.</p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1833,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2826}">When used in lighter tones or as a feature wall, these designs can add personality without making the room feel crowded.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1890,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2883}">Small Prayer Rooms and Temple Spaces</h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1928,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2921}">Wallpaper can also improve compact spiritual areas.</p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1962,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2955}">Many homeowners use <a href="https://digital-walls.com/collections/indian-temples">wallpaper for home temple</a> spaces to create a decorative background behind idols or prayer units.</p>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2016,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3009}">Popular choices include:</p>
<ul data-spread="false" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2050,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3043}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2050,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3043}">Lotus patterns</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2070,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3063}">Temple-inspired motifs</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2090,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3083}">Traditional artwork</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2110,&quot;w&quot;:596,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3103}">Soft gold textures</li>
</ul>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2144,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3137}">These designs help add visual interest while maintaining a peaceful environment.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2181,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3174}">Additional Tips for Making Small Rooms Feel Larger</h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2219,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3212}">Use Mirrors</h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2255,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3248}">Mirrors reflect light and create a sense of openness.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2291,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3284}">Limit Visual Clutter</h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2328,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3321}">Simple décor allows wallpaper designs to stand out.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2364,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3357}">Choose Multi-Purpose Furniture</h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2400,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3393}">Less furniture can make the room feel more spacious.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2437,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3430}">Maximize Natural Light</h3>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2473,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3466}">Bright rooms generally appear larger than darker spaces.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2511,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3504}">Final Thoughts</h2>
<p class="isSelectedEnd" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2548,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3541}">The right custom wallpaper for walls can completely change how a small room feels. Through smart color choices, carefully selected patterns, and personalized wall designs, homeowners can create interiors that appear brighter, wider, and more inviting.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2622,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3615}">At <a href="https://digital-walls.com/">Digital Walls</a>, we specialize in premium wallpaper and wall murals that help transform spaces of every size. Whether you are looking for modern designs, Ethnic Wallpaper India collections, or decorative wallpaper for home temple areas, our custom solutions help bring style and visual depth to your interiors.</p>]]> </content:encoded>
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<title>Classic Women Dresses: The Timeless Fashion Investment You Cannot Afford to Miss</title>
<link>https://news.bangboxonline.com/classic-women-dresses-the-timeless-fashion-investment-you-cannot-afford-to-miss-71834</link>
<guid>https://news.bangboxonline.com/classic-women-dresses-the-timeless-fashion-investment-you-cannot-afford-to-miss-71834</guid>
<description><![CDATA[ Explore classic women dresses and chic fashion styles paired with trendy outerwear. This stylish women&#039;s leather jacket offers timeless appeal, streetwear-inspired flair, and versatile layering options—making it the perfect choice for casual outings and modern everyday looks. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33c67e72e85.jpg" length="39834" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:21:04 +0500</pubDate>
<dc:creator>winstarmarketing</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Fashion trends may come and go, but true style remains forever. If you have been searching for a wardrobe upgrade that combines sophistication, versatility, and lasting appeal, now is the perfect time to explore <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://winstarmarketing.shop/products/women-s-classic-leather-jacket-chic-streetwear-outerwear"><b>classic women dresses</b></a></span></strong>. These timeless pieces have captivated fashion enthusiasts for generations, offering effortless elegance that never fades. Whether you're attending a special occasion, a corporate event, or a casual gathering, choosing the right dress can instantly elevate your confidence and transform your appearance.<o:p></o:p></p>
<p class="MsoNormal">At Winstar Marketing, we understand that every woman deserves clothing that makes her feel empowered, stylish, and unforgettable. That is why investing in timeless fashion has never been more important.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Timeless Fashion Continues to Dominate<o:p></o:p></b></p>
<p class="MsoNormal">The fashion industry constantly introduces new styles, yet certain designs consistently remain at the forefront of women's wardrobes. The reason is simple: timeless dresses deliver unmatched versatility. They seamlessly adapt to changing trends while maintaining their sophisticated appeal.<o:p></o:p></p>
<p class="MsoNormal">Instead of filling your closet with short-lived fashion pieces, imagine owning dresses that remain relevant year after year. This approach not only enhances your style but also provides exceptional value for your investment. A carefully selected timeless dress becomes your trusted choice for countless occasions, eliminating the stress of deciding what to wear.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Luxury Without Compromise<o:p></o:p></b></p>
<p class="MsoNormal">Modern consumers demand more from their clothing than ever before. They seek comfort, quality, and visual appeal all in one package. Premium materials, expert craftsmanship, and flattering silhouettes work together to create garments that feel as incredible as they look.<o:p></o:p></p>
<p class="MsoNormal">One standout option that continues to gain attention is the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://winstarmarketing.shop/products/womens-v-neck-satin-loose-fit-midi-dress-beach-to-commute"><b>v neck satin dress</b></a></span></strong>. Its sleek texture, graceful drape, and universally flattering neckline create a luxurious appearance that instantly commands attention. Whether styled with elegant accessories or worn as a statement piece, this wardrobe essential offers endless possibilities for fashion-forward women.<o:p></o:p></p>
<p class="MsoNormal"><b>Make Every Occasion Extraordinary<o:p></o:p></b></p>
<p class="MsoNormal">One of the greatest advantages of timeless dresses is their remarkable adaptability. A single elegant dress can transition effortlessly from daytime sophistication to evening glamour. This flexibility makes them an essential addition to any wardrobe.<o:p></o:p></p>
<p class="MsoNormal">Picture yourself attending a business function, wedding celebration, dinner party, or social gathering while feeling completely confident in your appearance. The right dress allows you to stand out without appearing overdone. It enhances your natural beauty while providing the polished look that every modern woman desires.<o:p></o:p></p>
<p class="MsoNormal">This level of versatility is precisely why timeless fashion continues to outperform rapidly changing trends.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Your Confidence Instantly<o:p></o:p></b></p>
<p class="MsoNormal">Fashion is more than clothing; it is a powerful form of self-expression. What you wear influences how you feel, how you present yourself, and how others perceive you. A beautifully designed dress has the ability to transform your mindset and boost your confidence from the moment you put it on.<o:p></o:p></p>
<p class="MsoNormal">Women everywhere are rediscovering the value of investing in quality pieces that consistently deliver outstanding results. By choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">classic women dresses</span></strong>, you gain access to fashion solutions that remain elegant regardless of season, trend, or occasion.<o:p></o:p></p>
<p class="MsoNormal">This confidence translates into every aspect of life, helping you make memorable impressions wherever you go.<o:p></o:p></p>
<p class="MsoNormal"><b>The Secret Behind Lasting Style Success<o:p></o:p></b></p>
<p class="MsoNormal">Many shoppers make the mistake of focusing solely on trends. While trendy items may generate short-term excitement, they often lose relevance quickly. Timeless fashion offers a smarter alternative.<o:p></o:p></p>
<p class="MsoNormal">High-quality dresses provide longevity, making them a practical and stylish investment. Their enduring appeal allows you to enjoy repeated wear without worrying about becoming outdated. This creates a wardrobe built on reliability, sophistication, and effortless beauty.<o:p></o:p></p>
<p class="MsoNormal">At <b><a href="https://winstarmarketing.shop/">Winstar Marketing</a></b>, our focus remains on helping customers discover fashion choices that combine style, functionality, and long-term value.<o:p></o:p></p>
<p class="MsoNormal"><b>Luxury Meets Modern Sophistication<o:p></o:p></b></p>
<p class="MsoNormal">Today's fashion-conscious women seek garments that offer both elegance and contemporary appeal. A carefully crafted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">v neck satin dress</span></strong> perfectly balances these qualities. Its refined silhouette creates a graceful appearance, while the luxurious fabric adds a touch of glamour that never goes unnoticed.<o:p></o:p></p>
<p class="MsoNormal">This unique combination makes it suitable for everything from formal events to upscale dinners. It is the type of wardrobe staple that consistently delivers compliments and helps create unforgettable fashion moments.<o:p></o:p></p>
<p class="MsoNormal">When timeless design meets premium craftsmanship, the result is a garment that exceeds expectations.<o:p></o:p></p>
<p class="MsoNormal"><b>Act Now Before You Miss Out<o:p></o:p></b></p>
<p class="MsoNormal">Fashion opportunities do not wait forever. As more women embrace timeless style solutions, demand for premium dresses continues to grow. Waiting too long could mean missing the chance to secure pieces that elevate your wardrobe and redefine your personal style.<o:p></o:p></p>
<p class="MsoNormal">Now is the ideal moment to refresh your collection with garments designed to deliver lasting elegance and exceptional versatility. Every day spent postponing your decision is another day without the confidence and sophistication that timeless fashion provides.<o:p></o:p></p>
<p class="MsoNormal">Winstar Marketing is committed to helping women embrace style choices that offer beauty, value, and long-term satisfaction.<o:p></o:p></p>
<p class="MsoNormal"><b>Transform Your Wardrobe Today<o:p></o:p></b></p>
<p class="MsoNormal">The journey toward effortless elegance begins with smart fashion decisions. By choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">classic women dresses</span></strong> and incorporating a stunning <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">v neck satin dress</span></strong> into your collection, you position yourself to enjoy timeless sophistication for years to come.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/alien-graphic-shirt-for-men-summer-street-style-casual-tee">graphic shirts for men</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/kimono-jacket-royal-resort">kimono style jackets</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/zhizou-women-brown-sweatpants-baggy-leopard-patchwork-pants-harajuku-aesthetic-2000s-style-y2k-vintage-oversize-trousers-autumn">oversized sweatpants womens</a></span><o:p></o:p></b></p>]]> </content:encoded>
</item>

<item>
<title>Classic Women Dresses: The Timeless Fashion Investment You Cannot Afford to Miss</title>
<link>https://news.bangboxonline.com/classic-women-dresses-the-timeless-fashion-investment-you-cannot-afford-to-miss-71833</link>
<guid>https://news.bangboxonline.com/classic-women-dresses-the-timeless-fashion-investment-you-cannot-afford-to-miss-71833</guid>
<description><![CDATA[ Explore classic women dresses and chic fashion styles paired with trendy outerwear. This stylish women&#039;s leather jacket offers timeless appeal, streetwear-inspired flair, and versatile layering options—making it the perfect choice for casual outings and modern everyday looks. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33c67e72e85.jpg" length="39834" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:21:03 +0500</pubDate>
<dc:creator>winstarmarketing</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Fashion trends may come and go, but true style remains forever. If you have been searching for a wardrobe upgrade that combines sophistication, versatility, and lasting appeal, now is the perfect time to explore <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://winstarmarketing.shop/products/women-s-classic-leather-jacket-chic-streetwear-outerwear"><b>classic women dresses</b></a></span></strong>. These timeless pieces have captivated fashion enthusiasts for generations, offering effortless elegance that never fades. Whether you're attending a special occasion, a corporate event, or a casual gathering, choosing the right dress can instantly elevate your confidence and transform your appearance.<o:p></o:p></p>
<p class="MsoNormal">At Winstar Marketing, we understand that every woman deserves clothing that makes her feel empowered, stylish, and unforgettable. That is why investing in timeless fashion has never been more important.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Timeless Fashion Continues to Dominate<o:p></o:p></b></p>
<p class="MsoNormal">The fashion industry constantly introduces new styles, yet certain designs consistently remain at the forefront of women's wardrobes. The reason is simple: timeless dresses deliver unmatched versatility. They seamlessly adapt to changing trends while maintaining their sophisticated appeal.<o:p></o:p></p>
<p class="MsoNormal">Instead of filling your closet with short-lived fashion pieces, imagine owning dresses that remain relevant year after year. This approach not only enhances your style but also provides exceptional value for your investment. A carefully selected timeless dress becomes your trusted choice for countless occasions, eliminating the stress of deciding what to wear.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Luxury Without Compromise<o:p></o:p></b></p>
<p class="MsoNormal">Modern consumers demand more from their clothing than ever before. They seek comfort, quality, and visual appeal all in one package. Premium materials, expert craftsmanship, and flattering silhouettes work together to create garments that feel as incredible as they look.<o:p></o:p></p>
<p class="MsoNormal">One standout option that continues to gain attention is the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://winstarmarketing.shop/products/womens-v-neck-satin-loose-fit-midi-dress-beach-to-commute"><b>v neck satin dress</b></a></span></strong>. Its sleek texture, graceful drape, and universally flattering neckline create a luxurious appearance that instantly commands attention. Whether styled with elegant accessories or worn as a statement piece, this wardrobe essential offers endless possibilities for fashion-forward women.<o:p></o:p></p>
<p class="MsoNormal"><b>Make Every Occasion Extraordinary<o:p></o:p></b></p>
<p class="MsoNormal">One of the greatest advantages of timeless dresses is their remarkable adaptability. A single elegant dress can transition effortlessly from daytime sophistication to evening glamour. This flexibility makes them an essential addition to any wardrobe.<o:p></o:p></p>
<p class="MsoNormal">Picture yourself attending a business function, wedding celebration, dinner party, or social gathering while feeling completely confident in your appearance. The right dress allows you to stand out without appearing overdone. It enhances your natural beauty while providing the polished look that every modern woman desires.<o:p></o:p></p>
<p class="MsoNormal">This level of versatility is precisely why timeless fashion continues to outperform rapidly changing trends.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Your Confidence Instantly<o:p></o:p></b></p>
<p class="MsoNormal">Fashion is more than clothing; it is a powerful form of self-expression. What you wear influences how you feel, how you present yourself, and how others perceive you. A beautifully designed dress has the ability to transform your mindset and boost your confidence from the moment you put it on.<o:p></o:p></p>
<p class="MsoNormal">Women everywhere are rediscovering the value of investing in quality pieces that consistently deliver outstanding results. By choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">classic women dresses</span></strong>, you gain access to fashion solutions that remain elegant regardless of season, trend, or occasion.<o:p></o:p></p>
<p class="MsoNormal">This confidence translates into every aspect of life, helping you make memorable impressions wherever you go.<o:p></o:p></p>
<p class="MsoNormal"><b>The Secret Behind Lasting Style Success<o:p></o:p></b></p>
<p class="MsoNormal">Many shoppers make the mistake of focusing solely on trends. While trendy items may generate short-term excitement, they often lose relevance quickly. Timeless fashion offers a smarter alternative.<o:p></o:p></p>
<p class="MsoNormal">High-quality dresses provide longevity, making them a practical and stylish investment. Their enduring appeal allows you to enjoy repeated wear without worrying about becoming outdated. This creates a wardrobe built on reliability, sophistication, and effortless beauty.<o:p></o:p></p>
<p class="MsoNormal">At <b><a href="https://winstarmarketing.shop/">Winstar Marketing</a></b>, our focus remains on helping customers discover fashion choices that combine style, functionality, and long-term value.<o:p></o:p></p>
<p class="MsoNormal"><b>Luxury Meets Modern Sophistication<o:p></o:p></b></p>
<p class="MsoNormal">Today's fashion-conscious women seek garments that offer both elegance and contemporary appeal. A carefully crafted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">v neck satin dress</span></strong> perfectly balances these qualities. Its refined silhouette creates a graceful appearance, while the luxurious fabric adds a touch of glamour that never goes unnoticed.<o:p></o:p></p>
<p class="MsoNormal">This unique combination makes it suitable for everything from formal events to upscale dinners. It is the type of wardrobe staple that consistently delivers compliments and helps create unforgettable fashion moments.<o:p></o:p></p>
<p class="MsoNormal">When timeless design meets premium craftsmanship, the result is a garment that exceeds expectations.<o:p></o:p></p>
<p class="MsoNormal"><b>Act Now Before You Miss Out<o:p></o:p></b></p>
<p class="MsoNormal">Fashion opportunities do not wait forever. As more women embrace timeless style solutions, demand for premium dresses continues to grow. Waiting too long could mean missing the chance to secure pieces that elevate your wardrobe and redefine your personal style.<o:p></o:p></p>
<p class="MsoNormal">Now is the ideal moment to refresh your collection with garments designed to deliver lasting elegance and exceptional versatility. Every day spent postponing your decision is another day without the confidence and sophistication that timeless fashion provides.<o:p></o:p></p>
<p class="MsoNormal">Winstar Marketing is committed to helping women embrace style choices that offer beauty, value, and long-term satisfaction.<o:p></o:p></p>
<p class="MsoNormal"><b>Transform Your Wardrobe Today<o:p></o:p></b></p>
<p class="MsoNormal">The journey toward effortless elegance begins with smart fashion decisions. By choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">classic women dresses</span></strong> and incorporating a stunning <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">v neck satin dress</span></strong> into your collection, you position yourself to enjoy timeless sophistication for years to come.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/alien-graphic-shirt-for-men-summer-street-style-casual-tee">graphic shirts for men</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/kimono-jacket-royal-resort">kimono style jackets</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/zhizou-women-brown-sweatpants-baggy-leopard-patchwork-pants-harajuku-aesthetic-2000s-style-y2k-vintage-oversize-trousers-autumn">oversized sweatpants womens</a></span><o:p></o:p></b></p>]]> </content:encoded>
</item>

<item>
<title>Classic Women Dresses: The Timeless Fashion Investment You Cannot Afford to Miss</title>
<link>https://news.bangboxonline.com/classic-women-dresses-the-timeless-fashion-investment-you-cannot-afford-to-miss-71832</link>
<guid>https://news.bangboxonline.com/classic-women-dresses-the-timeless-fashion-investment-you-cannot-afford-to-miss-71832</guid>
<description><![CDATA[ Explore classic women dresses and chic fashion styles paired with trendy outerwear. This stylish women&#039;s leather jacket offers timeless appeal, streetwear-inspired flair, and versatile layering options—making it the perfect choice for casual outings and modern everyday looks. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33c67e72e85.jpg" length="39834" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:21:03 +0500</pubDate>
<dc:creator>winstarmarketing</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Fashion trends may come and go, but true style remains forever. If you have been searching for a wardrobe upgrade that combines sophistication, versatility, and lasting appeal, now is the perfect time to explore <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://winstarmarketing.shop/products/women-s-classic-leather-jacket-chic-streetwear-outerwear"><b>classic women dresses</b></a></span></strong>. These timeless pieces have captivated fashion enthusiasts for generations, offering effortless elegance that never fades. Whether you're attending a special occasion, a corporate event, or a casual gathering, choosing the right dress can instantly elevate your confidence and transform your appearance.<o:p></o:p></p>
<p class="MsoNormal">At Winstar Marketing, we understand that every woman deserves clothing that makes her feel empowered, stylish, and unforgettable. That is why investing in timeless fashion has never been more important.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Timeless Fashion Continues to Dominate<o:p></o:p></b></p>
<p class="MsoNormal">The fashion industry constantly introduces new styles, yet certain designs consistently remain at the forefront of women's wardrobes. The reason is simple: timeless dresses deliver unmatched versatility. They seamlessly adapt to changing trends while maintaining their sophisticated appeal.<o:p></o:p></p>
<p class="MsoNormal">Instead of filling your closet with short-lived fashion pieces, imagine owning dresses that remain relevant year after year. This approach not only enhances your style but also provides exceptional value for your investment. A carefully selected timeless dress becomes your trusted choice for countless occasions, eliminating the stress of deciding what to wear.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Luxury Without Compromise<o:p></o:p></b></p>
<p class="MsoNormal">Modern consumers demand more from their clothing than ever before. They seek comfort, quality, and visual appeal all in one package. Premium materials, expert craftsmanship, and flattering silhouettes work together to create garments that feel as incredible as they look.<o:p></o:p></p>
<p class="MsoNormal">One standout option that continues to gain attention is the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://winstarmarketing.shop/products/womens-v-neck-satin-loose-fit-midi-dress-beach-to-commute"><b>v neck satin dress</b></a></span></strong>. Its sleek texture, graceful drape, and universally flattering neckline create a luxurious appearance that instantly commands attention. Whether styled with elegant accessories or worn as a statement piece, this wardrobe essential offers endless possibilities for fashion-forward women.<o:p></o:p></p>
<p class="MsoNormal"><b>Make Every Occasion Extraordinary<o:p></o:p></b></p>
<p class="MsoNormal">One of the greatest advantages of timeless dresses is their remarkable adaptability. A single elegant dress can transition effortlessly from daytime sophistication to evening glamour. This flexibility makes them an essential addition to any wardrobe.<o:p></o:p></p>
<p class="MsoNormal">Picture yourself attending a business function, wedding celebration, dinner party, or social gathering while feeling completely confident in your appearance. The right dress allows you to stand out without appearing overdone. It enhances your natural beauty while providing the polished look that every modern woman desires.<o:p></o:p></p>
<p class="MsoNormal">This level of versatility is precisely why timeless fashion continues to outperform rapidly changing trends.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Your Confidence Instantly<o:p></o:p></b></p>
<p class="MsoNormal">Fashion is more than clothing; it is a powerful form of self-expression. What you wear influences how you feel, how you present yourself, and how others perceive you. A beautifully designed dress has the ability to transform your mindset and boost your confidence from the moment you put it on.<o:p></o:p></p>
<p class="MsoNormal">Women everywhere are rediscovering the value of investing in quality pieces that consistently deliver outstanding results. By choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">classic women dresses</span></strong>, you gain access to fashion solutions that remain elegant regardless of season, trend, or occasion.<o:p></o:p></p>
<p class="MsoNormal">This confidence translates into every aspect of life, helping you make memorable impressions wherever you go.<o:p></o:p></p>
<p class="MsoNormal"><b>The Secret Behind Lasting Style Success<o:p></o:p></b></p>
<p class="MsoNormal">Many shoppers make the mistake of focusing solely on trends. While trendy items may generate short-term excitement, they often lose relevance quickly. Timeless fashion offers a smarter alternative.<o:p></o:p></p>
<p class="MsoNormal">High-quality dresses provide longevity, making them a practical and stylish investment. Their enduring appeal allows you to enjoy repeated wear without worrying about becoming outdated. This creates a wardrobe built on reliability, sophistication, and effortless beauty.<o:p></o:p></p>
<p class="MsoNormal">At <b><a href="https://winstarmarketing.shop/">Winstar Marketing</a></b>, our focus remains on helping customers discover fashion choices that combine style, functionality, and long-term value.<o:p></o:p></p>
<p class="MsoNormal"><b>Luxury Meets Modern Sophistication<o:p></o:p></b></p>
<p class="MsoNormal">Today's fashion-conscious women seek garments that offer both elegance and contemporary appeal. A carefully crafted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">v neck satin dress</span></strong> perfectly balances these qualities. Its refined silhouette creates a graceful appearance, while the luxurious fabric adds a touch of glamour that never goes unnoticed.<o:p></o:p></p>
<p class="MsoNormal">This unique combination makes it suitable for everything from formal events to upscale dinners. It is the type of wardrobe staple that consistently delivers compliments and helps create unforgettable fashion moments.<o:p></o:p></p>
<p class="MsoNormal">When timeless design meets premium craftsmanship, the result is a garment that exceeds expectations.<o:p></o:p></p>
<p class="MsoNormal"><b>Act Now Before You Miss Out<o:p></o:p></b></p>
<p class="MsoNormal">Fashion opportunities do not wait forever. As more women embrace timeless style solutions, demand for premium dresses continues to grow. Waiting too long could mean missing the chance to secure pieces that elevate your wardrobe and redefine your personal style.<o:p></o:p></p>
<p class="MsoNormal">Now is the ideal moment to refresh your collection with garments designed to deliver lasting elegance and exceptional versatility. Every day spent postponing your decision is another day without the confidence and sophistication that timeless fashion provides.<o:p></o:p></p>
<p class="MsoNormal">Winstar Marketing is committed to helping women embrace style choices that offer beauty, value, and long-term satisfaction.<o:p></o:p></p>
<p class="MsoNormal"><b>Transform Your Wardrobe Today<o:p></o:p></b></p>
<p class="MsoNormal">The journey toward effortless elegance begins with smart fashion decisions. By choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">classic women dresses</span></strong> and incorporating a stunning <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">v neck satin dress</span></strong> into your collection, you position yourself to enjoy timeless sophistication for years to come.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/alien-graphic-shirt-for-men-summer-street-style-casual-tee">graphic shirts for men</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/kimono-jacket-royal-resort">kimono style jackets</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/zhizou-women-brown-sweatpants-baggy-leopard-patchwork-pants-harajuku-aesthetic-2000s-style-y2k-vintage-oversize-trousers-autumn">oversized sweatpants womens</a></span><o:p></o:p></b></p>]]> </content:encoded>
</item>

<item>
<title>Classic Women Dresses: The Timeless Fashion Investment You Cannot Afford to Miss</title>
<link>https://news.bangboxonline.com/classic-women-dresses-the-timeless-fashion-investment-you-cannot-afford-to-miss-71831</link>
<guid>https://news.bangboxonline.com/classic-women-dresses-the-timeless-fashion-investment-you-cannot-afford-to-miss-71831</guid>
<description><![CDATA[ Explore classic women dresses and chic fashion styles paired with trendy outerwear. This stylish women&#039;s leather jacket offers timeless appeal, streetwear-inspired flair, and versatile layering options—making it the perfect choice for casual outings and modern everyday looks. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33c67e72e85.jpg" length="39834" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:21:02 +0500</pubDate>
<dc:creator>winstarmarketing</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Fashion trends may come and go, but true style remains forever. If you have been searching for a wardrobe upgrade that combines sophistication, versatility, and lasting appeal, now is the perfect time to explore <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://winstarmarketing.shop/products/women-s-classic-leather-jacket-chic-streetwear-outerwear"><b>classic women dresses</b></a></span></strong>. These timeless pieces have captivated fashion enthusiasts for generations, offering effortless elegance that never fades. Whether you're attending a special occasion, a corporate event, or a casual gathering, choosing the right dress can instantly elevate your confidence and transform your appearance.<o:p></o:p></p>
<p class="MsoNormal">At Winstar Marketing, we understand that every woman deserves clothing that makes her feel empowered, stylish, and unforgettable. That is why investing in timeless fashion has never been more important.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Timeless Fashion Continues to Dominate<o:p></o:p></b></p>
<p class="MsoNormal">The fashion industry constantly introduces new styles, yet certain designs consistently remain at the forefront of women's wardrobes. The reason is simple: timeless dresses deliver unmatched versatility. They seamlessly adapt to changing trends while maintaining their sophisticated appeal.<o:p></o:p></p>
<p class="MsoNormal">Instead of filling your closet with short-lived fashion pieces, imagine owning dresses that remain relevant year after year. This approach not only enhances your style but also provides exceptional value for your investment. A carefully selected timeless dress becomes your trusted choice for countless occasions, eliminating the stress of deciding what to wear.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Luxury Without Compromise<o:p></o:p></b></p>
<p class="MsoNormal">Modern consumers demand more from their clothing than ever before. They seek comfort, quality, and visual appeal all in one package. Premium materials, expert craftsmanship, and flattering silhouettes work together to create garments that feel as incredible as they look.<o:p></o:p></p>
<p class="MsoNormal">One standout option that continues to gain attention is the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://winstarmarketing.shop/products/womens-v-neck-satin-loose-fit-midi-dress-beach-to-commute"><b>v neck satin dress</b></a></span></strong>. Its sleek texture, graceful drape, and universally flattering neckline create a luxurious appearance that instantly commands attention. Whether styled with elegant accessories or worn as a statement piece, this wardrobe essential offers endless possibilities for fashion-forward women.<o:p></o:p></p>
<p class="MsoNormal"><b>Make Every Occasion Extraordinary<o:p></o:p></b></p>
<p class="MsoNormal">One of the greatest advantages of timeless dresses is their remarkable adaptability. A single elegant dress can transition effortlessly from daytime sophistication to evening glamour. This flexibility makes them an essential addition to any wardrobe.<o:p></o:p></p>
<p class="MsoNormal">Picture yourself attending a business function, wedding celebration, dinner party, or social gathering while feeling completely confident in your appearance. The right dress allows you to stand out without appearing overdone. It enhances your natural beauty while providing the polished look that every modern woman desires.<o:p></o:p></p>
<p class="MsoNormal">This level of versatility is precisely why timeless fashion continues to outperform rapidly changing trends.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Your Confidence Instantly<o:p></o:p></b></p>
<p class="MsoNormal">Fashion is more than clothing; it is a powerful form of self-expression. What you wear influences how you feel, how you present yourself, and how others perceive you. A beautifully designed dress has the ability to transform your mindset and boost your confidence from the moment you put it on.<o:p></o:p></p>
<p class="MsoNormal">Women everywhere are rediscovering the value of investing in quality pieces that consistently deliver outstanding results. By choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">classic women dresses</span></strong>, you gain access to fashion solutions that remain elegant regardless of season, trend, or occasion.<o:p></o:p></p>
<p class="MsoNormal">This confidence translates into every aspect of life, helping you make memorable impressions wherever you go.<o:p></o:p></p>
<p class="MsoNormal"><b>The Secret Behind Lasting Style Success<o:p></o:p></b></p>
<p class="MsoNormal">Many shoppers make the mistake of focusing solely on trends. While trendy items may generate short-term excitement, they often lose relevance quickly. Timeless fashion offers a smarter alternative.<o:p></o:p></p>
<p class="MsoNormal">High-quality dresses provide longevity, making them a practical and stylish investment. Their enduring appeal allows you to enjoy repeated wear without worrying about becoming outdated. This creates a wardrobe built on reliability, sophistication, and effortless beauty.<o:p></o:p></p>
<p class="MsoNormal">At <b><a href="https://winstarmarketing.shop/">Winstar Marketing</a></b>, our focus remains on helping customers discover fashion choices that combine style, functionality, and long-term value.<o:p></o:p></p>
<p class="MsoNormal"><b>Luxury Meets Modern Sophistication<o:p></o:p></b></p>
<p class="MsoNormal">Today's fashion-conscious women seek garments that offer both elegance and contemporary appeal. A carefully crafted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">v neck satin dress</span></strong> perfectly balances these qualities. Its refined silhouette creates a graceful appearance, while the luxurious fabric adds a touch of glamour that never goes unnoticed.<o:p></o:p></p>
<p class="MsoNormal">This unique combination makes it suitable for everything from formal events to upscale dinners. It is the type of wardrobe staple that consistently delivers compliments and helps create unforgettable fashion moments.<o:p></o:p></p>
<p class="MsoNormal">When timeless design meets premium craftsmanship, the result is a garment that exceeds expectations.<o:p></o:p></p>
<p class="MsoNormal"><b>Act Now Before You Miss Out<o:p></o:p></b></p>
<p class="MsoNormal">Fashion opportunities do not wait forever. As more women embrace timeless style solutions, demand for premium dresses continues to grow. Waiting too long could mean missing the chance to secure pieces that elevate your wardrobe and redefine your personal style.<o:p></o:p></p>
<p class="MsoNormal">Now is the ideal moment to refresh your collection with garments designed to deliver lasting elegance and exceptional versatility. Every day spent postponing your decision is another day without the confidence and sophistication that timeless fashion provides.<o:p></o:p></p>
<p class="MsoNormal">Winstar Marketing is committed to helping women embrace style choices that offer beauty, value, and long-term satisfaction.<o:p></o:p></p>
<p class="MsoNormal"><b>Transform Your Wardrobe Today<o:p></o:p></b></p>
<p class="MsoNormal">The journey toward effortless elegance begins with smart fashion decisions. By choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">classic women dresses</span></strong> and incorporating a stunning <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">v neck satin dress</span></strong> into your collection, you position yourself to enjoy timeless sophistication for years to come.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/alien-graphic-shirt-for-men-summer-street-style-casual-tee">graphic shirts for men</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/kimono-jacket-royal-resort">kimono style jackets</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/zhizou-women-brown-sweatpants-baggy-leopard-patchwork-pants-harajuku-aesthetic-2000s-style-y2k-vintage-oversize-trousers-autumn">oversized sweatpants womens</a></span><o:p></o:p></b></p>]]> </content:encoded>
</item>

<item>
<title>Classic Women Dresses: The Timeless Fashion Investment You Cannot Afford to Miss</title>
<link>https://news.bangboxonline.com/classic-women-dresses-the-timeless-fashion-investment-you-cannot-afford-to-miss-71830</link>
<guid>https://news.bangboxonline.com/classic-women-dresses-the-timeless-fashion-investment-you-cannot-afford-to-miss-71830</guid>
<description><![CDATA[ Explore classic women dresses and chic fashion styles paired with trendy outerwear. This stylish women&#039;s leather jacket offers timeless appeal, streetwear-inspired flair, and versatile layering options—making it the perfect choice for casual outings and modern everyday looks. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33c67e72e85.jpg" length="39834" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:21:01 +0500</pubDate>
<dc:creator>winstarmarketing</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Fashion trends may come and go, but true style remains forever. If you have been searching for a wardrobe upgrade that combines sophistication, versatility, and lasting appeal, now is the perfect time to explore <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://winstarmarketing.shop/products/women-s-classic-leather-jacket-chic-streetwear-outerwear"><b>classic women dresses</b></a></span></strong>. These timeless pieces have captivated fashion enthusiasts for generations, offering effortless elegance that never fades. Whether you're attending a special occasion, a corporate event, or a casual gathering, choosing the right dress can instantly elevate your confidence and transform your appearance.<o:p></o:p></p>
<p class="MsoNormal">At Winstar Marketing, we understand that every woman deserves clothing that makes her feel empowered, stylish, and unforgettable. That is why investing in timeless fashion has never been more important.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Timeless Fashion Continues to Dominate<o:p></o:p></b></p>
<p class="MsoNormal">The fashion industry constantly introduces new styles, yet certain designs consistently remain at the forefront of women's wardrobes. The reason is simple: timeless dresses deliver unmatched versatility. They seamlessly adapt to changing trends while maintaining their sophisticated appeal.<o:p></o:p></p>
<p class="MsoNormal">Instead of filling your closet with short-lived fashion pieces, imagine owning dresses that remain relevant year after year. This approach not only enhances your style but also provides exceptional value for your investment. A carefully selected timeless dress becomes your trusted choice for countless occasions, eliminating the stress of deciding what to wear.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Luxury Without Compromise<o:p></o:p></b></p>
<p class="MsoNormal">Modern consumers demand more from their clothing than ever before. They seek comfort, quality, and visual appeal all in one package. Premium materials, expert craftsmanship, and flattering silhouettes work together to create garments that feel as incredible as they look.<o:p></o:p></p>
<p class="MsoNormal">One standout option that continues to gain attention is the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://winstarmarketing.shop/products/womens-v-neck-satin-loose-fit-midi-dress-beach-to-commute"><b>v neck satin dress</b></a></span></strong>. Its sleek texture, graceful drape, and universally flattering neckline create a luxurious appearance that instantly commands attention. Whether styled with elegant accessories or worn as a statement piece, this wardrobe essential offers endless possibilities for fashion-forward women.<o:p></o:p></p>
<p class="MsoNormal"><b>Make Every Occasion Extraordinary<o:p></o:p></b></p>
<p class="MsoNormal">One of the greatest advantages of timeless dresses is their remarkable adaptability. A single elegant dress can transition effortlessly from daytime sophistication to evening glamour. This flexibility makes them an essential addition to any wardrobe.<o:p></o:p></p>
<p class="MsoNormal">Picture yourself attending a business function, wedding celebration, dinner party, or social gathering while feeling completely confident in your appearance. The right dress allows you to stand out without appearing overdone. It enhances your natural beauty while providing the polished look that every modern woman desires.<o:p></o:p></p>
<p class="MsoNormal">This level of versatility is precisely why timeless fashion continues to outperform rapidly changing trends.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Your Confidence Instantly<o:p></o:p></b></p>
<p class="MsoNormal">Fashion is more than clothing; it is a powerful form of self-expression. What you wear influences how you feel, how you present yourself, and how others perceive you. A beautifully designed dress has the ability to transform your mindset and boost your confidence from the moment you put it on.<o:p></o:p></p>
<p class="MsoNormal">Women everywhere are rediscovering the value of investing in quality pieces that consistently deliver outstanding results. By choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">classic women dresses</span></strong>, you gain access to fashion solutions that remain elegant regardless of season, trend, or occasion.<o:p></o:p></p>
<p class="MsoNormal">This confidence translates into every aspect of life, helping you make memorable impressions wherever you go.<o:p></o:p></p>
<p class="MsoNormal"><b>The Secret Behind Lasting Style Success<o:p></o:p></b></p>
<p class="MsoNormal">Many shoppers make the mistake of focusing solely on trends. While trendy items may generate short-term excitement, they often lose relevance quickly. Timeless fashion offers a smarter alternative.<o:p></o:p></p>
<p class="MsoNormal">High-quality dresses provide longevity, making them a practical and stylish investment. Their enduring appeal allows you to enjoy repeated wear without worrying about becoming outdated. This creates a wardrobe built on reliability, sophistication, and effortless beauty.<o:p></o:p></p>
<p class="MsoNormal">At <b><a href="https://winstarmarketing.shop/">Winstar Marketing</a></b>, our focus remains on helping customers discover fashion choices that combine style, functionality, and long-term value.<o:p></o:p></p>
<p class="MsoNormal"><b>Luxury Meets Modern Sophistication<o:p></o:p></b></p>
<p class="MsoNormal">Today's fashion-conscious women seek garments that offer both elegance and contemporary appeal. A carefully crafted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">v neck satin dress</span></strong> perfectly balances these qualities. Its refined silhouette creates a graceful appearance, while the luxurious fabric adds a touch of glamour that never goes unnoticed.<o:p></o:p></p>
<p class="MsoNormal">This unique combination makes it suitable for everything from formal events to upscale dinners. It is the type of wardrobe staple that consistently delivers compliments and helps create unforgettable fashion moments.<o:p></o:p></p>
<p class="MsoNormal">When timeless design meets premium craftsmanship, the result is a garment that exceeds expectations.<o:p></o:p></p>
<p class="MsoNormal"><b>Act Now Before You Miss Out<o:p></o:p></b></p>
<p class="MsoNormal">Fashion opportunities do not wait forever. As more women embrace timeless style solutions, demand for premium dresses continues to grow. Waiting too long could mean missing the chance to secure pieces that elevate your wardrobe and redefine your personal style.<o:p></o:p></p>
<p class="MsoNormal">Now is the ideal moment to refresh your collection with garments designed to deliver lasting elegance and exceptional versatility. Every day spent postponing your decision is another day without the confidence and sophistication that timeless fashion provides.<o:p></o:p></p>
<p class="MsoNormal">Winstar Marketing is committed to helping women embrace style choices that offer beauty, value, and long-term satisfaction.<o:p></o:p></p>
<p class="MsoNormal"><b>Transform Your Wardrobe Today<o:p></o:p></b></p>
<p class="MsoNormal">The journey toward effortless elegance begins with smart fashion decisions. By choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">classic women dresses</span></strong> and incorporating a stunning <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">v neck satin dress</span></strong> into your collection, you position yourself to enjoy timeless sophistication for years to come.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/alien-graphic-shirt-for-men-summer-street-style-casual-tee">graphic shirts for men</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/kimono-jacket-royal-resort">kimono style jackets</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/zhizou-women-brown-sweatpants-baggy-leopard-patchwork-pants-harajuku-aesthetic-2000s-style-y2k-vintage-oversize-trousers-autumn">oversized sweatpants womens</a></span><o:p></o:p></b></p>]]> </content:encoded>
</item>

<item>
<title>Classic Women Dresses: The Timeless Fashion Investment You Cannot Afford to Miss</title>
<link>https://news.bangboxonline.com/classic-women-dresses-the-timeless-fashion-investment-you-cannot-afford-to-miss</link>
<guid>https://news.bangboxonline.com/classic-women-dresses-the-timeless-fashion-investment-you-cannot-afford-to-miss</guid>
<description><![CDATA[ Explore classic women dresses and chic fashion styles paired with trendy outerwear. This stylish women&#039;s leather jacket offers timeless appeal, streetwear-inspired flair, and versatile layering options—making it the perfect choice for casual outings and modern everyday looks. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33c67e72e85.jpg" length="39834" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:21:00 +0500</pubDate>
<dc:creator>winstarmarketing</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Fashion trends may come and go, but true style remains forever. If you have been searching for a wardrobe upgrade that combines sophistication, versatility, and lasting appeal, now is the perfect time to explore <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://winstarmarketing.shop/products/women-s-classic-leather-jacket-chic-streetwear-outerwear"><b>classic women dresses</b></a></span></strong>. These timeless pieces have captivated fashion enthusiasts for generations, offering effortless elegance that never fades. Whether you're attending a special occasion, a corporate event, or a casual gathering, choosing the right dress can instantly elevate your confidence and transform your appearance.<o:p></o:p></p>
<p class="MsoNormal">At Winstar Marketing, we understand that every woman deserves clothing that makes her feel empowered, stylish, and unforgettable. That is why investing in timeless fashion has never been more important.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Timeless Fashion Continues to Dominate<o:p></o:p></b></p>
<p class="MsoNormal">The fashion industry constantly introduces new styles, yet certain designs consistently remain at the forefront of women's wardrobes. The reason is simple: timeless dresses deliver unmatched versatility. They seamlessly adapt to changing trends while maintaining their sophisticated appeal.<o:p></o:p></p>
<p class="MsoNormal">Instead of filling your closet with short-lived fashion pieces, imagine owning dresses that remain relevant year after year. This approach not only enhances your style but also provides exceptional value for your investment. A carefully selected timeless dress becomes your trusted choice for countless occasions, eliminating the stress of deciding what to wear.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Luxury Without Compromise<o:p></o:p></b></p>
<p class="MsoNormal">Modern consumers demand more from their clothing than ever before. They seek comfort, quality, and visual appeal all in one package. Premium materials, expert craftsmanship, and flattering silhouettes work together to create garments that feel as incredible as they look.<o:p></o:p></p>
<p class="MsoNormal">One standout option that continues to gain attention is the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://winstarmarketing.shop/products/womens-v-neck-satin-loose-fit-midi-dress-beach-to-commute"><b>v neck satin dress</b></a></span></strong>. Its sleek texture, graceful drape, and universally flattering neckline create a luxurious appearance that instantly commands attention. Whether styled with elegant accessories or worn as a statement piece, this wardrobe essential offers endless possibilities for fashion-forward women.<o:p></o:p></p>
<p class="MsoNormal"><b>Make Every Occasion Extraordinary<o:p></o:p></b></p>
<p class="MsoNormal">One of the greatest advantages of timeless dresses is their remarkable adaptability. A single elegant dress can transition effortlessly from daytime sophistication to evening glamour. This flexibility makes them an essential addition to any wardrobe.<o:p></o:p></p>
<p class="MsoNormal">Picture yourself attending a business function, wedding celebration, dinner party, or social gathering while feeling completely confident in your appearance. The right dress allows you to stand out without appearing overdone. It enhances your natural beauty while providing the polished look that every modern woman desires.<o:p></o:p></p>
<p class="MsoNormal">This level of versatility is precisely why timeless fashion continues to outperform rapidly changing trends.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Your Confidence Instantly<o:p></o:p></b></p>
<p class="MsoNormal">Fashion is more than clothing; it is a powerful form of self-expression. What you wear influences how you feel, how you present yourself, and how others perceive you. A beautifully designed dress has the ability to transform your mindset and boost your confidence from the moment you put it on.<o:p></o:p></p>
<p class="MsoNormal">Women everywhere are rediscovering the value of investing in quality pieces that consistently deliver outstanding results. By choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">classic women dresses</span></strong>, you gain access to fashion solutions that remain elegant regardless of season, trend, or occasion.<o:p></o:p></p>
<p class="MsoNormal">This confidence translates into every aspect of life, helping you make memorable impressions wherever you go.<o:p></o:p></p>
<p class="MsoNormal"><b>The Secret Behind Lasting Style Success<o:p></o:p></b></p>
<p class="MsoNormal">Many shoppers make the mistake of focusing solely on trends. While trendy items may generate short-term excitement, they often lose relevance quickly. Timeless fashion offers a smarter alternative.<o:p></o:p></p>
<p class="MsoNormal">High-quality dresses provide longevity, making them a practical and stylish investment. Their enduring appeal allows you to enjoy repeated wear without worrying about becoming outdated. This creates a wardrobe built on reliability, sophistication, and effortless beauty.<o:p></o:p></p>
<p class="MsoNormal">At <b><a href="https://winstarmarketing.shop/">Winstar Marketing</a></b>, our focus remains on helping customers discover fashion choices that combine style, functionality, and long-term value.<o:p></o:p></p>
<p class="MsoNormal"><b>Luxury Meets Modern Sophistication<o:p></o:p></b></p>
<p class="MsoNormal">Today's fashion-conscious women seek garments that offer both elegance and contemporary appeal. A carefully crafted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">v neck satin dress</span></strong> perfectly balances these qualities. Its refined silhouette creates a graceful appearance, while the luxurious fabric adds a touch of glamour that never goes unnoticed.<o:p></o:p></p>
<p class="MsoNormal">This unique combination makes it suitable for everything from formal events to upscale dinners. It is the type of wardrobe staple that consistently delivers compliments and helps create unforgettable fashion moments.<o:p></o:p></p>
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<p class="MsoNormal">Fashion opportunities do not wait forever. As more women embrace timeless style solutions, demand for premium dresses continues to grow. Waiting too long could mean missing the chance to secure pieces that elevate your wardrobe and redefine your personal style.<o:p></o:p></p>
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<p class="MsoNormal"><b>Transform Your Wardrobe Today<o:p></o:p></b></p>
<p class="MsoNormal">The journey toward effortless elegance begins with smart fashion decisions. By choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">classic women dresses</span></strong> and incorporating a stunning <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">v neck satin dress</span></strong> into your collection, you position yourself to enjoy timeless sophistication for years to come.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/alien-graphic-shirt-for-men-summer-street-style-casual-tee">graphic shirts for men</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/kimono-jacket-royal-resort">kimono style jackets</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://winstarmarketing.shop/products/zhizou-women-brown-sweatpants-baggy-leopard-patchwork-pants-harajuku-aesthetic-2000s-style-y2k-vintage-oversize-trousers-autumn">oversized sweatpants womens</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>Cattle Feed Price Index Q1 2026: Chart, News, Trend and Forecast | ChemAnalyst</title>
<link>https://news.bangboxonline.com/cattle-feed-price-index-q1-2026</link>
<guid>https://news.bangboxonline.com/cattle-feed-price-index-q1-2026</guid>
<description><![CDATA[ According to ChemAnalyst, The global cattle feed prices experienced a notable upward trend during the first quarter of 2026 ]]></description>
<enclosure url="" length="39834" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:09:05 +0500</pubDate>
<dc:creator>ChemAnalyst</dc:creator>
<media:keywords>Cattle Feed Price</media:keywords>
<content:encoded><![CDATA[<p>According to <strong>ChemAnalyst</strong>, The global <a data-cke-saved-href="https://www.chemanalyst.com/Pricing-data/cattle-feed-2569" href="https://www.chemanalyst.com/Pricing-data/cattle-feed-2569" target="_blank" rel="noopener"><strong>cattle feed prices</strong></a> experienced a notable upward trend during the first quarter of 2026, supported by rising feedstock costs, inflationary pressures, and resilient livestock demand across major economies. Cattle feed remains a critical component of the beef and dairy industries, accounting for a substantial portion of livestock production expenses. During the quarter ending March 2026, market participants across North America, Asia-Pacific, and Europe observed varying pricing dynamics influenced by regional economic indicators, feed ingredient availability, consumer demand, and production costs.</p>
<p>Increasing costs of key feed ingredients such as soybean meal, corn, vitamins, minerals, and feed additives continued to shape market sentiment. While demand from livestock producers remained relatively stable, macroeconomic factors including inflation, labor market conditions, transportation expenses, and industrial activity played an important role in determining regional cattle feed price movements.</p>
<p><strong>North America Cattle Feed Prices: Rising Production Costs Support Market Growth</strong></p>
<p><strong>United States Cattle Feed Market Overview</strong></p>
<p>In the United States, the Cattle Feed Price Index increased quarter-over-quarter during Q1 2026, primarily driven by rising production expenses and higher operational costs across the livestock feed supply chain. The market remained fundamentally strong as feed manufacturers faced increasing costs for raw materials, transportation, labor, and processing.</p>
<p>One of the most significant contributors to the price increase was the rise in the Producer Price Index (PPI), which climbed by 4.0% in March 2026. The increase in producer prices translated directly into a higher Cattle Feed Production Cost Trend, as manufacturers incurred greater expenses for feed ingredients, energy consumption, packaging materials, and operational activities.</p>
<p>Transportation and logistics costs also placed upward pressure on cattle feed prices. Consumer prices increased by 3.3% during March 2026, resulting in elevated freight rates and distribution expenses. Since cattle feed products are bulky commodities requiring extensive transportation networks, increases in fuel and logistics costs significantly impacted overall pricing structures.</p>
<p><strong>Book A Demo for Cattle Feed Price: <a data-cke-saved-href="https://www.chemanalyst.com/Pricing-data/cattle-feed-2569" href="https://www.chemanalyst.com/Pricing-data/cattle-feed-2569">https://www.chemanalyst.com/Pricing-data/cattle-feed-2569</a></strong></p>
<p><strong>Strong Consumer Demand Supports Feed Consumption</strong></p>
<p>Demand-side fundamentals remained favorable throughout the quarter. Retail sales expanded by 4.0% in March 2026, reflecting healthy consumer spending patterns across the economy. Strong retail performance supported positive demand for beef and dairy products, encouraging livestock producers to maintain or increase herd productivity.</p>
<p>The cattle feed sector benefited from continued growth in premium protein consumption. A stable unemployment rate of 4.3% and a consumer confidence index of 91.8 demonstrated resilient economic conditions and sustained household purchasing power. As consumers continued spending on meat and dairy products, feed demand remained strong across commercial cattle operations.</p>
<p><strong>Industrial Activity Ensures Supply Stability</strong></p>
<p>Supply availability remained largely stable despite rising costs. Industrial production increased by 0.7% in March 2026, while manufacturing activity continued expanding during the quarter. These developments helped maintain a reliable supply of feed additives, nutritional supplements, and processing materials essential for feed manufacturing.</p>
<p>Overall, the U.S. cattle feed market experienced balanced fundamentals, characterized by stable supply conditions and robust demand. However, increasing production and transportation expenses ultimately pushed prices upward during the quarter.</p>
<p><strong>North America Market Outlook</strong></p>
<p>Looking ahead, the North American cattle feed market is expected to remain supported by stable livestock production and healthy meat consumption trends. However, future price movements will largely depend on feed grain availability, energy costs, transportation expenses, and inflationary developments. Any fluctuations in soybean meal and corn markets could further influence cattle feed pricing throughout the coming quarters.</p>
<p><strong>APAC Cattle Feed Prices: Soybean Meal Costs Drive Market Expansion</strong></p>
<p><strong>China Cattle Feed Market Overview</strong></p>
<p>The Asia-Pacific cattle feed market recorded a positive pricing trend during Q1 2026, with China emerging as a key contributor to regional market growth. The Cattle Feed Price Index increased quarter-over-quarter due primarily to elevated soybean meal feedstock costs, which significantly impacted feed manufacturing expenses.</p>
<p>Soybean meal remains one of the most important protein sources used in cattle feed formulations. Rising prices for soybean-derived products increased procurement costs for feed producers, ultimately pushing market prices higher during the quarter.</p>
<p>Additionally, the Producer Price Index rose by 0.5% in March 2026, contributing to an increase in the Cattle Feed Production Cost Trend. Although the increase was moderate compared to North America, it reflected growing cost pressures across China's manufacturing and agricultural sectors.</p>
<p><strong>Demand Conditions Remain Stable</strong></p>
<p>The Chinese cattle feed market maintained relatively stable demand throughout the quarter. The Consumer Price Index increased by 1.0% in March 2026, indicating moderate inflation and relatively balanced purchasing conditions.</p>
<p>As a result, the Cattle Feed Demand Outlook remained stable, supported by consistent livestock production and steady demand from dairy and beef farming operations. Producers continued purchasing feed products to maintain productivity levels and support herd expansion initiatives where economically viable.</p>
<p><strong>Industrial Growth Supports Feed Supply</strong></p>
<p>One of the strongest positive indicators for the Chinese market was industrial production growth, which increased by 5.7% during March 2026. Strong manufacturing activity helped ensure adequate production capacity and efficient supply chain operations for feed ingredients and additives.</p>
<p>The expansion in industrial activity provided stability to supply networks and minimized disruptions across the feed manufacturing sector. This allowed producers to meet market requirements despite rising input costs.</p>
<p><strong>Economic Challenges Limit Market Momentum</strong></p>
<p>Despite stable demand and strong industrial activity, certain macroeconomic indicators created headwinds for the market. Retail sales grew by only 1.7% during March 2026, reflecting relatively cautious consumer spending behavior.</p>
<p>Additionally, unemployment increased to 5.4%, creating concerns regarding future consumption growth and livestock sector expansion. Higher unemployment can potentially reduce consumer spending on premium protein products, which may indirectly influence cattle feed demand over time.</p>
<p>Consumer confidence stood at 91.6 in February 2026, while manufacturing activity continued expanding throughout March. These factors provided mixed signals, balancing optimism regarding industrial growth with caution regarding household spending trends.</p>
<p><strong>APAC Market Outlook</strong></p>
<p>The APAC cattle feed market is expected to remain sensitive to feedstock pricing, particularly soybean meal and corn costs. Continued industrial expansion and stable livestock production should support demand, while fluctuations in agricultural commodity markets may influence pricing trends. China is likely to remain the dominant regional market, with supply chain efficiency and feed ingredient availability playing critical roles in future market developments.</p>
<p><strong>Get Real Time Online for Cattle Feed prices: <a data-cke-saved-href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cattle%20Feed" href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cattle%20Feed">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cattle%20Feed</a></strong> </p>
<p><strong>Europe Cattle Feed Prices: Cost Pressures Persist Amid Weak Consumer Sentiment</strong></p>
<p><strong>Germany Cattle Feed Market Overview</strong></p>
<p>The European cattle feed market also experienced price increases during Q1 2026, with Germany reporting higher cattle feed prices driven primarily by rising upstream production costs. Although overall economic growth remained subdued, elevated manufacturing and agricultural expenses continued supporting higher feed prices.</p>
<p>Producer pricing conditions presented a mixed picture. While producer prices declined by 0.2% in March 2026, upstream production expenses associated with feed ingredients, energy consumption, and logistics remained elevated enough to sustain upward pressure on cattle feed pricing.</p>
<p><strong>Inflation Continues to Influence Market Costs</strong></p>
<p>Consumer inflation reached 2.7% in March 2026, creating additional cost burdens across the supply chain. Higher inflation contributed to increased transportation expenses, packaging costs, labor expenditures, and operational overheads for feed manufacturers.</p>
<p>As a result, many producers adjusted selling prices to preserve margins and offset rising business costs. Inflation remained one of the most influential drivers shaping the European cattle feed market during the quarter.</p>
<p><strong>Weak Consumer Confidence Creates Market Uncertainty</strong></p>
<p>Unlike North America and parts of Asia, European consumer sentiment remained relatively weak during Q1 2026. Germany's consumer confidence index fell to -24.7 in March 2026, highlighting ongoing concerns regarding economic conditions and household spending.</p>
<p>Lower consumer confidence often translates into cautious purchasing behavior, which may impact demand for beef and dairy products over the longer term. Consequently, cattle feed demand growth remained somewhat restrained despite ongoing livestock production requirements.</p>
<p><strong>Stable Labor Market Supports Livestock Sector</strong></p>
<p>Despite weaker consumer sentiment, labor market conditions remained favorable. Germany's unemployment rate stood at 4.2% in February 2026, indicating continued employment stability.</p>
<p>A healthy labor market helped prevent significant declines in meat and dairy consumption, supporting baseline demand for livestock feed products. However, demand growth remained modest compared to other major regions.</p>
<p><strong>Industrial Production Remains Flat</strong></p>
<p>Industrial production remained unchanged at 0.0% in February 2026, reflecting limited manufacturing momentum. Meanwhile, retail sales increased by only 0.7%, indicating relatively subdued consumer activity.</p>
<p>The combination of stagnant industrial output and modest retail growth limited the potential for stronger cattle feed demand expansion. Nevertheless, higher production costs and inflationary pressures continued supporting upward price movements during the quarter.</p>
<p><strong>Europe Market Outlook</strong></p>
<p>The European cattle feed market is expected to face a complex operating environment characterized by moderate demand growth and ongoing cost pressures. Future pricing trends will likely depend on inflation levels, feed grain availability, energy costs, and overall economic confidence. Market participants will continue monitoring livestock sector performance and consumer spending trends to assess demand prospects throughout 2026.</p>
<p><strong>Global Cattle Feed Market Outlook for 2026</strong></p>
<p>The global cattle feed market entered 2026 with generally bullish pricing momentum across major regions. Rising production costs emerged as the most consistent driver across North America, APAC, and Europe, while regional demand fundamentals varied considerably.</p>
<p>In North America, strong consumer spending and robust livestock demand supported higher prices. In China and the broader APAC region, elevated soybean meal costs and industrial growth played central roles in market expansion. Meanwhile, Europe experienced price increases primarily due to inflationary pressures and higher upstream costs despite weaker consumer confidence.</p>
<p><strong>Looking forward, several factors will continue influencing global cattle feed prices:</strong></p>
<ul>
<li>Feedstock prices for corn, soybean meal, and protein supplements.</li>
<li>Transportation and logistics costs.</li>
<li>Inflation and producer price trends.</li>
<li>Industrial production and manufacturing activity.</li>
<li>Consumer demand for beef and dairy products.</li>
<li>Livestock herd expansion and production levels.</li>
<li>Global agricultural commodity supply conditions.</li>
</ul>
<p>As feed manufacturers and livestock producers navigate evolving economic conditions, cattle feed prices are expected to remain closely tied to raw material markets and broader macroeconomic developments throughout 2026. The combination of resilient demand and persistent cost pressures suggests that the cattle feed market will continue experiencing active price movements in the coming quarters.</p>
<p></p>
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<p></p>]]> </content:encoded>
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<title>Business Consultancy in Mumbai | Management Consulting Firms in Mumbai | Ma Foi</title>
<link>https://news.bangboxonline.com/business-consultancy-in-mumbai-management-consulting-firms-in-mumbai-ma-foi</link>
<guid>https://news.bangboxonline.com/business-consultancy-in-mumbai-management-consulting-firms-in-mumbai-ma-foi</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="39834" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:02:27 +0500</pubDate>
<dc:creator>Ma Foi</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><spanopen sans",arial;font-weight:normal;font-style:normal;color:#37404e;"="" data-sheets-root="1">Looking for Management Consulting firms in Mumbai? Ma Foi Business Consulting is one of the best Management Consulting firms in Mumbai provides consulting advisory services to deliver high quality consulting services, mainly for small and medium enterprises. Enquire Now!</spanopen></p>
<p><span data-sheets-root="1"><a class="in-cell-link" href="https://www.mafoibusinessconsulting.com/business-consultancy-in-mumbai/" target="_blank" rel="noopener"><span></span></a><a class="in-cell-link" target="_blank" href="https://www.mafoibusinessconsulting.com/business-consultancy-in-mumbai/" rel="noopener">https://www.mafoibusinessconsulting.com/business-consultancy-in-mumbai/</a></span></p>]]> </content:encoded>
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<title>Choosing the Right Commercial Painting Companies Miami FL for Your Property</title>
<link>https://news.bangboxonline.com/choosing-the-right-commercial-painting-companies-miami-fl-for-your-property</link>
<guid>https://news.bangboxonline.com/choosing-the-right-commercial-painting-companies-miami-fl-for-your-property</guid>
<description><![CDATA[ The appearance of a commercial building plays a major role in how customers, tenants, and visitors view a business. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33c1e23c497.jpg" length="87593" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 15:01:19 +0500</pubDate>
<dc:creator>lugopainting</dc:creator>
<media:keywords>commercial painting companies Miami FL</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The appearance of a commercial building plays a major role in how customers, tenants, and visitors view a business. A well-maintained property creates a positive first impression, while faded paint, peeling surfaces, and visible wear can negatively impact a company's image. This is why many property owners rely on professional </span><strong><a href="https://lugopainting.com/commercial-painting-services-miami/">commercial painting companies Miami FL</a></strong><span> to keep their buildings looking their best.</span></p>
<p dir="ltr"><span>Whether it's an office building, retail center, warehouse, condominium, or industrial facility, professional painting services help protect and improve commercial properties throughout Miami.</span></p>
<h2 dir="ltr"><span>Why Commercial Painting Is More Than Appearance</span></h2>
<p dir="ltr"><span>Many people think painting is only about improving aesthetics, but it also serves as an important layer of protection. Miami's climate exposes buildings to intense sunlight, heavy rain, humidity, and salt air, all of which can cause exterior surfaces to deteriorate over time.</span></p>
<p dir="ltr"><span>A high-quality paint system helps protect surfaces from:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Moisture damage</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>UV exposure</span></p>
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<p dir="ltr" role="presentation"><span>Mold and mildew growth</span></p>
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<p dir="ltr" role="presentation"><span>Surface deterioration</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Premature aging and wear</span></p>
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</ul>
<p dir="ltr"><span>Working with experienced </span><span>commercial painting companies Miami FL</span><span> ensures that the right products and techniques are used to maximize durability and performance.</span></p>
<h2 dir="ltr"><span>Benefits of Professional Commercial Painting Services</span></h2>
<p dir="ltr"><span>Investing in professional painting services provides several advantages for property owners and managers.</span></p>
<p dir="ltr"><span>These benefits include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved curb appeal</span></p>
</li>
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<p dir="ltr" role="presentation"><span>Increased property value</span></p>
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<p dir="ltr" role="presentation"><span>Better protection against weather damage</span></p>
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<p dir="ltr"><span>Regular painting maintenance can also help identify potential issues such as cracks, water intrusion, or surface deterioration before they become costly repairs.</span></p>
<h2 dir="ltr"><span>What to Look for in a Commercial Painting Contractor</span></h2>
<p dir="ltr"><span>Choosing the right </span><span>commercial painting company Miami FL</span><span> requires careful consideration. Not all contractors have the experience, equipment, or expertise needed for large-scale commercial projects.</span></p>
<p dir="ltr"><span>Property owners should look for a company that offers:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Extensive commercial painting experience</span></p>
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<p dir="ltr" role="presentation"><span>High-quality materials and coatings</span></p>
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</ul>
<p dir="ltr"><span>A professional </span><span>commercial painting company Miami FL</span><span> will also work efficiently to minimize disruptions to daily business operations while maintaining high standards of workmanship.</span></p>
<h2 dir="ltr"><span>Why Businesses Trust Lugo Painting &amp; Restoration</span></h2>
<p dir="ltr"><span>At Lugo Painting &amp; Restoration, we understand that commercial properties require more than just a fresh coat of paint. Our team focuses on delivering durable, attractive finishes that help protect buildings from Miami's demanding environmental conditions.</span></p>
<p dir="ltr"><span>We work closely with property owners, managers, and facility teams to develop customized painting solutions that meet each project's unique needs. From exterior building painting to interior commercial spaces, we are committed to providing quality results that last.</span></p>
<p dir="ltr"><span>As one of the trusted </span><span>commercial painting companies Miami FL</span><span>, we take pride in helping businesses maintain professional and well-protected properties.</span></p>
<h2 dir="ltr"><span>Invest in Your Property's Appearance and Protection</span></h2>
<p dir="ltr"><span>Commercial painting is an investment that benefits both the appearance and longevity of a building. With proper planning, quality materials, and skilled workmanship, property owners can improve curb appeal while protecting their investment from future damage.</span></p>
<p dir="ltr"><span>If you're searching for reliable </span><span>commercial painting companies Miami FL</span><span> or an experienced </span><span>commercial painting company Miami FL,</span><span> Lugo Painting &amp; Restoration is ready to help keep your property looking its best.</span></p>]]> </content:encoded>
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<title>How Can Oral Surgery Address Long&#45;Term Dental Problems?</title>
<link>https://news.bangboxonline.com/how-can-oral-surgery-address-long-term-dental-problems</link>
<guid>https://news.bangboxonline.com/how-can-oral-surgery-address-long-term-dental-problems</guid>
<description><![CDATA[ How Can Oral Surgery Address Long-Term Dental Problems? ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33bf8248edd.jpg" length="31054" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 14:51:12 +0500</pubDate>
<dc:creator>liamjohn</dc:creator>
<media:keywords>louisville oral surgery</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Trouble with teeth lasting years doesn’t just change how you look. Eating gets harder, talking might shift, confidence during gatherings sometimes slips away. Brushing daily and dentist visits stop plenty of mouth troubles. Yet certain issues grow beyond standard fixes. This is when cutting into the gums or removing parts becomes necessary instead.</span></p>
<p dir="ltr"><span>Starting with worn-down teeth, treatment moves into place when daily struggles signal deeper trouble. Healing follows once hidden damage gets proper care, because timing often shapes results. From jaw shifts to silent infections, fixes emerge where pain used to live. Solutions appear not by chance, yet through precise steps taken over weeks. When chewing becomes hard work, realignment brings quiet relief. Past neglect finds correction in structured repair. With each case different, methods adapt - sometimes cutting is needed, sometimes reshaping wins. Progress shows up slowly, then all at once.</span></p>
<h2 dir="ltr"><span>Long Term Dental Issues Explained</span></h2>
<h3 dir="ltr"><span>Long Term Dental Problems Explained?</span></h3>
<p dir="ltr"><span>Months stretch into years when mouth troubles refuse to fade. Left alone, these concerns grow heavier with each passing day. Severe rot in teeth shows up regularly among such lasting struggles. Gaps where teeth once stood stay empty longer than expected. Bone beneath gums sometimes shrinks slowly without warning. Teeth stuck beneath the surface rarely find their way out naturally. Infections that never fully quit tend to linger without clear resolution.</span></p>
<p dir="ltr"><span>A tiny flaw in a wall might seem harmless at first. Yet given time without attention, that gap could weaken everything around it. Much like teeth - when left unchecked, minor issues grow. One overlooked spot may slowly disrupt the whole mouth.</span></p>
<h3 dir="ltr"><span>Chronic dental problems often come from repeated poor hygiene habits long term sugar use smoking genetics and irregular dentist visits</span></h3>
<p dir="ltr"><span>Several factors can contribute to long-term dental issues, including:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Poor oral hygiene</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Untreated cavities</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Gum disease</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Tooth loss</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Trauma or injury</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Genetic conditions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Teeth grinding</span></p>
</li>
</ul>
<p dir="ltr"><span>If things get worse, a trip to the oral surgeon might be what works best.</span></p>
<h2 dir="ltr"><span>Oral Surgery Explained?</span></h2>
<h3 dir="ltr"><span>Oral Surgery Procedures</span></h3>
<p dir="ltr"><span>Teeth pulled because they’re stuck beneath gums. Jaws fixed when broken from accidents. Infections drained near tooth roots. Bone added where implants need support. Cysts removed from inside jaws. Gums reshaped if too thick or uneven. Tumors taken out before spreading further. Nerves repaired after dental injuries. Bite alignment corrected through jaw repositioning</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Tooth extractions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Wisdom tooth removal</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Dental implant placement</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Bone grafting</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Jaw surgery</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Treatment of oral infections</span></p>
</li>
</ul>
<p dir="ltr"><span>When regular dental care falls short, these steps step in to fix mouth problems. A different path opens up once standard methods stop working. Fixing teeth sometimes means going beyond the usual fixes dentists try first. Once common treatments fail, another option takes their place. Mouth health can still improve even after typical approaches run out. These actions come into play when nothing else does the job.</span></p>
<h3 dir="ltr"><span>Oral Surgery When Needed</span></h3>
<p dir="ltr"><span>When nearby teeth, gums, or jawbone are at risk, oral surgery might come into play. Should discomfort, swelling, or missing teeth start interfering with everyday routines, it could become unavoidable.</span></p>
<h2 dir="ltr"><span>Oral Surgery Addresses Ongoing Tooth Issues</span></h2>
<h3 dir="ltr"><span>Treating Very Badly Damaged Teeth</span></h3>
<p dir="ltr"><span>When a tooth suffers severe damage from rot, injury, or sickness, it might not heal. Then, removing it through surgery could be what works best.</span></p>
<p dir="ltr"><span>Out of nowhere, pulling a troublesome tooth stops pain fast. Infection finds no place to spread when that source is gone. A clearer path opens up for what comes next in care.</span></p>
<h3 dir="ltr"><span>Managing Impacted Teeth</span></h3>
<p dir="ltr"><span>Stuck teeth, often the last molars, sometimes stay hidden under gum tissue. As days pass, discomfort might show up, along with puffiness or soreness. In some cases, bacteria find their way in, leading to infection. Nearby teeth could feel the pressure, slowly getting harmed without warning.</span></p>
<p dir="ltr"><span>When teeth pose future risks, removing them through oral surgery helps avoid worse problems down the line.</span></p>
<h3 dir="ltr"><span>Correcting Jaw Problems</span></h3>
<p dir="ltr"><span>Teeth grinding might follow when the jaw sits off track, bringing long-term pain along for the ride. Chewing turns tricky because things just do not line up right. Headaches show up out of nowhere, sticking around more than they should. Uneven pressure means enamel wears down faster, sometimes without warning.</span></p>
<p dir="ltr"><span>Sometimes, fixing the jaw helps teeth fit together better while bringing back normal movement. It does more than boost mouth health - symmetry of the face often shifts into better harmony too.</span></p>
<h2 dir="ltr"><span>Dental Implants For Lasting Use</span></h2>
<h3 dir="ltr"><span>Replacing Missing Teeth</span></h3>
<p dir="ltr"><span>Teeth gone missing? That's a frequent dental issue many face over time. Looks aside, losing a tooth might weaken jawbone strength while neighboring teeth slowly drift out of place.</span></p>
<p dir="ltr"><span>Rooted deep, dental implants swap out missing teeth from base to tip. Not like wobbly false teeth, these fuse with bone over time instead. Strength comes naturally once they settle into place.</span></p>
<h3 dir="ltr"><span>Better Chewing Strength With Implants</span></h3>
<h4 dir="ltr"><span>Long-Lasting Results</span></h4>
<p dir="ltr"><span>Most dental implants stick around a long time when looked after well.</span></p>
<h4 dir="ltr"><span>Improved Function</span></h4>
<p dir="ltr"><span>With a mouth full of comfort, smiling comes naturally. Talking flows without worry. Eating feels normal again.</span></p>
<h4 dir="ltr"><span>Bone Preservation</span></h4>
<p dir="ltr"><span>Bone stays stronger when implants keep it active.</span></p>
<p dir="ltr"><span>Starting with a missing tooth, some people in </span><a href="https://502oms.com/"><span>louisville oral surgery</span></a><span> pick surgical implants. These replacements act like real teeth - steady, strong. Not every option works so well over time. Because of how they bond with bone, implants stand out among fixes you can get now. Most folks who go through the procedure say it feels normal after healing.</span></p>
<h2 dir="ltr"><span>Bone Grafting and Jawbone Preservation</span></h2>
<h3 dir="ltr"><span>Why Bones Lose Density Over Time</span></h3>
<p dir="ltr"><span>Over time, without a tooth root to push against it, the jawbone begins to lose density. Because that pressure disappears, the bone slowly wastes away.</span></p>
<p dir="ltr"><span>When bones weaken, fixing teeth later becomes harder - sometimes shifting how the face looks. Loss of density alters structure over time, creating challenges unseen at first.</span></p>
<h3 dir="ltr"><span>How Bone Grafting Works</span></h3>
<p dir="ltr"><span>Where bone has worn away, rebuilding happens through grafting. A firmer base forms for implants once the area heals. Jaw shape stays steady when support is restored afterward.</span></p>
<p dir="ltr"><span>When bone is rebuilt, treatment options open up - ones that might have stayed out of reach before.</span></p>
<h2 dir="ltr"><span>Oral Surgery For Gum And Bone Health</span></h2>
<h3 dir="ltr"><span>Preventing Further Damage</span></h3>
<p dir="ltr"><span>When gums get really bad, they might harm the parts holding teeth in place. To save what is still okay, surgery could clean out the damaged bits instead of leaving them.</span></p>
<p dir="ltr"><span>Fixing problems fast stops teeth from falling out, boosting mouth health down the road. Early care shifts results toward stronger smiles years later. Spotting trouble soon shapes a better future for gums and enamel alike.</span></p>
<h3 dir="ltr"><span>Supporting Future Restorations</span></h3>
<p dir="ltr"><span>Most times, oral surgery sets things up so later repairs can work better. Ridge preservation, lifting sinuses, or adding bone - these shape the mouth to support what comes next. What happens early shapes how well healing follows.</span></p>
<p dir="ltr"><span>When someone has lost most teeth, solutions such as </span><a href="https://502oms.com/oral-surgery-procedures/dental-implants/all-on-4-dental-implants/"><span>All on 4 dental implants Louisville KY</span></a><span> offer complete arch support using carefully positioned anchors. Yet stability often depends on how well the jaw accepts these fixtures over time. Some find eating easier afterward, while others notice changes in speech at first. Placement precision matters more than number when it comes to long-term function. Each case shifts slightly based on bone density and healing patterns. Success shows up differently across individuals even with identical procedures.</span></p>
<h2 dir="ltr"><span>Recovery and Lasting Advantages</span></h2>
<h3 dir="ltr"><span>Healing Process</span></h3>
<p dir="ltr"><span>Some healing time depends on what surgery was done. A couple of days might bring slight puffiness, maybe some soreness too - though today’s methods tend to speed things up.</span></p>
<p dir="ltr"><span>Healing well after surgery depends on sticking to the guidelines given. When recovery steps are followed, outcomes tend to improve without extra effort.</span></p>
<h3 dir="ltr"><span>Lasting Improvements in Oral Health</span></h3>
<p dir="ltr"><span>Most folks find that fixing dental issues by mouth surgery brings perks lasting way past quick fixes. Relief shows up not just right after but keeps giving through better daily function</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduced pain and discomfort</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved chewing ability</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better speech function</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Enhanced appearance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Greater confidence</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved overall oral health</span></p>
</li>
</ul>
<p dir="ltr"><span>Over time, changes like these tend to make daily living feel easier.</span></p>
<h2 dir="ltr"><span>How to Pick an Oral Surgeon</span></h2>
<p dir="ltr"><span>Success often begins with choosing an oral surgeon who knows their way around complex cases. One worth considering provides full checkups, uses up-to-date tools, yet still treats each person like no two are alike.</span></p>
<p dir="ltr"><span>Most times, a dentist trained in surgery shapes care steps that fit just you, aiming toward steady mouth wellness down the road.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Most times, regular dentistry falls short when it comes to deep dental troubles. Fixing broken teeth often needs more than just fillings - sometimes cuts are required. Wisdom teeth stuck beneath the gums create pressure, so removal brings relief. Jaw misalignment? That might need reshaping done by hand under supervision. Bone shrinking after tooth loss changes facial shape slowly. Implants step in there, holding structure steady over time. Missing parts get replaced not just for looks but for chewing ease too. Problems buried underneath demand attention most avoid until pain speaks up. Healing these core spots lifts how people feel while eating, talking, smiling. Confidence grows quietly once discomfort fades week after week. Smiles become stronger when foundations heal right down below.</span></p>
<h2 dir="ltr"><span>FAQs</span></h2>
<h3 dir="ltr"><span>1. What dental problems typically require oral surgery?</span></h3>
<p dir="ltr"><span>Teeth stuck beneath the gums show up often. Severe rot forms when cavities go too far. Jaw problems arise if alignment drifts off track. Bone begins to fade without stimulation nearby. Gaps appear where teeth are gone. Gum issues reach a critical stage over time.</span></p>
<h3 dir="ltr"><span>2. Are dental implants considered oral surgery?</span></h3>
<p dir="ltr"><span>True, putting in dental implants means surgery where posts go straight into the jawbone.</span></p>
<h3 dir="ltr"><span>3. How long does it take to recover from oral surgery?</span></h3>
<p dir="ltr"><span>Healing times shift based on what was done, yet most people find their rhythm again fast - sometimes just a couple days. Others take up to seven before things feel routine.</span></p>
<h3 dir="ltr"><span>4. Maybe mouth operations stop later tooth troubles.</span></h3>
<p dir="ltr"><span>True. When infection takes hold, removing it through surgical means often brings relief. Missing teeth? They can go back in with replacements that fit right. Bone loss isn’t always permanent - some procedures rebuild what's gone. Problems down the road might stop before they even start.</span></p>
<h3 dir="ltr"><span>5. Is oral surgery painful?</span></h3>
<p dir="ltr"><span>Thanks to today’s numbing methods, dental procedures feel smooth and stress-free. Pain afterward usually stays under control when patients follow care steps alongside using doctor-approved medicine.</span></p>]]> </content:encoded>
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<title>Striptease Marbella: The Ultimate Ingredient for an Unforgettable Celebration</title>
<link>https://news.bangboxonline.com/striptease-marbella-the-ultimate-ingredient-for-an-unforgettable-celebration</link>
<guid>https://news.bangboxonline.com/striptease-marbella-the-ultimate-ingredient-for-an-unforgettable-celebration</guid>
<description><![CDATA[ Get ready for an unforgettable night with the hottest striptease Marbella has to offer at 5banus.com. Our seductive dancers will bring the heat and leave you wanting more. Book now for a night of indulgence and excitement. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33bd5b3e1e3.jpg" length="103447" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 14:41:54 +0500</pubDate>
<dc:creator>5banus</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">When it comes to creating memories that last a lifetime, settling for average simply isn’t an option. Modern party planners and event organizers are constantly searching for ways to elevate celebrations and deliver an unforgettable experience. That is exactly why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://5banus.com/"><b>striptease Marbella</b></a></span></strong> entertainment has become one of the most sought-after additions to premium events across the Costa del Sol.<o:p></o:p></p>
<p class="MsoNormal">Whether you are organizing a bachelor party, private gathering, birthday celebration, or luxury weekend getaway, the right entertainment can transform the entire atmosphere. Guests crave excitement, energy, and something completely out of the ordinary. Waiting too long to secure top-tier entertainment can mean missing out on the most popular performers and event dates, making early booking essential for anyone serious about creating a spectacular celebration.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Premium Entertainment Creates Lasting Memories<o:p></o:p></b></p>
<p class="MsoNormal">The difference between a good event and an exceptional one often comes down to the quality of the entertainment. Guests remember the moments that surprise them, engage them, and keep the excitement flowing throughout the occasion.<o:p></o:p></p>
<p class="MsoNormal">Professional performers bring confidence, charisma, and showmanship that instantly energize any gathering. Every detail is carefully designed to captivate audiences and create a lively atmosphere that keeps guests talking long after the event has ended.<o:p></o:p></p>
<p class="MsoNormal">This growing demand has made <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">striptease Marbella</span></strong> experiences a leading choice for visitors looking to maximize their celebrations. Rather than relying on standard party options, hosts are choosing premium entertainment packages that deliver genuine excitement and unforgettable moments.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience the Luxury Lifestyle of Puerto Banús<o:p></o:p></b></p>
<p class="MsoNormal">Puerto Banús has built a worldwide reputation as one of Europe's most glamorous destinations. Luxury yachts, exclusive venues, vibrant nightlife, and stunning coastal scenery combine to create the perfect backdrop for remarkable events.<o:p></o:p></p>
<p class="MsoNormal">Visitors from across the globe arrive seeking premium experiences that go beyond traditional nightlife. The area offers countless opportunities to customize celebrations and create unique itineraries that suit every group's preferences.<o:p></o:p></p>
<p class="MsoNormal">One of the most exciting additions to any itinerary is a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://5banus.com/boat-party/"><b>boat party Puerto Banus</b></a></span></strong> experience. Combining breathtaking Mediterranean views with music, luxury surroundings, and exceptional service, these events provide a level of exclusivity that standard venues simply cannot match.<o:p></o:p></p>
<p class="MsoNormal">For groups seeking the perfect balance of excitement and sophistication, integrating multiple entertainment options into a single celebration creates maximum impact and unforgettable results.<o:p></o:p></p>
<p class="MsoNormal"><b>Discover the Advantage of Professional Event Planning<o:p></o:p></b></p>
<p class="MsoNormal">Planning a successful event requires more than simply choosing a venue. Coordinating schedules, securing premium entertainment, arranging transportation, and managing guest expectations can quickly become overwhelming.<o:p></o:p></p>
<p class="MsoNormal">This is where professional event specialists make a significant difference. By working with experienced planners, clients gain access to exclusive opportunities, streamlined organization, and trusted service providers.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://5banus.com/">5banus</a></b> has developed a reputation for helping clients create exceptional experiences tailored to their specific needs. From intimate gatherings to large-scale celebrations, every detail is carefully managed to ensure guests enjoy a seamless and memorable occasion.<o:p></o:p></p>
<p class="MsoNormal">The ability to customize entertainment packages, luxury activities, and nightlife experiences allows clients to create truly unique events that stand out from the ordinary.<o:p></o:p></p>
<p class="MsoNormal"><b>Combine Land and Sea for the Ultimate Celebration<o:p></o:p></b></p>
<p class="MsoNormal">Today's most successful events focus on variety and continuous excitement. Guests appreciate experiences that evolve throughout the day rather than remaining confined to a single location.<o:p></o:p></p>
<p class="MsoNormal">A luxury daytime cruise followed by premium evening entertainment creates the perfect combination of relaxation and excitement. This approach keeps energy levels high while providing guests with multiple memorable highlights.<o:p></o:p></p>
<p class="MsoNormal">Many visitors choose a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">boat party Puerto Banus</span></strong> during the afternoon before continuing their celebration at exclusive venues later in the evening. This combination offers the best of both worlds: stunning coastal scenery during the day and vibrant entertainment after sunset.<o:p></o:p></p>
<p class="MsoNormal">The result is a dynamic experience that feels luxurious, exciting, and completely unforgettable from beginning to end.<o:p></o:p></p>
<p class="MsoNormal"><b>Secure the Most Popular Dates Before They're Gone<o:p></o:p></b></p>
<p class="MsoNormal">Demand for premium entertainment and luxury event experiences continues to grow every year. Peak seasons attract visitors from across Europe and beyond, creating intense competition for the most desirable dates and packages.<o:p></o:p></p>
<p class="MsoNormal">Waiting until the last minute often leads to limited availability and fewer customization options. Those who book early gain access to the widest selection of services and enjoy greater flexibility when designing their ideal celebration.<o:p></o:p></p>
<p class="MsoNormal">This is especially true for groups seeking <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">striptease Marbella</span></strong> entertainment as part of a larger event package. The most requested performers and experiences are frequently reserved well in advance, making early planning a crucial factor in securing the perfect celebration.<o:p></o:p></p>
<p class="MsoNormal"><b>Create the Celebration Everyone Will Talk About<o:p></o:p></b></p>
<p class="MsoNormal">Every host wants to deliver an event that exceeds expectations. The secret lies in choosing experiences that generate excitement, encourage engagement, and create unforgettable memories for every guest.<o:p></o:p></p>
<p class="MsoNormal">By combining luxury surroundings, professional entertainment, and expertly coordinated activities, celebrations become extraordinary rather than ordinary. Whether the goal is a high-energy bachelor party, a sophisticated private gathering, or a once-in-a-lifetime group getaway, selecting premium experiences ensures maximum impact.<o:p></o:p></p>
<p class="MsoNormal">5banus continues to help clients unlock exclusive opportunities that elevate every aspect of their celebrations. From unforgettable entertainment to luxury coastal experiences, every detail is designed to create remarkable memories.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-family: 'Arial',sans-serif;"><a href="https://5banus.com/live-models/">Free Sex Chat Cam in Marbella</a></span><br></b><b><span style="font-family: 'Arial',sans-serif;"><a href="https://5banus.com/">Malaga Strip Club</a></span><br></b><b><span style="font-family: 'Arial',sans-serif;"><a href="https://5banus.com/">Professional Lap Dance in Marbella</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>Vinyl Pool Fence in Toronto for Safety &amp;amp; Style</title>
<link>https://news.bangboxonline.com/Vinyl-Pool-Fence-in-Toronto</link>
<guid>https://news.bangboxonline.com/Vinyl-Pool-Fence-in-Toronto</guid>
<description><![CDATA[ Protect your outdoor area with a vinyl pool fence in Toronto designed for safety and style. Our pool fencing solutions are durable, low maintenance, and built to meet safety requirements while enhancing your property&#039;s appearance. We offer professional installation and premium vinyl fencing options for residential swimming pool areas. ]]></description>
<enclosure url="" length="103447" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 14:31:33 +0500</pubDate>
<dc:creator>Jems Smith</dc:creator>
<media:keywords>Vinyl Pool Fence in Toronto</media:keywords>
<content:encoded><![CDATA[<h2><span style="font-family: 'Georgia',serif;">Modern Fencing Solutions for Homes in Toronto &amp; Ajax<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">A well-designed fence can completely transform the appearance and functionality of a property. Whether you want added privacy, improved security, or enhanced curb appeal, choosing the right fencing solution is an important investment for your home.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Across Toronto and nearby areas like Ajax, homeowners are increasingly choosing modern fencing options such as vinyl and aluminum because of their durability, low maintenance, and stylish appearance. From elegant picket fences to secure pool enclosures, today’s fencing solutions are designed to meet both practical and aesthetic needs.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Why Professional Fence Contractors Matter<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Installing a fence may seem simple, but achieving long-lasting results requires proper planning and professional expertise. Poor installation can lead to leaning panels, weak foundations, and expensive repairs later.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Working with experienced </span><a href="https://vinylfencetoronto.ca/" target="_new"><b><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Vinyl Fence Contractors in Toronto</span></b></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> ensures that your fence is installed correctly from the beginning. Professional contractors understand property layouts, local regulations, and the best installation techniques for long-term durability.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">They also help homeowners choose the right fence design based on their needs, budget, and outdoor space.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Aluminum Fencing for Modern Homes<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Aluminum fencing has become one of the most popular choices for homeowners who want a clean, elegant, and durable fencing solution.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Installing an </span><a href="https://vinylfencetoronto.ca/fence-options/aluminum-fence-toronto/" target="_new"><b><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Aluminum Fence in Toronto</span></b></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> provides excellent security while maintaining an open and stylish appearance. Aluminum fences are commonly used around front yards, gardens, and commercial properties because they offer strength without making spaces feel closed off.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Unlike traditional iron fences, aluminum fencing is resistant to rust and corrosion, making it ideal for Toronto’s changing weather conditions.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="mso-no-proof: yes;"><v:shapetype id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f"> <v:stroke joinstyle="miter"> <v:formulas> <v:f eqn="if lineDrawn pixelLineWidth 0"> <v:f eqn="sum @0 1 0"> <v:f eqn="sum 0 0 @1"> <v:f eqn="prod @2 1 2"> <v:f eqn="prod @3 21600 pixelWidth"> <v:f eqn="prod @3 21600 pixelHeight"> <v:f eqn="sum @0 0 1"> <v:f eqn="prod @6 1 2"> <v:f eqn="prod @7 21600 pixelWidth"> <v:f eqn="sum @8 21600 0"> <v:f eqn="prod @7 21600 pixelHeight"> <v:f eqn="sum @10 21600 0"> </v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas> <v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"> <o:lock v:ext="edit" aspectratio="t"> </o:lock></v:path></v:stroke></v:shapetype><v:shape id="Picture_x0020_1" o:spid="_x0000_i1026" type="#_x0000_t75" style="width: 451.5pt; height: 283.5pt; visibility: visible; mso-wrap-style: square;"> <v:imagedata src="file:///C:/Users/Reks/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png" o:title=""> </v:imagedata></v:shape></span><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p></o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">The Timeless Appeal of Picket Fencing<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Picket fences have remained a classic favorite for decades. Their charming appearance adds warmth and character to any property while creating clear property boundaries.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Choosing a stylish </span><a href="https://vinylfencetoronto.ca/fence-options/picket-vinyl-fence-toronto/" target="_new"><b><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Picket Fence in Toronto</span></b></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> allows homeowners to enhance curb appeal while maintaining a welcoming atmosphere.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Modern vinyl picket fences combine traditional design with low-maintenance materials, offering the beauty of classic fencing without the upkeep associated with wood.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Pool Safety and Stylish Outdoor Design<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">For homeowners with swimming pools, safety is always a top priority. Installing the right pool fence helps create a secure environment while maintaining the beauty of your outdoor space.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">A professionally installed </span><a href="https://vinylfencetoronto.ca/fence-options/pool-fence/" target="_new"><b><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Vinyl Pool Fence in Toronto</span></b></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> provides both protection and style. Vinyl pool fencing is durable, weather-resistant, and designed to meet safety requirements while complementing modern landscaping.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Pool fences also help create a more organized and private outdoor area, making your backyard more enjoyable for family and guests.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="mso-no-proof: yes;"><v:shape id="Picture_x0020_2" o:spid="_x0000_i1025" type="#_x0000_t75" style="width: 451.5pt; height: 300.75pt; visibility: visible; mso-wrap-style: square;"> <v:imagedata src="file:///C:/Users/Reks/AppData/Local/Temp/msohtmlclip1/01/clip_image002.png" o:title=""> </v:imagedata></v:shape></span><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p></o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Exterior Vinyl Fencing for Ajax Homes<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Ajax homeowners are increasingly turning to vinyl fencing because of its durability and modern appearance. Exterior fencing not only improves privacy but also enhances the overall look of the property.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Installing an </span><a href="https://vinylfencetoronto.ca/vinyl-fence-ajax-on/" target="_new"><b><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Exterior Vinyl Fence in Ajax</span></b></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> helps protect outdoor spaces while creating a clean and polished appearance.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Vinyl fencing is especially popular because it requires minimal maintenance. Unlike wood fences, vinyl does not rot, warp, or require regular painting.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Benefits of Modern Vinyl &amp; Aluminum Fencing<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Both vinyl and aluminum fencing offer several important advantages for homeowners:<o:p></o:p></span></p>
<h3><span style="font-family: 'Georgia',serif;">Low Maintenance<o:p></o:p></span></h3>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Modern fencing materials require very little upkeep compared to traditional wood fencing.<o:p></o:p></span></p>
<h3><span style="font-family: 'Georgia',serif;">Weather Resistance<o:p></o:p></span></h3>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Vinyl and aluminum fences are designed to handle harsh weather conditions without fading or deteriorating.<o:p></o:p></span></p>
<h3><span style="font-family: 'Georgia',serif;">Long-Term Durability<o:p></o:p></span></h3>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">These materials are built to last for many years, making them a cost-effective investment.<o:p></o:p></span></p>
<h3><span style="font-family: 'Georgia',serif;">Enhanced Property Value<o:p></o:p></span></h3>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">A professionally installed fence improves curb appeal and can increase overall property value.<o:p></o:p></span></p>
<h3><span style="font-family: 'Georgia',serif;">Improved Security and Privacy<o:p></o:p></span></h3>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Fencing creates safer outdoor spaces for families, children, and pets.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Choosing the Right Fence for Your Property<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Every property is unique, which is why selecting the right fencing style is important. Homeowners should consider:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Privacy needs <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Property layout <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Design preferences <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Maintenance expectations <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Budget <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">For example, aluminum fencing works well for decorative and security purposes, while vinyl privacy fences are ideal for creating secluded backyard spaces.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Working with professional contractors helps ensure that you select the best solution for your property.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Why Professional Installation Makes a Difference<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Fence installation involves much more than placing posts into the ground. Proper alignment, spacing, and anchoring are essential for long-term stability and appearance.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Professional installers use specialized tools and techniques to ensure that your fence remains level, secure, and visually appealing.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">They also understand local building requirements and property boundaries, helping homeowners avoid costly mistakes during installation.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Create a Beautiful Outdoor Space<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">A fence is one of the first things people notice about a property. The right design can significantly improve curb appeal while creating a more comfortable and secure outdoor environment.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Whether you prefer a sleek aluminum fence, a traditional picket design, or a modern vinyl privacy fence, investing in high-quality fencing helps transform your property into a more functional and attractive space.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Final Thoughts<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Modern fencing solutions offer homeowners the perfect combination of durability, style, and functionality. From elegant aluminum fences and timeless picket designs to secure pool enclosures and privacy fencing, there are options available for every type of property.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">If you’re planning to upgrade your outdoor space in Toronto or Ajax, explore </span><a href="https://vinylfencetoronto.ca/" target="_new"><b><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Vinyl Fence Toronto</span></b></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> and discover professional fencing solutions designed to enhance the beauty, privacy, and value of your home.<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-family: 'Georgia',serif;"><o:p> </o:p></span></p>]]> </content:encoded>
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<item>
<title>Home Electrical Services in Sacramento | Trusted</title>
<link>https://news.bangboxonline.com/Home-Electrical-Services-in-Sacramento</link>
<guid>https://news.bangboxonline.com/Home-Electrical-Services-in-Sacramento</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="103447" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 14:12:28 +0500</pubDate>
<dc:creator>Jems Smith</dc:creator>
<media:keywords>Home Electrical Services in Sacramento</media:keywords>
<content:encoded><![CDATA[<h2>Why Homeowners &amp; Businesses Need a Trusted Electrical Contractor in Sacramento<o:p></o:p></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Electricity powers almost every part of modern life. From lighting and appliances to office equipment and security systems, we rely on electrical systems every single day. But when something goes wrong, it can quickly disrupt your routine and even create serious safety risks.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">That’s why choosing a professional </span><a href="https://share.google/kvENKZCyPBpLhruAl" target="_new"><b><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Electrical Contractor in Sacramento</span></b></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> is so important. Whether you need repairs, upgrades, installations, or emergency support, working with experienced electricians ensures that the job is done safely and correctly the first time.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2>The Importance of Professional Electrical Services<o:p></o:p></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Electrical work is not something to take lightly. Even small issues like faulty outlets or flickering lights can indicate deeper problems within your system. Ignoring these warning signs can lead to expensive repairs or dangerous situations later.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Professional electricians have the training and experience needed to diagnose issues accurately and provide long-lasting solutions. They follow proper safety standards and use the right tools to ensure your home or business stays protected.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">This level of expertise becomes even more important in busy areas like Sacramento, where both residential and commercial properties rely heavily on stable electrical systems.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2>Fast Response During Electrical Emergencies<o:p></o:p></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Electrical emergencies often happen without warning. A sudden power outage, sparking outlet, or burning smell can create panic and put your property at risk.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">In these situations, having access to an </span><a href="https://share.google/kvENKZCyPBpLhruAl" target="_new"><b><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Emergency Electrician in Sacramento</span></b></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> can make all the difference. Quick response times help prevent further damage and restore safety as soon as possible.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Emergency electricians are trained to handle urgent situations efficiently. Whether it’s a failed circuit breaker or damaged wiring, they know how to identify the issue and fix it safely.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2>Commercial Electrical Services for Businesses<o:p></o:p></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Businesses depend on reliable electricity to operate smoothly. Even a minor electrical issue can interrupt operations, affect productivity, and lead to financial losses.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Hiring a professional </span><a href="https://share.google/kvENKZCyPBpLhruAl" target="_new"><b><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Commercial Electrician in Sacramento</span></b></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> ensures that your business receives the specialized support it needs. Commercial electrical systems are often more complex than residential ones, requiring advanced knowledge and experience.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">From office lighting and panel upgrades to wiring and maintenance, commercial electricians help businesses maintain safe and efficient systems.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2>Reliable Solutions for Sacramento Homes<o:p></o:p></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Homeowners also face a wide range of electrical needs, from simple repairs to complete system upgrades. As homes become more dependent on modern technology, the demand for reliable electrical services continues to grow.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Choosing professional </span><a href="https://share.google/kvENKZCyPBpLhruAl" target="_new"><b><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Home Electrical Services in Sacramento</span></b></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> ensures that your electrical system can handle modern appliances, smart devices, and increased power usage.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Whether you’re renovating your home, upgrading old wiring, or installing new fixtures, skilled electricians can help improve both safety and efficiency.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2>Why Reliability Matters in Electrical Work<o:p></o:p></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">One of the most important qualities in an electrician is reliability. Homeowners and businesses need professionals they can trust to arrive on time, communicate clearly, and complete work properly.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Working with a </span><a href="https://share.google/kvENKZCyPBpLhruAl" target="_new"><b><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Reliable Electrical Contractor in Galt</span></b></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> gives customers peace of mind knowing that their electrical systems are in capable hands. Reliable contractors focus on quality workmanship and customer satisfaction, building long-term trust within the community.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">This reliability is especially valuable during emergencies or major projects where timing and accuracy are critical.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2>Common Electrical Problems You Shouldn’t Ignore<o:p></o:p></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Many electrical issues start small but become more serious over time. Some common warning signs include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Frequent breaker trips <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Flickering lights <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Burning smells near outlets <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Buzzing sounds from switches <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Outdated electrical panels <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Dead outlets or switches <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">If you notice any of these problems, it’s best to contact a professional electrician immediately. Delaying repairs can increase the risk of fire or damage to your electrical system.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2>Upgrading for Energy Efficiency<o:p></o:p></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Many Sacramento homeowners and businesses are now focusing on energy efficiency to reduce utility costs and improve sustainability.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Electricians can recommend upgrades such as:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo2; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">LED lighting installations <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo2; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Smart home systems <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo2; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Energy-efficient panels <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo2; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Modern wiring upgrades <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo2; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">EV charger installations <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">These improvements not only save money but also increase property value and enhance overall convenience.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2>The Benefits of Preventive Maintenance<o:p></o:p></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Regular electrical maintenance helps identify issues before they become expensive problems. Preventive inspections can uncover outdated wiring, overloaded circuits, or hidden damage that might otherwise go unnoticed.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">For businesses, maintenance is especially important because it reduces the risk of unexpected downtime. For homeowners, it provides added safety and peace of mind.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Scheduling regular inspections with a trusted electrician is one of the smartest ways to protect your property.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2>Choosing the Right Electrical Contractor<o:p></o:p></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">With so many options available, selecting the right contractor can feel overwhelming. Here are a few things to look for:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo3; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Experience and qualifications <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo3; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Strong customer reviews <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo3; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Fast response times <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo3; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Transparent pricing <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo3; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Wide range of services <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">A trustworthy contractor will take the time to understand your needs and provide solutions that are both safe and cost-effective.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2>Final Thoughts<o:p></o:p></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Electrical systems are essential for both homes and businesses, and keeping them in top condition requires professional expertise. From emergency repairs and commercial services to residential upgrades and maintenance, choosing the right electrician can make a huge difference.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">If you’re looking for dependable electrical solutions in Sacramento and Galt, explore </span><a href="https://share.google/kvENKZCyPBpLhruAl" target="_new"><b><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Brookes Electric Inc</span></b></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> and discover professional service built on safety, reliability, and quality workmanship.<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-family: 'Georgia',serif;"><o:p> </o:p></span></p>]]> </content:encoded>
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<title>Cashew Price Index Q1 2026: Chart, News, Trend and Forecast | ChemAnalyst</title>
<link>https://news.bangboxonline.com/cashew-price-index-q1-2026</link>
<guid>https://news.bangboxonline.com/cashew-price-index-q1-2026</guid>
<description><![CDATA[ The global Cashew prices experienced a notable price increase during the first quarter of 2026 ]]></description>
<enclosure url="" length="103447" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 14:10:54 +0500</pubDate>
<dc:creator>ChemAnalyst</dc:creator>
<media:keywords>Cashew Prices</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;">According to <strong>ChemAnalyst</strong>, The global <a data-cke-saved-href="https://www.chemanalyst.com/Pricing-data/cashew-2567" href="https://www.chemanalyst.com/Pricing-data/cashew-2567" target="_blank" rel="noopener"><strong>Cashew prices</strong></a> experienced a notable price increase during the first quarter of 2026, driven by rising feedstock costs, tightening raw material availability, increasing logistics expenses, and sustained industrial demand. Across major regions including North America, Asia-Pacific, and Europe, Cashew prices trended upward as manufacturers faced escalating production costs and supply chain pressures. Additionally, strong demand from industries utilizing cashew-derived products such as cashew shell liquid (CNSL), epoxy resins, friction materials, coatings, and specialty chemicals contributed to market firmness throughout the quarter.</p>
<p style="text-align: justify;">The Cashew Price Index registered quarter-over-quarter gains in the United States, China, and Germany, reflecting a broad-based strengthening of market fundamentals. While economic indicators varied across regions, industrial demand remained resilient, supporting positive market sentiment and sustaining procurement activities during Q1 2026.</p>
<p style="text-align: justify;"><strong>North America Cashew Prices: Rising Feedstock Costs Drive Market Growth</strong></p>
<p style="text-align: justify;"><strong>United States Cashew Price Trend</strong></p>
<p style="text-align: justify;">In the United States, the Cashew Price Index increased during Q1 2026 as manufacturers grappled with rising feedstock costs and higher operational expenditures. The upward movement was primarily attributed to escalating raw material prices and increasing transportation expenses associated with imported cashew shell liquid, a critical feedstock used in several industrial applications.</p>
<p style="text-align: justify;">The Cashew Production Cost Trend remained firmly elevated throughout the quarter. Producer prices rose by 4.0% in March 2026, significantly increasing manufacturing expenses for downstream industries utilizing cashew derivatives. Simultaneously, consumer inflation climbed by 3.3%, contributing to higher freight and logistics costs across domestic and international supply chains.</p>
<p style="text-align: justify;">The manufacturing sector provided substantial support to the market. The Manufacturing Index expanded during March 2026, signaling improved industrial activity and stronger demand from sectors dependent on cashew-based products. Industries such as automotive manufacturing, coatings, adhesives, and specialty chemicals maintained healthy purchasing patterns throughout the quarter.</p>
<p style="text-align: justify;"><strong>Book A Demo for Cashew Price: <a data-cke-saved-href="https://www.chemanalyst.com/Pricing-data/cashew-2567" href="https://www.chemanalyst.com/Pricing-data/cashew-2567">https://www.chemanalyst.com/Pricing-data/cashew-2567</a></strong></p>
<p style="text-align: justify;"><strong>Automotive Sector Supporting Cashew Demand</strong></p>
<p style="text-align: justify;">One of the primary demand drivers for Cashew products in the United States was the automotive industry. Retail sales expanded by 4.0% during March 2026, supporting increased vehicle production and aftermarket activities. This growth translated into higher demand for friction materials, brake linings, clutch facings, and industrial composites that utilize cashew shell liquid derivatives.</p>
<p style="text-align: justify;">Additionally, industrial production recorded a 0.7% increase during March, reinforcing stable consumption of cashew-based epoxy resins and performance chemicals. These materials continue to play an essential role in manufacturing lightweight, durable, and heat-resistant industrial components.</p>
<p style="text-align: justify;">As a result, the overall Cashew Demand Outlook remained positive throughout Q1 2026, contributing to sustained price appreciation despite elevated costs across the value chain.</p>
<p style="text-align: justify;"><strong>APAC Cashew Prices: Tightening Raw Material Supplies Support Price Growth</strong></p>
<p style="text-align: justify;"><strong>China Cashew Price Analysis</strong></p>
<p style="text-align: justify;">China witnessed a quarter-over-quarter increase in Cashew prices during Q1 2026 as tightening raw material supplies created upward pressure across the supply chain. Market participants reported constrained availability of key feedstocks, leading manufacturers to increase procurement costs and adjust selling prices accordingly.</p>
<p style="text-align: justify;">The Cashew Production Cost Trend also strengthened during the quarter. Producer prices increased by 0.5% year-over-year in March 2026, adding incremental cost pressure to processing and manufacturing operations. Although the increase was moderate compared to other regions, it contributed to a generally firm pricing environment.</p>
<p style="text-align: justify;">China's industrial sector remained a major source of market support. Industrial production expanded by 5.7% year-over-year in March 2026, demonstrating robust manufacturing activity and encouraging stronger consumption of cashew-derived industrial chemicals. Demand from electronics, automotive, construction materials, coatings, and industrial adhesives sectors remained healthy throughout the quarter.</p>
<p style="text-align: justify;"><strong>Economic Challenges Temper Consumer-Side Demand</strong></p>
<p style="text-align: justify;">Despite strong industrial performance, several macroeconomic challenges limited broader market expansion. Consumer prices increased by 1.0% year-over-year, while retail sales posted a relatively modest 1.7% growth rate during March 2026. These indicators suggested cautious household spending patterns and weaker consumer sentiment compared to industrial demand trends.</p>
<p style="text-align: justify;">Further pressure emerged from labor market conditions. China's unemployment rate reached 5.4% during March 2026, while the consumer confidence index remained subdued at 91.6 in February 2026. These factors constrained discretionary spending and reduced purchasing activity across certain consumer-oriented sectors.</p>
<p style="text-align: justify;">Nevertheless, industrial demand continued to outweigh consumer-side weaknesses. Manufacturers maintained active procurement strategies to support production schedules, allowing the Cashew Demand Outlook to remain favorable throughout the first quarter.</p>
<p style="text-align: justify;"><strong>Supply Constraints Remain a Key Market Driver</strong></p>
<p style="text-align: justify;">Raw material availability emerged as one of the most significant influences on China's Cashew market. Limited feedstock supplies and tightening inventories encouraged buyers to secure material early, supporting higher transaction prices and reducing downward pressure on the market.</p>
<p style="text-align: justify;">Consequently, Cashew prices maintained an upward trajectory despite slower retail activity and mixed consumer sentiment indicators.</p>
<p style="text-align: justify;"><strong>Europe Cashew Prices: Inflation and Energy Costs Influence Market Dynamics</strong></p>
<p style="text-align: justify;"><strong>Germany Cashew Price Trend</strong></p>
<p style="text-align: justify;">Germany's Cashew market recorded quarter-over-quarter price gains during Q1 2026 as rising feedstock costs and elevated energy prices increased manufacturing expenses across the industrial sector. Although producer prices declined slightly by 0.2% in March 2026, broader cost pressures continued to support higher market pricing.</p>
<p style="text-align: justify;">Energy remained a major factor affecting production economics. Persistent increases in electricity and industrial fuel costs significantly raised operating expenses for processors and manufacturers utilizing cashew-derived raw materials. Combined with periodic feedstock shortages, these conditions contributed to a stronger Cashew Production Cost Trend during the quarter.</p>
<p style="text-align: justify;">Inflation also played a role in shaping market conditions. Consumer inflation reached 2.7% in March 2026, increasing logistics, labor, and distribution costs across the supply chain.</p>
<p style="text-align: justify;"><strong>Manufacturing Activity Supports Industrial Demand</strong></p>
<p style="text-align: justify;">Germany's manufacturing sector demonstrated resilience despite broader economic uncertainties. An expanding manufacturing index during March 2026 provided support for industrial demand, particularly in automotive components, construction materials, coatings, adhesives, and friction materials.</p>
<p style="text-align: justify;">The Cashew Demand Outlook benefited from continued procurement activity among industrial manufacturers seeking reliable supplies of specialty resins and cashew shell liquid derivatives. These materials remain essential in the production of high-performance composites, insulation products, and industrial coatings.</p>
<p style="text-align: justify;">Industrial production remained stable, registering 0.0% growth during February 2026. While this indicated limited expansion, it also suggested that industrial demand had stabilized after previous periods of volatility.</p>
<p style="text-align: justify;"><strong>Consumer Sentiment Remains a Challenge</strong></p>
<p style="text-align: justify;">Consumer-related indicators painted a more cautious picture. Retail sales grew by only 0.7%, while unemployment stood at 4.2% during February 2026. These metrics reflected moderate economic activity and restrained household spending.</p>
<p style="text-align: justify;">The most notable concern was consumer confidence, which remained deeply negative at -24.7 during March 2026. Weak sentiment encouraged cautious inventory management practices among distributors and end-users, leading many buyers to adopt selective purchasing strategies.</p>
<p style="text-align: justify;">However, industrial demand remained sufficiently strong to offset these challenges, allowing Cashew prices to continue their upward movement throughout the quarter.</p>
<p style="text-align: justify;"><strong>Key Factors Influencing Global Cashew Prices in Q1 2026</strong></p>
<p style="text-align: justify;">Several interconnected factors influenced Cashew market performance across major regions:</p>
<p style="text-align: justify;"><strong>Rising Feedstock Costs</strong></p>
<p style="text-align: justify;">Increasing raw material prices remained the most significant driver behind higher Cashew prices globally. Feedstock shortages and supply disruptions elevated procurement costs for manufacturers and processors.</p>
<p style="text-align: justify;"><strong>Higher Production Expenses</strong></p>
<p style="text-align: justify;">Producer price increases in North America and Asia, coupled with inflationary pressures in Europe, contributed to rising manufacturing costs and supported higher selling prices.</p>
<p style="text-align: justify;"><strong>Strengthening Industrial Demand</strong></p>
<p style="text-align: justify;">Demand from automotive, construction, coatings, adhesives, and specialty chemical industries remained robust throughout the quarter, particularly for cashew shell liquid-based products.</p>
<p style="text-align: justify;"><strong>Logistics and Freight Cost Increases</strong></p>
<p style="text-align: justify;">Higher transportation expenses, fueled by inflation and supply chain challenges, added further pressure to market pricing across importing regions.</p>
<p style="text-align: justify;"><strong>Supply Tightness</strong></p>
<p style="text-align: justify;">Limited availability of raw materials and periodic inventory shortages encouraged buyers to secure supplies early, strengthening overall market fundamentals.</p>
<p style="text-align: justify;"><strong>Get Real Time Online for Cashew prices: <a data-cke-saved-href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cashew" href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cashew">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cashew</a></strong> </p>
<p style="text-align: justify;"><strong>Cashew Market Outlook for Upcoming Quarters</strong></p>
<p style="text-align: justify;">Looking ahead, the global Cashew market is expected to remain relatively firm as industrial demand continues to support consumption across key end-use sectors. Automotive production, infrastructure development, and specialty chemical manufacturing are anticipated to remain major demand drivers throughout 2026.</p>
<p style="text-align: justify;">Supply-side dynamics will continue to play a critical role in determining price direction. Any disruptions in raw material availability or increases in feedstock costs could further strengthen market prices. Conversely, improvements in supply conditions and easing logistics costs may moderate the pace of future price increases.</p>
<p style="text-align: justify;">In North America, strong manufacturing activity and automotive sector growth are expected to support continued demand. China's industrial expansion is likely to sustain procurement activity despite lingering consumer market challenges. Meanwhile, Europe's market outlook will depend heavily on energy costs, inflation trends, and broader industrial recovery.</p>
<p style="text-align: justify;"><strong>Conclusion</strong></p>
<p style="text-align: justify;">The first quarter of 2026 was characterized by rising Cashew prices across North America, Asia-Pacific, and Europe. Increasing feedstock costs, higher production expenses, tightening raw material supplies, and resilient industrial demand collectively supported market growth. While consumer-related indicators varied across regions, industrial sectors remained the primary force sustaining market momentum.</p>
<p style="text-align: justify;">As manufacturers continue to rely on cashew-derived products for applications ranging from friction materials and epoxy resins to coatings and specialty chemicals, the global Cashew market is expected to maintain a positive trajectory. Market participants will closely monitor feedstock availability, economic indicators, and industrial activity levels as they navigate evolving supply-demand dynamics throughout the remainder of 2026.</p>
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<p id="ember543" style="text-align: justify;">Welcome to ChemAnalyst, a next–generation platform for chemical and petrochemical intelligence where innovation meets practical insight. Recognized as “Product Innovator of the Year 2023” and ranked among the “Top 100 Digital Procurement Solutions Companies,” we lead the digital transformation of the global chemical sector. Our online platform helps companies handle price volatility with structured analysis, real-time pricing, and reliable news and deal updates from across the world. Tracking over 500 chemical prices in more than 40 countries becomes simple and efficient with us.</p>
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<title>AI App Development Company: Unlock the Future of Digital Innovation Before Your Competitors Do</title>
<link>https://news.bangboxonline.com/ai-app-development-company-unlock-the-future-of-digital-innovation-before-your-competitors-do</link>
<guid>https://news.bangboxonline.com/ai-app-development-company-unlock-the-future-of-digital-innovation-before-your-competitors-do</guid>
<description><![CDATA[ Partner with a renowned AI app development company to build smart mobile and web apps using FlutterFlow. ArixLabs provides AI-powered app development, automation, chatbot integration, scalable workflows, and custom solutions for startups and large enterprises. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33b2630c2ef.jpg" length="23077" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 13:55:10 +0500</pubDate>
<dc:creator>Arixlabs</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Businesses across every industry are facing a defining moment. The rapid rise of artificial intelligence is transforming customer expectations, automating complex processes, and creating unprecedented opportunities for growth. Companies that embrace innovation today will dominate tomorrow, while those that hesitate risk falling behind.<o:p></o:p></p>
<p class="MsoNormal">Choosing the right <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.arixlabs.com/ai-agent-ai-app-in-flutterflow"><b>AI App Development Company</b></a></span></strong> is no longer just an option—it has become a strategic necessity. Organizations are actively searching for technology partners capable of building intelligent solutions that deliver measurable results, enhance customer experiences, and create lasting competitive advantages.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Artificial Intelligence Is Reshaping Business Success<o:p></o:p></b></p>
<p class="MsoNormal">Artificial intelligence is no longer a futuristic concept reserved for tech giants. It has become a powerful business tool capable of streamlining operations, reducing costs, and unlocking new revenue streams.<o:p></o:p></p>
<p class="MsoNormal">Modern AI-powered applications can analyze vast amounts of data, automate repetitive tasks, predict customer behavior, and provide personalized experiences at scale. This level of efficiency enables businesses to achieve remarkable growth while maintaining operational excellence.<o:p></o:p></p>
<p class="MsoNormal">Forward-thinking brands are investing aggressively in AI technologies because they understand one simple truth: innovation rewards those who act first.<o:p></o:p></p>
<p class="MsoNormal"><b>Build Smarter Products That Customers Love<o:p></o:p></b></p>
<p class="MsoNormal">Consumers expect seamless, intelligent, and personalized interactions from every digital platform they use. Traditional applications often struggle to meet these evolving expectations.<o:p></o:p></p>
<p class="MsoNormal">By partnering with an experienced <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">AI App Development Company</span></strong>, businesses can create advanced solutions that adapt to user behavior, provide predictive recommendations, automate support functions, and deliver highly engaging experiences.<o:p></o:p></p>
<p class="MsoNormal">The result is increased customer satisfaction, stronger retention rates, and greater brand loyalty. Every interaction becomes more meaningful, creating a powerful connection between businesses and their audiences.<o:p></o:p></p>
<p class="MsoNormal"><b>The Power of Exceptional Design in AI Applications<o:p></o:p></b></p>
<p class="MsoNormal">Even the most advanced technology can fail if users find it confusing or difficult to navigate. This is why design plays a critical role in application success.<o:p></o:p></p>
<p class="MsoNormal">A professional <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.arixlabs.com/ui-ux-or-product-design-service"><b>UI/UX Design Service</b></a></span></strong> ensures that intelligent applications remain intuitive, visually appealing, and easy to use. When artificial intelligence is combined with thoughtful design principles, users can effortlessly interact with complex technologies without feeling overwhelmed.<o:p></o:p></p>
<p class="MsoNormal">Exceptional user experiences encourage engagement, improve adoption rates, and maximize the return on technology investments. Businesses that prioritize design consistently outperform competitors that focus solely on functionality.<o:p></o:p></p>
<p class="MsoNormal"><b>Accelerate Growth With Custom AI Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Every business faces unique challenges and opportunities. Generic software often lacks the flexibility required to address specific operational requirements.<o:p></o:p></p>
<p class="MsoNormal">Custom AI applications provide tailored solutions that align perfectly with organizational goals. From intelligent automation systems and predictive analytics platforms to recommendation engines and smart customer service tools, customized technology delivers targeted results.<o:p></o:p></p>
<p class="MsoNormal">This personalized approach allows businesses to eliminate inefficiencies, improve decision-making, and achieve sustainable growth faster than ever before.<o:p></o:p></p>
<p class="MsoNormal"><b>Gain a Competitive Edge Before the Market Changes<o:p></o:p></b></p>
<p class="MsoNormal">Markets are evolving at an extraordinary pace. New competitors emerge daily, customer preferences shift rapidly, and technological advancements continue to reshape industries.<o:p></o:p></p>
<p class="MsoNormal">Businesses that invest in AI today position themselves ahead of future disruptions. Intelligent applications provide valuable insights, automate critical processes, and help organizations respond faster to changing market conditions.<o:p></o:p></p>
<p class="MsoNormal">The companies that act now will establish stronger market positions, while slower competitors struggle to catch up. The opportunity is enormous, but the window to capitalize on it is narrowing quickly.<o:p></o:p></p>
<p class="MsoNormal"><b>Creating Experiences That Inspire Action<o:p></o:p></b></p>
<p class="MsoNormal">Technology alone does not drive conversions. Success comes from creating memorable experiences that motivate users to engage, purchase, and return.<o:p></o:p></p>
<p class="MsoNormal">A high-quality <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">UI/UX Design Service</span></strong> focuses on understanding user behavior, eliminating friction, and guiding customers through intuitive digital journeys. Every screen, interaction, and workflow is carefully crafted to maximize engagement and satisfaction.<o:p></o:p></p>
<p class="MsoNormal">When users enjoy interacting with an application, they are more likely to trust the brand behind it and become long-term customers.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Choose Arixlabs for AI Innovation<o:p></o:p></b></p>
<p class="MsoNormal">Organizations seeking transformative digital solutions need a partner capable of combining technical expertise with strategic vision. <b><a href="https://arixlabs.com/">Arixlabs</a></b> delivers intelligent application development solutions designed to help businesses thrive in increasingly competitive environments.<o:p></o:p></p>
<p class="MsoNormal">By focusing on innovation, scalability, and user-centric experiences, Arixlabs empowers companies to transform ambitious ideas into powerful digital products that generate real business impact.<o:p></o:p></p>
<p class="MsoNormal">The combination of advanced artificial intelligence capabilities and exceptional design practices ensures that every solution delivers both performance and usability.<o:p></o:p></p>
<p class="MsoNormal"><b>The Time to Innovate Is Right Now<o:p></o:p></b></p>
<p class="MsoNormal">Opportunities created by artificial intelligence are expanding at an unprecedented rate. Businesses that embrace innovation today will be better positioned to capture market share, improve efficiency, and delight customers in the years ahead.<o:p></o:p></p>
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<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.arixlabs.com/hire-flutterflow-developers">Hire Flutterflow App Developer</a></span><br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.arixlabs.com/hire-flutterflow-developers">Hire Flutterflow Developer</a></span><br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.arixlabs.com/react-native-app-development">Hire React Native App Developers</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>Best Practices for Effective Wound Care Treatment | Axiobio.com</title>
<link>https://news.bangboxonline.com/best-practices-for-effective-wound-care-treatment-axiobiocom</link>
<guid>https://news.bangboxonline.com/best-practices-for-effective-wound-care-treatment-axiobiocom</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="23077" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 13:48:18 +0500</pubDate>
<dc:creator>axiobiosolutions</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a33b07df0cae.jpg" alt="" style="display: block; margin-left: auto; margin-right: auto;"></p>
<p dir="ltr" style="text-align: justify;"><span>Wound care is an essential part of healthcare that directly impacts patient recovery, infection prevention, and overall quality of life. Whether treating a minor injury, a surgical incision, a burn, or a chronic wound, proper wound management can significantly improve healing outcomes and reduce the risk of complications. With advancements in medical technology and evidence-based treatment approaches, healthcare professionals now have access to innovative solutions that support faster and more effective healing.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Effective wound care involves more than simply cleaning and covering an injury. It requires a systematic approach that includes wound assessment, infection control, moisture management, appropriate dressing selection, and ongoing monitoring. By following proven wound care practices, healthcare providers can create an optimal healing environment and help patients achieve better outcomes.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Understanding the Importance of Wound Care</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Wounds can vary greatly in severity, complexity, and healing time. Acute wounds, such as cuts, abrasions, and surgical incisions, generally heal within a predictable timeframe. Chronic wounds, including diabetic foot ulcers, pressure injuries, and venous leg ulcers, often require specialized care and long-term management.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Proper wound care helps:</span></p>
<ul style="text-align: justify;">
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Prevent infections and complications</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Accelerate the healing process</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Minimize pain and discomfort</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduce scarring</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improve patient mobility and quality of life</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Lower healthcare costs associated with prolonged treatment</span></p>
</li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>Healthcare facilities that prioritize </span><a href="https://axiobio.com"><span>advanced wound care solutions</span></a><span> can improve patient outcomes while enhancing the efficiency of clinical care.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Conduct a Comprehensive Wound Assessment</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Every successful wound treatment plan begins with a thorough assessment. Understanding the wound's characteristics allows healthcare professionals to determine the most appropriate interventions and monitor healing progress effectively.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Important assessment factors include:</span></p>
<ul style="text-align: justify;">
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Wound size and depth</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Tissue type present in the wound bed</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Presence of infection</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Amount of exudate or drainage</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Condition of surrounding skin</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Patient medical history</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Underlying health conditions affecting healing</span></p>
</li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>Regular assessments help clinicians identify changes in the wound and adjust treatment strategies as needed. Accurate documentation is equally important, providing a clear record of progress and supporting continuity of care.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Maintain Proper Wound Cleaning Techniques</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Cleaning a wound is one of the most fundamental aspects of wound management. Proper cleansing removes debris, bacteria, and contaminants while minimizing damage to healthy tissue.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Best practices for wound cleansing include:</span></p>
<ul style="text-align: justify;">
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Washing hands thoroughly before and after treatment</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Using sterile saline or approved wound cleansers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Avoiding harsh antiseptics unless clinically indicated</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Employing gentle irrigation techniques</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Using sterile equipment whenever necessary</span></p>
</li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>The goal of wound cleansing is to create a clean environment that supports natural healing while reducing the risk of infection. Consistent cleaning protocols are a key component of effective </span><a href="https://axiobio.com/"><span>wound care products</span></a><span> utilization and overall wound management.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Select the Appropriate Wound Dressing</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Choosing the right dressing is critical for maintaining an ideal healing environment. Different wounds require different dressing materials based on their characteristics and healing stage.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Common dressing options include:</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Foam Dressings</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Foam dressings are highly absorbent and suitable for wounds with moderate to heavy exudate. They help maintain moisture balance while protecting the wound from external contaminants.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Hydrocolloid Dressings</span></h3>
<p dir="ltr" style="text-align: justify;"><span>These dressings create a moist healing environment and are commonly used for superficial wounds with low to moderate drainage.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Alginate Dressings</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Derived from seaweed, alginate dressings are ideal for highly exudative wounds because of their excellent absorption capabilities.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Antimicrobial Dressings</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Antimicrobial dressings contain agents that help reduce bacterial burden and support </span><a href="https://axiobio.com/"><span>infection prevention solutions</span></a><span> in wound management.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Transparent Film Dressings</span></h3>
<p dir="ltr" style="text-align: justify;"><span>These dressings allow wound visualization without removal and are suitable for superficial wounds with minimal drainage.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Selecting the appropriate dressing can significantly influence healing speed and patient comfort.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Focus on Infection Prevention and Control</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Infection remains one of the leading causes of delayed wound healing. Even minor infections can prolong recovery and increase the risk of serious complications.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Healthcare professionals should monitor for signs of infection, including:</span></p>
<ul style="text-align: justify;">
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increased redness around the wound</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Swelling</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Warmth</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pain or tenderness</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Excessive drainage</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Unpleasant odor</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Delayed healing</span></p>
</li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>Effective infection control strategies include:</span></p>
<ul style="text-align: justify;">
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Maintaining proper hygiene</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Using sterile dressing techniques</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Applying antimicrobial dressings when appropriate</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Educating patients on wound care practices</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Following established clinical protocols</span></p>
</li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>Implementing strong infection prevention measures helps improve outcomes and supports long-term healing success.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Maintain an Optimal Moist Healing Environment</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Research consistently demonstrates that wounds heal more effectively in a moist environment. Excessive dryness can slow cellular activity, while excessive moisture may cause tissue breakdown and skin maceration.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Maintaining proper moisture balance involves:</span></p>
<ul style="text-align: justify;">
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Selecting appropriate dressings</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Monitoring wound exudate levels</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Protecting surrounding skin</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Adjusting treatment as healing progresses</span></p>
</li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>A balanced moisture environment promotes cell migration, tissue regeneration, and faster wound closure. This principle is a cornerstone of modern wound management and contributes significantly to positive healing outcomes.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Support Healing Through Proper Nutrition</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Wound healing requires significant energy and nutrients. Poor nutrition can delay recovery and increase susceptibility to infection.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Key nutrients involved in wound healing include:</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Protein</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Protein supports tissue repair and collagen formation, making it one of the most important nutrients for wound healing.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Vitamin C</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Vitamin C plays a critical role in collagen synthesis and immune function.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Zinc</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Zinc contributes to cellular growth and tissue regeneration.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Vitamin A</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Vitamin A supports immune response and skin health.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Iron</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Iron helps transport oxygen throughout the body, supporting tissue repair processes.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Healthcare providers should encourage balanced nutrition and address underlying conditions that may impair healing. Comprehensive </span><a href="https://axiobio.com/"><span>healthcare solutions</span></a><span> often integrate nutritional support as part of a holistic wound care strategy.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Monitor Wound Progress Regularly</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Continuous monitoring is essential for identifying healing trends and detecting complications early. Wound assessments should be conducted at regular intervals and documented accurately.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Monitoring should include:</span></p>
<ul style="text-align: justify;">
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Wound measurements</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Tissue characteristics</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Drainage levels</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pain assessment</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Dressing effectiveness</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Signs of infection</span></p>
</li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>Consistent evaluation enables healthcare professionals to modify treatment plans when necessary and ensure the wound is progressing toward closure.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Utilize Advanced Wound Care Technologies</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Medical innovation continues to transform wound management. Modern wound care technologies help healthcare providers deliver more effective and efficient treatment.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Examples include:</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Negative Pressure Wound Therapy (NPWT)</span></h3>
<p dir="ltr" style="text-align: justify;"><span>NPWT uses controlled suction to remove excess fluid and promote tissue growth.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Antimicrobial Technologies</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Advanced antimicrobial materials help reduce bacterial contamination and support infection control.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Bioactive Dressings</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Bioactive dressings interact with the wound environment to stimulate healing processes.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Tissue Regeneration Products</span></h3>
<p dir="ltr" style="text-align: justify;"><span>These products help encourage cellular growth and tissue repair in complex wounds.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Healthcare organizations investing in </span><a href="https://axiobio.com/"><span>medical technology solutions</span></a><span> can enhance clinical outcomes while improving operational efficiency.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Educate Patients and Caregivers</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Patient involvement plays a crucial role in successful wound healing. Educating patients and caregivers helps ensure adherence to treatment plans and promotes early recognition of complications.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Educational topics should include:</span></p>
<ul style="text-align: justify;">
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Proper wound cleaning techniques</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Dressing change procedures</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Infection warning signs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Medication adherence</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Follow-up appointment importance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Lifestyle modifications that support healing</span></p>
</li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>Empowered patients are more likely to participate actively in their care and achieve positive recovery outcomes.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Follow Evidence-Based Clinical Practices</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Healthcare professionals should stay informed about the latest clinical research, guidelines, and best practices in wound management. Evidence-based care improves consistency, enhances treatment effectiveness, and reduces unnecessary interventions.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Benefits of evidence-based wound care include:</span></p>
<ul style="text-align: justify;">
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved healing rates</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduced infection risks</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better patient experiences</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Lower treatment costs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increased clinical efficiency</span></p>
</li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>Ongoing education and professional development ensure healthcare teams remain equipped to provide the highest standard of care.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Conclusion</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Effective wound care treatment requires a comprehensive and patient-centered approach. From accurate assessment and proper cleansing to infection prevention, dressing selection, moisture management, and patient education, every step contributes to successful healing outcomes.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Healthcare providers who embrace </span><span>advanced wound care solutions</span><span>, utilize high-quality </span><span>wound care products</span><span>, implement proven </span><span>infection prevention solutions</span><span>, adopt comprehensive </span><span>healthcare solutions</span><span>, and leverage innovative </span><span>medical technology solutions</span><span> are better positioned to deliver exceptional patient care.</span></p>
<p dir="ltr" style="text-align: justify;"><span>As wound care practices continue to evolve, staying informed about emerging technologies and evidence-based strategies will remain essential for improving patient outcomes and supporting long-term health. By following these best practices, healthcare professionals can help ensure safer, faster, and more effective wound healing for patients across all care settings.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>About Axiobio</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Axiobio is a leading medical technology company specializing in advanced hemostatic and wound care solutions. Powered by innovative chitosan-based technologies, Axiobio develops clinically proven products that help healthcare professionals achieve rapid bleeding control, improve patient outcomes, and enhance wound healing across trauma care, surgical procedures, emergency medicine, and military applications.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Trusted by healthcare providers in multiple countries, Axiobio continues to advance the field of hemostatic wound care through research-driven innovation and high-performance medical solutions.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Contact Information</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Website:</span><a href="https://axiobio.com"><span> </span><span>https://axiobio.com</span></a></p>
<p dir="ltr" style="text-align: justify;"><span>Email:</span><span> info@axiobio.com</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Follow Axiobio on Social Media</span></h3>
<p dir="ltr" style="text-align: justify;"><a href="https://www.linkedin.com/company/axio-biosolutions-private-limited"><span>LinkedIn</span></a><span> | </span><a href="https://www.facebook.com/Axiobio"><span>Facebook</span></a><span> | </span><a href="https://www.instagram.com/axiobio"><span>Instagram</span></a><span> | </span><a href="https://www.youtube.com/axiomedical"><span>YouTube</span></a></p>
<p dir="ltr" style="text-align: justify;"><span>Stay connected with Axiobio for the latest updates on hemostatic innovations, wound care advancements, clinical insights, healthcare education, and new product developments.</span></p>]]> </content:encoded>
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<title>Candelilla Wax Price Index Q1 2026: Chart, News, Trend and Forecast | ChemAnalyst</title>
<link>https://news.bangboxonline.com/candelilla-wax-price-index-q1-2026</link>
<guid>https://news.bangboxonline.com/candelilla-wax-price-index-q1-2026</guid>
<description><![CDATA[ Candelilla Wax prices is a specialty natural wax widely used in cosmetics, pharmaceuticals, food coatings, polishes, adhesives, and personal care products. ]]></description>
<enclosure url="" length="23077" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 13:29:44 +0500</pubDate>
<dc:creator>ChemAnalyst</dc:creator>
<media:keywords>Candelilla Wax Price</media:keywords>
<content:encoded><![CDATA[<p>According to <strong>ChemAnalyst</strong>, <a data-cke-saved-href="https://www.chemanalyst.com/Pricing-data/candelilla-wax-3051" href="https://www.chemanalyst.com/Pricing-data/candelilla-wax-3051" target="_blank" rel="noopener"><strong>Candelilla Wax prices</strong></a> is a specialty natural wax widely used in cosmetics, pharmaceuticals, food coatings, polishes, adhesives, and personal care products. Derived primarily from the candelilla shrub native to northern Mexico, the product's supply chain remains highly dependent on harvest conditions, labor availability, export regulations, and transportation costs. During the first quarter of 2026, the global Candelilla Wax market experienced a notable upward trend, with prices increasing across major regions due to tightening supply conditions, higher production costs, and robust downstream demand. The quarter ending March 2026 witnessed significant price gains in APAC, North America, and Europe, highlighting the growing importance of natural waxes in sustainable manufacturing and consumer products.</p>
<p><strong>Candelilla Wax Prices Analysis: Q1 2026 Market Overview</strong></p>
<p>The global Candelilla Wax market entered 2026 with bullish momentum as supply constraints in Mexico, the world's primary production hub, coincided with healthy demand from cosmetic and pharmaceutical manufacturers. Market participants reported tighter inventories, increasing procurement activity, and rising logistics costs throughout the quarter.</p>
<p>The increase in harvesting restrictions, higher fuel expenses, and stronger purchasing activity ahead of the spring production season contributed to elevated pricing levels. Buyers across Asia, Europe, and North America actively secured material inventories, anticipating potential supply shortages and further price escalation during the upcoming quarters.</p>
<p>As a result, the global Candelilla Wax Price Index recorded quarter-over-quarter growth in all major regions, with North America witnessing the strongest gains due to direct exposure to Mexican supply fundamentals.</p>
<p><strong>Candelilla Wax Prices in APAC</strong></p>
<p><strong>India Witnesses Higher Candelilla Wax Prices Amid Supply Constraints</strong></p>
<p>In India, the Candelilla Wax Price Index increased by 9.0% quarter-over-quarter during Q1 2026. The market was significantly influenced by developments in Mexico, where harvesting conditions and export availability directly affected global supply volumes.</p>
<p>The average Candelilla Wax price in India reached approximately USD 17,711.76 per metric ton during the quarter. Market participants attributed the rise primarily to tighter availability from Mexican suppliers and stronger buying activity during March.</p>
<p>Indian importers faced challenges in securing prompt cargoes as suppliers prioritized long-term contractual commitments. Limited availability of premium-grade natural wax further intensified competition among buyers operating in the cosmetics, pharmaceutical, and food-processing sectors.</p>
<p>Demand remained particularly robust from manufacturers producing natural lip balms, creams, lotions, and organic personal care products. Growing consumer preference for plant-based ingredients encouraged downstream industries to maintain steady procurement levels despite rising prices.</p>
<p>Additionally, inventory replenishment efforts ahead of seasonal manufacturing cycles supported market activity. Importers accelerated purchasing decisions during February and March to avoid further cost escalation, creating additional upward pressure on market prices.</p>
<p>The Indian market also benefited from growing awareness regarding sustainable and naturally sourced ingredients. As companies increasingly reformulated products to replace synthetic waxes with bio-based alternatives, demand for Candelilla Wax continued to strengthen.</p>
<p><strong>Book A Demo for Candelilla Wax Price: <a data-cke-saved-href="https://www.chemanalyst.com/Pricing-data/candelilla-wax-3051" href="https://www.chemanalyst.com/Pricing-data/candelilla-wax-3051">https://www.chemanalyst.com/Pricing-data/candelilla-wax-3051</a></strong></p>
<p><strong>Key Factors Affecting APAC Candelilla Wax Prices</strong></p>
<p>Several factors influenced the APAC market during Q1 2026:</p>
<ul>
<li>Reduced export availability from Mexico.</li>
<li>Strong purchasing activity from cosmetic manufacturers.</li>
<li>Inventory rebuilding among importers.</li>
<li>Growing demand for natural and sustainable ingredients.</li>
<li>Higher international transportation and procurement costs.</li>
</ul>
<p>These combined factors supported a positive pricing environment throughout the quarter.</p>
<p><strong>Candelilla Wax Prices in North America</strong></p>
<p><strong>Mexican Harvest Restrictions Drive Significant Price Increases</strong></p>
<p>North America experienced one of the strongest price increases globally during Q1 2026. In Mexico, the Candelilla Wax Price Index rose by 12.48% quarter-over-quarter, reflecting tightening harvest quotas and escalating production expenses.</p>
<p>The average Candelilla Wax price reached approximately USD 17,404.33 per metric ton based on FOB Manzanillo export settlements.</p>
<p>Mexico remains the dominant global supplier of Candelilla Wax, making regional production dynamics highly influential on international markets. During the quarter, stricter harvest quotas limited the volume of raw candelilla plants available for processing, creating supply tightness throughout the value chain.</p>
<p>At the same time, rising diesel prices significantly increased harvesting and transportation costs. Since wax extraction operations are often conducted in remote regions, fuel expenses represent a critical component of production economics. Higher transportation costs consequently translated into elevated export offers.</p>
<p>Exporters also reported stronger international inquiries from Europe and Asia, further tightening domestic inventories. Buyers seeking to secure material ahead of anticipated shortages accepted higher pricing levels, supporting market gains throughout the quarter.</p>
<p>The cosmetics sector remained a major demand driver. Global manufacturers increasingly favored natural waxes due to consumer demand for environmentally friendly and sustainable products. This trend encouraged continued purchasing despite higher prices.</p>
<p>Food coating applications also contributed to steady demand. Candelilla Wax is widely utilized as a glazing agent and protective coating for confectionery products, fruits, and dietary supplements, supporting consistent consumption patterns.</p>
<p><strong>Supply Chain Challenges Support Price Growth</strong></p>
<p>Several supply-side factors contributed to the North American price increase:</p>
<ul>
<li>Tighter government-regulated harvest quotas.</li>
<li>Rising diesel and transportation expenses.</li>
<li>Strong export demand from international markets.</li>
<li>Limited inventory availability.</li>
<li>Increased procurement activity from cosmetic and pharmaceutical sectors.</li>
</ul>
<p>These factors collectively strengthened market sentiment and supported higher export pricing throughout Q1 2026.</p>
<p><strong>Candelilla Wax Prices in Europe</strong></p>
<p><strong>Germany Experiences Price Growth Amid Economic Improvements</strong></p>
<p>The European Candelilla Wax market also recorded positive price movement during the first quarter of 2026. In Germany, prices increased quarter-over-quarter as buyers encountered higher import costs and elevated upstream expenses.</p>
<p>Several macroeconomic indicators influenced market conditions during the period. Germany's Consumer Price Index increased by 2.7% in March 2026, while the Producer Price Index declined slightly by 0.2%. Meanwhile, the Manufacturing Index expanded during March, indicating improving industrial activity despite stagnant industrial production levels in February.</p>
<p>Retail sales growth of 0.7% and unemployment levels of 4.2% suggested relatively stable consumer demand across the economy. Although consumer confidence remained negative at -24.7 in March 2026, downstream industries continued purchasing specialty raw materials to support production requirements.</p>
<p>European buyers faced higher import costs as Mexican supply tightened and export prices climbed. Importers reported increased competition for available cargoes, particularly among cosmetic ingredient distributors and specialty chemical suppliers.</p>
<p>Demand from the beauty and personal care industry remained resilient. The ongoing shift toward clean-label and naturally sourced ingredients encouraged manufacturers to maintain procurement activity despite elevated costs.</p>
<p>Pharmaceutical applications also supported market demand. Candelilla Wax continues to be utilized in tablet coatings and specialty formulations, providing stable consumption across healthcare-related industries.</p>
<p><strong>Economic Indicators Influence European Market Dynamics</strong></p>
<p>Several economic factors shaped European pricing trends during Q1 2026:</p>
<ul>
<li>Expansion in manufacturing activity.</li>
<li>Moderate growth in retail sales.</li>
<li>Higher imported raw material costs.</li>
<li>Stable labor market conditions.</li>
<li>Continued demand from cosmetics and pharmaceutical industries.</li>
</ul>
<p>These factors helped sustain market activity and contributed to the overall upward price trajectory.</p>
<p><strong>Global Supply and Demand Dynamics</strong></p>
<p>The global Candelilla Wax market remains heavily dependent on Mexican production, making regional harvest conditions particularly influential for international pricing trends.</p>
<p>During Q1 2026, tighter harvesting quotas emerged as one of the most significant market drivers. Reduced production volumes coincided with growing demand from industries seeking sustainable, plant-based ingredients. This imbalance between supply and demand created upward pressure across global markets.</p>
<p>The cosmetics sector continued to account for a substantial share of consumption. Rising consumer preference for natural products encouraged manufacturers to increase the use of botanical waxes in lipsticks, creams, lotions, and skincare formulations.</p>
<p>Food applications also supported market fundamentals. As regulatory acceptance of natural additives expanded, food manufacturers increasingly incorporated Candelilla Wax into glazing and coating applications.</p>
<p>Meanwhile, pharmaceutical companies maintained steady procurement volumes for use in tablet coatings and controlled-release formulations, providing an additional layer of demand stability.</p>
<p><strong>Candelilla Wax Production Cost Trends</strong></p>
<p>Production costs rose notably during Q1 2026 due to multiple factors affecting the supply chain.</p>
<p>Fuel prices represented a major challenge, particularly in Mexico where harvesting and transportation operations rely heavily on diesel-powered equipment and logistics networks. Rising energy costs increased the overall expense of collecting, processing, and transporting raw materials.</p>
<p>Labor costs also remained elevated in harvesting regions, reflecting broader inflationary pressures across agricultural and resource-based sectors. Additionally, compliance with harvest regulations and sustainability initiatives added operational expenses for producers.</p>
<p>Packaging and export-related costs increased as international freight markets remained relatively firm. These factors collectively contributed to higher production and export pricing throughout the quarter.</p>
<p><strong>Candelilla Wax Market Outlook</strong></p>
<p>Looking ahead to the second quarter of 2026, market participants anticipate continued firmness in Candelilla Wax prices. Supply conditions are expected to remain relatively tight, particularly if harvest restrictions continue and inventory levels remain constrained.</p>
<p>Demand from cosmetics and personal care manufacturers is projected to stay strong as consumer interest in natural and sustainable ingredients continues to expand globally. Pharmaceutical and food-sector demand is also expected to remain stable, supporting overall market consumption.</p>
<p>Exporters may continue to benefit from favorable pricing conditions if supply growth remains limited. However, future harvest performance, weather conditions, fuel costs, and international trade activity will remain key variables influencing market direction.</p>
<p>Should production volumes improve during subsequent harvest cycles, some moderation in price growth may occur. Nevertheless, the long-term outlook for Candelilla Wax remains positive, supported by increasing adoption across multiple industries and the global shift toward naturally sourced raw materials.</p>
<p><strong>Get Real Time Online for Candelilla Wax prices: <a data-cke-saved-href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Candelilla%20Wax" href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Candelilla%20Wax">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Candelilla%20Wax</a></strong></p>
<p><strong>Conclusion</strong></p>
<p>The Candelilla Wax market demonstrated strong upward momentum during the quarter ending March 2026. India recorded a 9.0% quarter-over-quarter increase, while Mexico witnessed a substantial 12.48% rise driven by tighter harvest quotas and escalating diesel costs. Germany also experienced higher prices amid strengthening manufacturing activity and elevated import costs.</p>
<p>Across all regions, supply limitations from Mexico, rising production expenses, and robust demand from cosmetics, pharmaceutical, and food industries supported higher pricing levels. As sustainability trends continue to reshape global ingredient markets, Candelilla Wax is expected to remain a strategically important natural wax with favorable long-term demand prospects. The balance between Mexican supply availability and expanding international consumption will remain the primary determinant of future Candelilla Wax price trends throughout 2026. </p>
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<title>Best&#45;Value Amenities in Retirement and Senior Living Communities</title>
<link>https://news.bangboxonline.com/best-value-amenities-in-retirement-and-senior-living-communities</link>
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<pubDate>Thu, 18 Jun 2026 13:11:45 +0500</pubDate>
<dc:creator>ava luna</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><span>When you begin comparing assisted living communities, the list of amenities can feel impressive at first glance. Fitness centers, dining rooms, activity calendars, transportation services, and outdoor spaces all sound appealing. But knowing which of these features actually translate into a better daily experience for yourself or your loved one is what separates a genuinely valuable community from one that simply markets well.</span></p>
<p><span>Understanding senior living community amenities services in depth helps families make smarter comparisons. It moves the conversation away from surface-level impressions and toward the practical question of what actually improves quality of life day to day. The right amenities support physical health, emotional well-being, social connection, and independence in ways that make a real and lasting difference.</span></p>
<p><span>This guide breaks down the amenities and services that deliver the most meaningful value in assisted living and independent living communities so you can evaluate your options with confidence and clarity.</span></p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Why Amenities Matter More Than They Might Seem</strong></h2>
<p><span>Amenities are not just perks. In a senior living community they are the infrastructure of daily life. They shape how residents spend their time, how they connect with others, how they maintain their health, and how much independence they can preserve as they age.</span></p>
<p><span>A community with thoughtfully designed amenities creates an environment where you feel engaged, comfortable, and supported. A community where amenities exist mostly on paper or are poorly maintained can leave residents feeling isolated and unstimulated regardless of how attractive the brochure looks.</span></p>
<p><span>When evaluating senior living community amenities services, the right question to ask is not simply what does this community offer but whether what they offer genuinely serves the people living there. That distinction matters enormously when you are making a decision about where your loved one will spend their daily life.</span></p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Dining Services and Nutrition</strong></h2>
<p><span>Of all the amenities available in </span><a href="https://nextchapterliving.com/" target="_self"><span><strong><ins>senior living communities</ins></strong></span></a><span>, dining is the one that touches residents most directly and most frequently. Meals happen three times a day every day so the quality, variety, and social environment of dining has an outsized impact on overall satisfaction and health.</span></p>
<p><span>The best communities treat dining as more than just fuel. Restaurant-style dining rooms where residents can sit together, choose from a menu, and enjoy a relaxed meal experience contribute to both nutrition and social connection. Chef-prepared meals with attention to dietary needs including diabetic-friendly, low-sodium, vegetarian, and texture-modified options show a genuine commitment to resident health rather than a one-size-fits-all approach.</span></p>
<p><span>Beyond the food itself, the dining environment matters. Is it welcoming and comfortable? Are residents encouraged to sit with others or do they tend to eat alone? Does the atmosphere feel more like a community gathering than an institutional cafeteria? These are meaningful indicators of how a community values its residents' daily experience.</span></p>
<p><span>Ask during your research whether snacks are available between meals, whether residents have input into menu choices, and whether special occasions are celebrated with themed dinners or community gatherings. These details reveal how much thought a community puts into the dining experience as a whole.</span></p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Wellness Programs for Seniors</strong></h2>
<p><span>Physical health is one of the most important pillars of quality senior living and wellness programs for seniors are the key mechanism through which communities support it. The best programs go far beyond a basic gym with a few pieces of equipment. They offer structured, intentional programming that meets residents where they are physically and encourages consistent participation.</span></p>
<p><span>Group fitness classes tailored to older adults are among the most valuable offerings a community can provide. These include options like chair yoga, tai chi, low-impact aerobics, balance training, and strength exercises using resistance bands or light weights. Classes led by qualified instructors who understand the physical needs and limitations of older adults are far more beneficial than unsupervised equipment access alone.</span></p>
<p><span>Walking paths and outdoor spaces that encourage daily movement are also a meaningful part of a community's wellness infrastructure. Access to fresh air and nature has documented benefits for both physical and mental health in older adults. A well-maintained garden, courtyard, or walking trail is not just an aesthetic feature. It is a genuine contributor to resident well-being.</span></p>
<p><span>Some communities also offer on-site physical therapy, occupational therapy, or regular wellness checks that help residents stay on top of their health and catch potential concerns early. These services bridge the gap between daily living and medical care in a way that supports long-term health outcomes.</span></p>
<p><span>You can read more about how physical activity shapes daily life in senior communities in this guide on</span><a href="https://nextchapterliving.com/blog/how-fitness-activities-for-seniors-impact-quality-of-life-in-senior-communities" target="_self"><span> <ins>how fitness activities for seniors impact quality of life in senior communities</ins></span></a><span>.</span></p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Social Activities for Seniors</strong></h2>
<p><span>Loneliness is one of the most significant health risks facing older adults. Communities that take social activities for seniors seriously are not just offering entertainment. They are addressing a genuine health need that affects emotional resilience, cognitive function, and overall well-being.</span></p>
<p><span>The best activity calendars offer variety and consistency. A mix of creative programs like art classes and music sessions, intellectual engagement like book clubs and lectures, physical group activities, and seasonal events gives residents multiple entry points for connection depending on their interests and energy levels.</span></p>
<p><span>Equally important is how activities are delivered. Are they led by engaged and enthusiastic staff? Are they genuinely designed around resident interests or simply scheduled to fill time? Do residents have any input into what programs are offered? Communities that survey residents and adapt their programming accordingly tend to build stronger engagement and a more vibrant community atmosphere.</span></p>
<p><span>Organized outings to local restaurants, cultural events, parks, or shopping centers are another valuable offering. These trips help residents maintain a connection with the broader community beyond the walls of the community which supports independence and a sense of continued participation in everyday life.</span></p>
<p><span>For a deeper look at why social engagement matters so much for senior health, this blog on</span><a href="https://nextchapterliving.com/blog/benefits-of-social-activities-for-seniors-and-how-to-encourage-participation" target="_self"><span> <ins>benefits of social activities for seniors and how to encourage participation</ins></span></a><span> explores the topic in detail.</span></p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Transportation Services</strong></h2>
<p><span>For many seniors, the loss of driving independence is one of the most significant lifestyle changes that accompanies aging. Transportation services within a senior living community directly address this by helping residents maintain mobility, access medical care, and stay connected to the activities and places they value.</span></p>
<p><span>Scheduled transportation to medical appointments is one of the most practically important services a community can offer. Reliable access to healthcare without depending on family members or costly private services gives residents greater autonomy and ensures that health appointments are not missed due to logistical barriers.</span></p>
<p><span>Beyond medical transport, communities that offer regular shuttle services to local shops, restaurants, cultural venues, and recreational areas give residents far more freedom to maintain their senior lifestyle. This kind of mobility is closely tied to feelings of independence and self-determination which are central to resident well-being.</span></p>
<p><span>When comparing communities, ask specifically about how transportation is managed. Is it available daily or only on certain days? Is there a cost associated with individual trips? How far in advance do residents need to request transportation? These practical details determine how useful the service actually is in daily life.</span></p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Housekeeping and Maintenance Services</strong></h2>
<p><span>Freedom from the burden of household chores is one of the most immediately appreciated aspects of moving into a senior living community. Housekeeping and maintenance services remove tasks that can be physically demanding or even unsafe for older adults and allow residents to focus their time and energy on activities that bring them joy and connection.</span></p>
<p><span>Regular room cleaning, laundry services, and linen changes are standard offerings in most assisted living and independent living communities. But the quality and frequency of these services varies. When comparing communities ask how often rooms are cleaned, whether personal laundry is handled separately from community linens, and whether residents can request additional housekeeping support if needed.</span></p>
<p><span>Maintenance services that handle repairs, light fixture replacement, and general upkeep mean residents never have to worry about a leaking faucet or a broken appliance disrupting their day. This maintenance-free lifestyle is one of the most consistently cited benefits among residents who have made the transition from homeownership to senior living.</span></p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Personal Care and Daily Living Support</strong></h2>
<p><span>In assisted living communities personal care services are among the most essential offerings and they deserve careful evaluation when comparing your options. These services directly affect a resident's dignity, comfort, and health on a daily basis.</span></p>
<p><span>Look for communities that take a personalized approach to care. Rather than a standardized routine applied to all residents, the best communities develop individual care plans based on each resident's specific needs and preferences. These plans are reviewed regularly and updated as needs change.</span></p>
<p><span>Personal care services typically include assistance with bathing, dressing, grooming, and mobility. Medication management and reminders are also commonly included. The manner in which these services are delivered matters as much as the services themselves. Care that is delivered with patience, respect, and attention to the resident's sense of dignity contributes enormously to their emotional well-being and overall experience of living in the community.</span></p>
<p><span>If you want to understand in more depth what personal care in assisted living typically includes, this guide on</span><a href="https://nextchapterliving.com/blog/what-does-assisted-living-include-for-seniors-seeking-comfort-and-care" target="_self"><span> <ins>what assisted living includes for seniors seeking comfort and care</ins></span></a><span> is a helpful resource.</span></p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Technology and Communication Features</strong></h2>
<p><span>Modern senior living communities increasingly incorporate technology in ways that meaningfully support residents and their families. These features are worth evaluating as part of your overall assessment of community value.</span></p>
<p><span>Emergency call systems in every resident room and bathroom are a baseline safety feature that every quality community should have. Beyond this, some communities offer wearable alert devices that residents can carry with them throughout the day providing an additional layer of security and peace of mind.</span></p>
<p><span>Family communication tools such as secure online portals where families can stay updated on their loved one's daily activities and care updates help maintain connection and transparency. For families who do not live nearby these tools can significantly reduce worry and strengthen their relationship with the care team.</span></p>
<p><span>Some communities also offer virtual healthcare consultations which allow residents to access medical professionals without the disruption of traveling to an outside appointment. This is particularly valuable for residents with mobility limitations or complex health needs.</span></p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Outdoor and Community Spaces</strong></h2>
<p><span>The physical environment of a senior living community has a profound effect on how residents feel day to day. Well-designed indoor and outdoor spaces give residents places to gather, relax, pursue hobbies, and simply enjoy their surroundings.</span></p>
<p><span>Outdoor spaces such as secure courtyards, garden areas, and walking paths support physical activity and provide access to natural light and fresh air which have documented positive effects on mood and cognitive health. The importance of walkable and accessible outdoor environments for seniors is explored further in this guide on</span><a href="https://nextchapterliving.com/blog/how-walkable-communities-for-seniors-support-health-and-well-being" target="_self"><span> <ins>how walkable communities for seniors support health and well-being</ins></span></a><span>.</span></p>
<p><span>Indoors, communal spaces like libraries, lounges, activity rooms, and beauty salons give residents places to gather socially or enjoy quiet time independently. The variety and quality of these spaces contribute to a community atmosphere that feels more like a home and less like a community.</span></p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>How Next Chapter Living Helps You Compare Amenities</strong></h2>
<p><span>Evaluating senior living community amenities services across multiple communities can be time-consuming without a reliable way to compare them side by side. Next Chapter Living makes this easier by providing detailed community profiles that clearly outline available services, amenities, pricing, and care levels in one place.</span></p>
<p><span>Whether you are researching independently or working through a shortlist of local communities, the platform gives you the honest and transparent information you need to assess value objectively. You can identify which communities align with your lifestyle preferences before scheduling a single tour.</span></p>
<p><a href="https://nextchapterliving.com/contact-us" target="_self"><span><strong><ins>Start your search today</ins></strong></span></a><span> at Next Chapter Living and find a community where the amenities and services genuinely match what you or your loved one needs to thrive.</span></p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Conclusion</strong></h2>
<p><span>The amenities and services a senior living community offers are not simply a list of features. They are the foundation of daily life for the people who live there. From dining and wellness programs for seniors to social activities, transportation, and personal care, each element contributes to a resident's health, independence, and happiness in a meaningful way.</span></p>
<p><span>By evaluating these features thoughtfully and honestly before making a decision, families can identify communities that deliver genuine value rather than simply impressive marketing. The right community is one where your loved one's senior lifestyle is supported in ways that make every day more comfortable, connected, and fulfilling.</span></p>
<p><span>At</span><a href="https://nextchapterliving.com/" target="_self"><span> <strong><ins>Next Chapter Living</ins></strong></span></a><span>, we provide the transparent information and comparison tools your family needs to make this important decision with confidence.</span></p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>FAQs</strong></h2>
<h3 class="text-[1.17em] font-medium mb-2"><strong>Q. What amenities should I prioritize when choosing a senior living community?</strong></h3>
<p><span><strong>A. </strong>Prioritize amenities that directly support your loved one's daily needs and lifestyle. Dining quality, wellness programs, social activities, transportation services, and personal care offerings have the most meaningful impact on resident health, independence, and overall satisfaction in a senior living community.</span></p>
<h3 class="text-[1.17em] font-medium mb-2"><strong>Q. How do wellness programs for seniors improve quality of life in assisted living?</strong></h3>
<p><span><strong>A. </strong>Wellness programs support physical strength, balance, and cardiovascular health while also improving mood and reducing isolation. Regular participation in structured fitness classes and outdoor activities helps seniors maintain independence longer and contributes positively to their emotional and cognitive well-being every day.</span></p>
<h3 class="text-[1.17em] font-medium mb-2"><strong>Q. Are social activities for seniors really important in assisted living communities?</strong></h3>
<p><span><strong>A. </strong>Yes. Social connection directly affects emotional health, cognitive function, and longevity. Communities that offer consistent and varied social programming help residents build friendships, stay mentally engaged, and feel a genuine sense of belonging that significantly reduces the health risks associated with loneliness and isolation.</span></p>
<h3 class="text-[1.17em] font-medium mb-2"><strong>Q. How do I know if a community's amenities are genuinely good or just well-marketed?</strong></h3>
<p><span><strong>A. </strong>Look beyond the brochure. Ask about how often activities run, who leads wellness programs, and whether residents have input into programming. During tours observe how residents actually use communal spaces and engage with staff to gauge whether the community culture matches the marketing.</span></p>
<h3 class="text-[1.17em] font-medium mb-2"><strong>Q. Does a senior living community with more amenities always cost more?</strong></h3>
<p><span><strong>A. </strong>Not necessarily. Some communities bundle amenities into a single monthly fee while others charge separately for certain services. Comparing average monthly rates alongside what is included helps you identify which communities offer the best overall value for your loved one's specific needs and budget.</span></p>]]> </content:encoded>
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<title>CSIR NET Mathematics Exam Preparation Tips and Career Opportunities</title>
<link>https://news.bangboxonline.com/CSIR-NET-Mathematics-Exam-Preparation-Tips-and-Career-Opportunities</link>
<guid>https://news.bangboxonline.com/CSIR-NET-Mathematics-Exam-Preparation-Tips-and-Career-Opportunities</guid>
<description><![CDATA[ Infostudy is the best maths coaching institute in Delhi, providing expert training to the aspirants of CSIR UGC NET, IIT JAM, GATE &amp; such other exams in India. ]]></description>
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<pubDate>Thu, 18 Jun 2026 12:49:03 +0500</pubDate>
<dc:creator>Info Study</dc:creator>
<media:keywords>CSIRNET, net, netmaths, Maths, CSIRNETMaths, MathCoaching, MCAEntrance, NETMathsPrep, MathsMentor, MathsSuccess, MathsExamTips, MathsForSuccess, CSIRNET2025, CSIRNETResults, CSIRNETOnlineClasses</media:keywords>
<content:encoded><![CDATA[<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">One of the biggest mistakes students make is jumping directly into problem solving without building conceptual clarity. In a subject like Mathematics, strong fundamentals are the foundation of success. Whether it is Linear Algebra, Real Analysis, Abstract Algebra, Topology, Probability, or Differential Equations, every topic demands a clear understanding of concepts before advanced questions can be solved confidently.</p>
<p class="MsoNormal" style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><span style="font-family: Roboto; font-size: 12pt; line-height: 18.4px;">Know about CSIR NET Mathematics preparation.</span></p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Understanding the exam pattern and marking scheme</li>
<li>Creating an effective study plan</li>
<li>Building strong conceptual foundations</li>
<li>Selecting the best study resources</li>
<li>Practising previous year questions and mock tests</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">With the right approach and consistent effort, clearing CSIR NET Mathematics can become a realistic and achievable goal.</p>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><b style="font-weight: bold;">A Complete Overview of the CSIR NET Mathematics Exam<br><br>Overall Pattern of the Examination<br></b></p>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">The<span> </span><b style="font-weight: bold;"><a href="https://infostudy.co.in/csir-ugc-net/" target="_blank" style="background: transparent; text-decoration: none; color: #2196f3;" rel="noopener"><span style="color: #2b00fe;">CSIR NET Mathematics</span></a></b><span> </span>exam is conducted as a single paper test with multiple-choice questions. The total marks are two hundred, and the paper is divided into three parts. Each part focuses on a different type of skill, ranging from basic reasoning to advanced problem solving.</p>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><b style="font-weight: bold;">Part A General Aptitude and Research Skills</b></p>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">This section focuses on general science, quantitative reasoning, analysis, and research related thinking. It contains twenty questions, and candidates need to attempt fifteen questions. Each question carries two marks, making the total marks thirty for this section.<br><br>This part may look simple, but it plays an important role in overall scoring.</p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Focus on reasoning ability</li>
<li>Basic understanding of science concepts</li>
<li>Quantitative aptitude skills</li>
<li>Research oriented thinking</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><b style="font-weight: bold;">Part B Core Mathematics Topics<br></b></p>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">This section is more directly related to the mathematics syllabus. It contains forty questions, out of which twenty five need to be attempted. Each question carries three marks, making this section worth seventy five marks.<br><br>This part tests how well a student understands core subjects like algebra, analysis, topology, and other important areas.<b style="font-weight: bold;"></b></p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Strong focus on Mathematics concepts</li>
<li>Direct syllabus based questions</li>
<li>Requires accuracy and practice</li>
<li>Tests the depth of understanding</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><b style="font-weight: bold;">Part C Advanced Application Based Questions<br></b></p>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">This is considered the most challenging section. It contains sixty questions, and candidates must attempt twenty questions. Each question carries four point seven five marks, making it the highest scoring section.<br><br>This part contains multiple correct answer type questions. Full credit is given only when all correct options are selected. There is no partial marking, which makes accuracy very important.</p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Advanced level problem solving</li>
<li>Multiple correct options type questions</li>
<li>Strong analytical thinking required</li>
<li>No partial marks, so careful selection is needed</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><b style="font-weight: bold;">Negative Marking System</b></p>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">Negative marking applies to Part A and Part B, with twenty five percent deduction for wrong answers. Part C does not have negative marking but requires complete accuracy for scoring.</p>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><b style="font-weight: bold;">What It Takes to Crack CSIR NET Mathematical Sciences<br><br>Importance of Conceptual Understanding </b></p>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">One of the most important factors in clearing this examination is strong conceptual clarity. Without understanding the basics, it becomes very difficult to solve advanced-level problems.<br><br>Students often make the mistake of jumping directly into problem-solving. However, mathematics requires a step-by-step understanding of definitions, theorems, and logical flow.</p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Focus on understanding concepts first</li>
<li>Build strong foundation in the basics</li>
<li>Avoid memorising without clarity</li>
<li>Practice regularly after learning theory</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">When concepts are clear, even difficult questions become manageable.</p>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><b style="font-weight: bold;">Strategic Topic Selection</b></p>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">Another important aspect of preparation is knowing which topics carry more importance. Not all topics are asked equally in the examination. Some areas are repeated frequently and need extra attention.<br><br>Students should study previous question patterns and identify high-weightage topics. This helps in saving time and improving efficiency.<b style="font-weight: bold;"></b></p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Identify frequently asked topics</li>
<li>Focus more on core syllabus areas</li>
<li>Avoid wasting time on rarely asked topics</li>
<li>Maintain a balanced preparation strategy</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><b style="font-weight: bold;">Building a Smart Study Plan<br><br>First Stage Concept Building Phase</b></p>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">In the initial stage, the focus should be on building clarity in all core subjects. This includes algebra, analysis, topology, differential equations, and probability, among others.<br><br>This stage is not about speed but about understanding each topic slowly and carefully.<b style="font-weight: bold;"><br></b></p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Study core subjects step by step</li>
<li>Make personal notes for revision</li>
<li>Understand every theorem properly</li>
<li>Practice basic level problems</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><b style="font-weight: bold;">Second Stage Practice and Question Solving Phase<br><br></b>After building concepts, the next step is practice. This includes solving previous year questions and topic-wise practice sets.<br><br>This phase helps in understanding how concepts are applied in real exam questions.<b style="font-weight: bold;"><br></b></p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li><b style="font-weight: bold;"><a href="https://infostudy.co.in/csir-ugc-net-maths-previous-year-papers/" target="_blank" style="background: transparent; text-decoration: none; color: #2196f3;" rel="noopener"><span style="color: #2b00fe;">Solve CSIR Maths previous question papers regularly</span></a></b></li>
<li>Practice topic-wise problem sets</li>
<li>Improve problem-solving speed</li>
<li>Identify weak areas</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;"><b style="font-weight: bold;">Third Stage Revision and Mock Test Phase<br></b><br>The final stage is all about revision and testing yourself under exam-like conditions. This helps in building confidence and improving time management.<b style="font-weight: bold;"><br></b></p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Revise all important formulas</li>
<li>Attempt full-length mock tests</li>
<li>Analyse mistakes carefully</li>
<li>Improve accuracy and speed</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;"><b style="font-weight: bold;">Daily Study Routine for Better Results<br><br>Balanced Study Schedule<br><br></b>A balanced routine is very important for long-term success. Students should study consistently every day instead of studying irregularly.<br><br>A good routine includes theory, practice, and revision all in one day.<b style="font-weight: bold;"><br></b></p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Study for 5 to 6 hours daily</li>
<li>Morning time for theory learning</li>
<li>Afternoon for problem-solving</li>
<li>Evening for revision and practice</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;"><b style="font-weight: bold;">Weekly Planning Strategy<br></b><br>Weekly planning helps in covering the syllabus in an organised way. Without planning, students often feel lost and stressed.</p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Choose three to four topics weekly</li>
<li>Set clear goals for each week</li>
<li>Dedicate one day to revision</li>
<li>Solve practice tests regularly</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;"><b style="font-weight: bold;">Importance of Previous Year Question Practice<br><br>Why Previous Questions Matter?<br><br></b>Solving previous year questions is one of the most powerful preparation strategies. It gives a clear idea about the type of questions asked in the exam.<br><br>Students who practice regularly perform better because they understand patterns and question difficulty levels.<b style="font-weight: bold;"><br></b></p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Understand the exam pattern clearly</li>
<li>Learn important topics</li>
<li>Improve accuracy in solving questions</li>
<li>Develop time management skills</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;"></p>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><b style="font-weight: bold;"> Tracking Progress Effectively<br></b><br>It is important to track performance while solving questions. This helps in identifying weak areas and improving them gradually.</p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Maintain a topic-wise record</li>
<li>Analyse mistakes carefully</li>
<li>Revisit weak topics regularly</li>
<li>Monitor improvement over time</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><b style="font-weight: bold;">Role of Mock Tests and Practice Sessions<br><br>Benefits of Mock Tests</b><br><br>Mock tests help in creating real  exam like experience. They prepare students mentally and physically for the actual examination.</p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Improve exam confidence</li>
<li>Build time management skills</li>
<li>Reduce exam stress</li>
<li>Enhance problem-solving speed</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><b style="font-weight: bold;">Features of Good Test Practice</b><br><br>A good test series should provide proper analysis and detailed solutions so that students can understand their mistakes.</p>
<ul style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; text-align: left;">
<li>Chapter wise tests</li>
<li>Full length mock exams</li>
<li>Timed practice sessions</li>
<li>Detailed performance feedback</li>
</ul>
<p style="color: #757575; font-family: Roboto, sans-serif; font-size: 15px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;">Preparing for CSIR NET Mathematical Sciences requires patience, discipline, and consistent effort. It is not an exam that can be cleared through shortcuts. It demands deep understanding and regular practice.<br><br>Students should focus on building strong concepts followed by structured practice and regular revision. A balanced study plan combined with mock tests and previous year questions can make a huge difference in performance.</p>]]> </content:encoded>
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<item>
<title>Savor Every Sip with the Best Coffee Shop Franchise in India</title>
<link>https://news.bangboxonline.com/brewtopia-71789</link>
<guid>https://news.bangboxonline.com/brewtopia-71789</guid>
<description><![CDATA[ See why Brewtopia Coffee continues to shine as one of the best coffee shop franchise in India ]]></description>
<enclosure url="" length="66477" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 12:48:21 +0500</pubDate>
<dc:creator>SEOBrewtopia Coffee</dc:creator>
<media:keywords>best coffee shop franchise  in India</media:keywords>
<content:encoded><![CDATA[<div>Savor Every Sip with the Best Coffee Shop Franchise in India</div>
<div></div>
<div>Enjoy handcrafted coffee and exceptional hospitality at Brewtopia Coffee. Ranked among the best coffee shop franchise in India, we create café experiences that blend taste, comfort, and quality. From signature beverages to cozy interiors, every detail is designed to delight our customers. See why Brewtopia Coffee continues to shine as one of the best coffee shop franchise in India.</div>
<div> <br>https://brewtopiacoffee.in</div>
<div>https://brewtopiacoffee.in</div>
<div>https://brewtopiacoffee.in</div>]]> </content:encoded>
</item>

<item>
<title>AI App Developer: Unlock the Future of Intelligent Mobile Applications Today</title>
<link>https://news.bangboxonline.com/ai-app-developer-unlock-the-future-of-intelligent-mobile-applications-today-71788</link>
<guid>https://news.bangboxonline.com/ai-app-developer-unlock-the-future-of-intelligent-mobile-applications-today-71788</guid>
<description><![CDATA[ Collaborate with an expert AI app developer to build smart mobile and web applications using FlutterFlow and AI automation. ArixLabs creates scalable, AI-powered apps for startups and businesses—featuring chatbots, workflows, integrations, and custom user experiences. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33a2649683f.jpg" length="25403" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 12:47:15 +0500</pubDate>
<dc:creator>Arixlabs</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">The business world is experiencing a technological explosion unlike anything seen before. Customers expect instant responses, personalized experiences, and intelligent solutions that simplify their lives. Companies that fail to adapt risk falling behind competitors who are already leveraging advanced technology to dominate their industries. This is precisely why investing in innovative mobile solutions has become a necessity rather than a luxury.<o:p></o:p></p>
<p class="MsoNormal">An experienced <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.arixlabs.com/ai-agent-ai-app-in-flutterflow"><b>AI App Developer</b></a></span></strong> can help businesses transform traditional applications into powerful digital assets capable of delivering smarter customer interactions, automated workflows, and data-driven insights. The opportunity is enormous, but the window to gain a competitive advantage is shrinking rapidly.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Smart Applications Are Becoming Essential<o:p></o:p></b></p>
<p class="MsoNormal">Modern consumers demand more than basic functionality. They expect applications that understand preferences, anticipate needs, and provide seamless experiences. Intelligent mobile solutions can analyze user behavior, automate repetitive tasks, and improve customer satisfaction at unprecedented levels.<o:p></o:p></p>
<p class="MsoNormal">Organizations across healthcare, retail, finance, education, and logistics are embracing intelligent technology to increase efficiency and generate stronger results. Businesses that act now position themselves for accelerated growth, while those who hesitate may struggle to keep pace in an increasingly competitive marketplace.<o:p></o:p></p>
<p class="MsoNormal"><b>Transform Ideas Into Market-Leading Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Every successful application starts with a vision. The challenge lies in turning that vision into a scalable, high-performance product that delivers measurable value. This requires technical expertise, strategic planning, and a deep understanding of emerging technologies.<o:p></o:p></p>
<p class="MsoNormal">A skilled <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.arixlabs.com/hire-flutterflow-developers"><b>Flutterflow expert</b></a></span></strong> can significantly reduce development time while maintaining exceptional quality standards. Faster development cycles allow businesses to launch products sooner, gather user feedback quickly, and adapt to market demands without costly delays.<o:p></o:p></p>
<p class="MsoNormal"><b>The Competitive Advantage of Intelligent Development<o:p></o:p></b></p>
<p class="MsoNormal">Imagine launching an application capable of providing personalized recommendations, automating customer support, predicting user behavior, and streamlining business operations. These capabilities are no longer reserved for large enterprises with unlimited budgets.<o:p></o:p></p>
<p class="MsoNormal">By working with an experienced <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">AI App Developer</span></strong>, businesses can access cutting-edge solutions designed to maximize efficiency and customer engagement. Intelligent applications not only improve user experiences but also create new revenue opportunities through enhanced functionality and deeper customer insights.<o:p></o:p></p>
<p class="MsoNormal">The result is a stronger brand presence, improved customer loyalty, and a significant advantage over competitors relying on outdated systems.<o:p></o:p></p>
<p class="MsoNormal"><b>Speed Matters More Than Ever<o:p></o:p></b></p>
<p class="MsoNormal">In today's fast-moving digital environment, delays can be costly. Every month spent waiting for a product launch represents missed opportunities, lost customers, and reduced market share. Businesses need development approaches that combine speed with reliability.<o:p></o:p></p>
<p class="MsoNormal">This is where modern development frameworks shine. A dedicated <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Flutterflow expert</span></strong> can accelerate the journey from concept to launch while ensuring the final product remains scalable, responsive, and visually engaging. Faster deployment means businesses can capitalize on emerging trends before competitors gain traction.<o:p></o:p></p>
<p class="MsoNormal"><b>Deliver Exceptional User Experiences<o:p></o:p></b></p>
<p class="MsoNormal">User expectations continue to rise. Applications must be intuitive, visually appealing, and highly responsive. Poor experiences often lead users to uninstall apps within minutes, making quality design and functionality absolutely critical.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://arixlabs.com/">Arixlabs</a></b> focuses on creating solutions that prioritize both performance and user satisfaction. Every feature is carefully designed to enhance engagement, simplify navigation, and encourage long-term usage. The objective is not merely to build an application but to create a powerful digital experience that users genuinely value.<o:p></o:p></p>
<p class="MsoNormal"><b>Future-Proof Your Business Strategy<o:p></o:p></b></p>
<p class="MsoNormal">Technology evolves rapidly, and businesses need solutions that can grow alongside their ambitions. Scalability, adaptability, and innovation should be at the core of every development project.<o:p></o:p></p>
<p class="MsoNormal">Partnering with the right team ensures applications remain relevant as customer expectations change. A knowledgeable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Flutterflow expert</span></strong> can develop flexible solutions that support future enhancements, integrations, and feature expansions without requiring complete redevelopment.<o:p></o:p></p>
<p class="MsoNormal">This future-ready approach helps organizations protect their investment while maintaining a strong competitive position in evolving markets.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Choose Proven Development Expertise<o:p></o:p></b></p>
<p class="MsoNormal">Selecting the right development partner can determine the success or failure of a project. Expertise, communication, and strategic thinking all play critical roles in delivering exceptional outcomes.<o:p></o:p></p>
<p class="MsoNormal">Arixlabs combines technical excellence with a results-driven mindset, helping businesses transform ambitious ideas into powerful digital products. Whether the goal is improving operational efficiency, enhancing customer engagement, or creating entirely new revenue streams, the right development strategy can unlock extraordinary growth potential.<o:p></o:p></p>
<p class="MsoNormal">Companies that invest in innovation today are positioning themselves to lead tomorrow.<o:p></o:p></p>
<p class="MsoNormal"><b>The Time to Act Is Right Now<o:p></o:p></b></p>
<p class="MsoNormal">Market opportunities do not remain available forever. Consumer expectations continue to evolve, competitors continue to innovate, and technology continues to advance at remarkable speed. Waiting too long can mean surrendering valuable opportunities to more proactive competitors.<o:p></o:p></p>
<p class="MsoNormal">An experienced <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">AI App Developer</span></strong> can help businesses capitalize on emerging trends, create smarter customer experiences, and establish a stronger market presence before competitors catch up. The sooner a project begins, the sooner measurable results can be achieved.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.arixlabs.com/">Flutterflow Development Agency</a></span><br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.arixlabs.com/hire-flutter-developer">Hire Flutter Developers</a></span><br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.arixlabs.com/hire-flutterflow-developers">Hire Flutterflow Developer</a></span><o:p></o:p></b></p>]]> </content:encoded>
</item>

<item>
<title>AI App Developer: Unlock the Future of Intelligent Mobile Applications Today</title>
<link>https://news.bangboxonline.com/ai-app-developer-unlock-the-future-of-intelligent-mobile-applications-today</link>
<guid>https://news.bangboxonline.com/ai-app-developer-unlock-the-future-of-intelligent-mobile-applications-today</guid>
<description><![CDATA[ Collaborate with an expert AI app developer to build smart mobile and web applications using FlutterFlow and AI automation. ArixLabs creates scalable, AI-powered apps for startups and businesses—featuring chatbots, workflows, integrations, and custom user experiences. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33a2649683f.jpg" length="25403" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 12:47:12 +0500</pubDate>
<dc:creator>Arixlabs</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">The business world is experiencing a technological explosion unlike anything seen before. Customers expect instant responses, personalized experiences, and intelligent solutions that simplify their lives. Companies that fail to adapt risk falling behind competitors who are already leveraging advanced technology to dominate their industries. This is precisely why investing in innovative mobile solutions has become a necessity rather than a luxury.<o:p></o:p></p>
<p class="MsoNormal">An experienced <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.arixlabs.com/ai-agent-ai-app-in-flutterflow"><b>AI App Developer</b></a></span></strong> can help businesses transform traditional applications into powerful digital assets capable of delivering smarter customer interactions, automated workflows, and data-driven insights. The opportunity is enormous, but the window to gain a competitive advantage is shrinking rapidly.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Smart Applications Are Becoming Essential<o:p></o:p></b></p>
<p class="MsoNormal">Modern consumers demand more than basic functionality. They expect applications that understand preferences, anticipate needs, and provide seamless experiences. Intelligent mobile solutions can analyze user behavior, automate repetitive tasks, and improve customer satisfaction at unprecedented levels.<o:p></o:p></p>
<p class="MsoNormal">Organizations across healthcare, retail, finance, education, and logistics are embracing intelligent technology to increase efficiency and generate stronger results. Businesses that act now position themselves for accelerated growth, while those who hesitate may struggle to keep pace in an increasingly competitive marketplace.<o:p></o:p></p>
<p class="MsoNormal"><b>Transform Ideas Into Market-Leading Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Every successful application starts with a vision. The challenge lies in turning that vision into a scalable, high-performance product that delivers measurable value. This requires technical expertise, strategic planning, and a deep understanding of emerging technologies.<o:p></o:p></p>
<p class="MsoNormal">A skilled <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.arixlabs.com/hire-flutterflow-developers"><b>Flutterflow expert</b></a></span></strong> can significantly reduce development time while maintaining exceptional quality standards. Faster development cycles allow businesses to launch products sooner, gather user feedback quickly, and adapt to market demands without costly delays.<o:p></o:p></p>
<p class="MsoNormal"><b>The Competitive Advantage of Intelligent Development<o:p></o:p></b></p>
<p class="MsoNormal">Imagine launching an application capable of providing personalized recommendations, automating customer support, predicting user behavior, and streamlining business operations. These capabilities are no longer reserved for large enterprises with unlimited budgets.<o:p></o:p></p>
<p class="MsoNormal">By working with an experienced <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">AI App Developer</span></strong>, businesses can access cutting-edge solutions designed to maximize efficiency and customer engagement. Intelligent applications not only improve user experiences but also create new revenue opportunities through enhanced functionality and deeper customer insights.<o:p></o:p></p>
<p class="MsoNormal">The result is a stronger brand presence, improved customer loyalty, and a significant advantage over competitors relying on outdated systems.<o:p></o:p></p>
<p class="MsoNormal"><b>Speed Matters More Than Ever<o:p></o:p></b></p>
<p class="MsoNormal">In today's fast-moving digital environment, delays can be costly. Every month spent waiting for a product launch represents missed opportunities, lost customers, and reduced market share. Businesses need development approaches that combine speed with reliability.<o:p></o:p></p>
<p class="MsoNormal">This is where modern development frameworks shine. A dedicated <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Flutterflow expert</span></strong> can accelerate the journey from concept to launch while ensuring the final product remains scalable, responsive, and visually engaging. Faster deployment means businesses can capitalize on emerging trends before competitors gain traction.<o:p></o:p></p>
<p class="MsoNormal"><b>Deliver Exceptional User Experiences<o:p></o:p></b></p>
<p class="MsoNormal">User expectations continue to rise. Applications must be intuitive, visually appealing, and highly responsive. Poor experiences often lead users to uninstall apps within minutes, making quality design and functionality absolutely critical.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://arixlabs.com/">Arixlabs</a></b> focuses on creating solutions that prioritize both performance and user satisfaction. Every feature is carefully designed to enhance engagement, simplify navigation, and encourage long-term usage. The objective is not merely to build an application but to create a powerful digital experience that users genuinely value.<o:p></o:p></p>
<p class="MsoNormal"><b>Future-Proof Your Business Strategy<o:p></o:p></b></p>
<p class="MsoNormal">Technology evolves rapidly, and businesses need solutions that can grow alongside their ambitions. Scalability, adaptability, and innovation should be at the core of every development project.<o:p></o:p></p>
<p class="MsoNormal">Partnering with the right team ensures applications remain relevant as customer expectations change. A knowledgeable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Flutterflow expert</span></strong> can develop flexible solutions that support future enhancements, integrations, and feature expansions without requiring complete redevelopment.<o:p></o:p></p>
<p class="MsoNormal">This future-ready approach helps organizations protect their investment while maintaining a strong competitive position in evolving markets.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Choose Proven Development Expertise<o:p></o:p></b></p>
<p class="MsoNormal">Selecting the right development partner can determine the success or failure of a project. Expertise, communication, and strategic thinking all play critical roles in delivering exceptional outcomes.<o:p></o:p></p>
<p class="MsoNormal">Arixlabs combines technical excellence with a results-driven mindset, helping businesses transform ambitious ideas into powerful digital products. Whether the goal is improving operational efficiency, enhancing customer engagement, or creating entirely new revenue streams, the right development strategy can unlock extraordinary growth potential.<o:p></o:p></p>
<p class="MsoNormal">Companies that invest in innovation today are positioning themselves to lead tomorrow.<o:p></o:p></p>
<p class="MsoNormal"><b>The Time to Act Is Right Now<o:p></o:p></b></p>
<p class="MsoNormal">Market opportunities do not remain available forever. Consumer expectations continue to evolve, competitors continue to innovate, and technology continues to advance at remarkable speed. Waiting too long can mean surrendering valuable opportunities to more proactive competitors.<o:p></o:p></p>
<p class="MsoNormal">An experienced <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">AI App Developer</span></strong> can help businesses capitalize on emerging trends, create smarter customer experiences, and establish a stronger market presence before competitors catch up. The sooner a project begins, the sooner measurable results can be achieved.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.arixlabs.com/">Flutterflow Development Agency</a></span><br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.arixlabs.com/hire-flutter-developer">Hire Flutter Developers</a></span><br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.arixlabs.com/hire-flutterflow-developers">Hire Flutterflow Developer</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>How Indoor Fountains Create a Relaxing Atmosphere at Home</title>
<link>https://news.bangboxonline.com/how-indoor-fountains-create-a-relaxing-atmosphere-at-home</link>
<guid>https://news.bangboxonline.com/how-indoor-fountains-create-a-relaxing-atmosphere-at-home</guid>
<description><![CDATA[ There was a time when indoor fountains felt like commodity you&#039;d only see in hospices or fancy services. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33a16d4d09d.jpg" length="37588" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 12:42:51 +0500</pubDate>
<dc:creator>Susan Armadale</dc:creator>
<media:keywords>indoor fountains</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>There was a time when </span><a href="https://fountains.com/product-category/indoor-fountains/"><span>indoor fountains</span></a><span> felt like commodity you'd only see in hospices or fancy services. Not presently. People are bringing them into apartments, bedrooms, home services, indeed bitsy corners that used to collect dust. </span><b></b><span>And actually, it makes sense. </span><b></b><span>A good root does not scream for attention. It just sits there, still doing its thing. The sound of moving water changes the mood of a room in a way that lights or scenery pieces generally ca n't. It's simple. But it works. </span><b></b><span>still, then are ten reasons people keep falling in love with them, If you've been allowing about adding inner cradles to your home. </span></p>
<p dir="ltr"><span><img 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" width="612" height="414"></span></p>
<h3 dir="ltr"><span>1. Inner Cradles Make Your Home Feel Calmer </span></h3>
<p><b> </b></p>
<p dir="ltr"><span>Life gets noisy. </span><span>Phones buzz. Business outside noway stops. Work follows us home. occasionally you just want one small thing that slows the pace a little. </span><b></b><span>That is where inner cradles shine. </span><span>The gentle sound of flowing water has a comforting effect that numerous people find relaxing after a long day. You do not have to meditate beside it or produce some elaborate heartiness corner. Just hearing water in the background changes the atmosphere. </span><span>It's subtle. Yet unexpectedly important. </span></p>
<p><b> </b></p>
<h3 dir="ltr"><span>2. They Add Style Without Trying Too Hard </span></h3>
<p dir="ltr"><span>Some scenery trends vanish presto. </span><b></b><span>Cradles do n't. </span><b></b><span>ultramodern cradles come in all kinds of designs — minimalist gravestone pieces, satiny glass styles, wall- mounted options, and rustic designs that look handwrought. </span></p>
<p dir="ltr"><span>The nice thing is they do not need much around them. </span><span>Put one in an empty corner and suddenly the space feels purposeful. More complete. Indeed if the rest of the room is enough ordinary. </span></p>
<p dir="ltr"><span>Not every ornamental point can do that. </span></p>
<h3 dir="ltr"><span>3. Inner Cradles produce Soothing Background Noise </span></h3>
<p dir="ltr"><span>Silence is not always relaxing. </span><span>Occasionally it's awkward. Especially when you work from home or live in a busy neighborhood. </span></p>
<p dir="ltr"><span>Inner cradles produce soft, nonstop white noise that masks abstracting sounds. Barking tykes . buses outdoors. The neighbor dragging cabinetwork at night. </span></p>
<p dir="ltr"><span>You still hear life passing. </span></p>
<p dir="ltr"><span>You just do not notice it as much. </span></p>
<p dir="ltr"><span>A lot of people buy cradles because they look nice and end up loving them because of the sound. </span></p>
<p dir="ltr"><span>Funny how that works. </span></p>
<h3 dir="ltr"><span>4. They Bring Nature Indoors </span></h3>
<p dir="ltr"><span>Utmost of us spend way too important time outside. </span></p>
<p dir="ltr"><span>defenses all day. Artificial lights. Air exertion. </span></p>
<p dir="ltr"><span>Adding natural rudiments can make a space feel less sterile, and inner cradles are one of the easiest ways to do that. </span></p>
<p dir="ltr"><span>Flowing water has a connection to nature that people artificially respond to. Brace a root with a many shops and suddenly your room feels softer and further alive. </span></p>
<p dir="ltr"><span>You do not need a vicinity. </span></p>
<p dir="ltr"><span>occasionally a small root does enough. </span></p>
<h3 dir="ltr"><span>5. Cradles Fit Into nearly Any Room </span></h3>
<p dir="ltr"><span>This surprises people. </span></p>
<p dir="ltr"><span>Numerous assume cradles are huge or delicate to place. But that is not true presently. </span></p>
<p dir="ltr"><span>There are tabletop models for divisions, wall cradles for living apartments, and compact designs that fit shelves or bedroom corners. </span></p>
<p dir="ltr"><span>You can place inner cradles in </span></p>
<p dir="ltr"><span>Living apartments </span></p>
<p dir="ltr"><span>Bedrooms </span></p>
<p dir="ltr"><span>Home services </span></p>
<p dir="ltr"><span>entries </span></p>
<p dir="ltr"><span>Contemplation spaces </span></p>
<p dir="ltr"><span>Dining areas </span></p>
<p dir="ltr"><span>Some are bold statement pieces. </span></p>
<p dir="ltr"><span>Others slightly take up any room at all. </span></p>
<p dir="ltr"><span>Either way, there is generally a design that works. </span></p>
<h3 dir="ltr"><span>6. They are Easier to Maintain Than You suppose </span></h3>
<p dir="ltr"><span>People frequently imagine cradles as high- conservation. </span></p>
<p dir="ltr"><span>Messy pumps. Constant cleaning. Water far and wide. </span></p>
<p dir="ltr"><span>Reality is a bit different. </span></p>
<p dir="ltr"><span>Utmost ultramodern inner cradles are designed for everyday use. conservation generally means beating up water sometimes and drawing the receptacle every many weeks. </span></p>
<p dir="ltr"><span>That is it. </span></p>
<p dir="ltr"><span>Sure, some larger models bear further care, but numerous lower cradles are unexpectedly low trouble. </span></p>
<p dir="ltr"><span>You spend further time enjoying them than maintaining them. </span></p>
<p dir="ltr"><span>And that is presumably how it should be. </span></p>
<h3 dir="ltr"><span>7. Inner Cradles Can Ameliorate the Feel of Sot Apartments </span></h3>
<p dir="ltr"><span>This is not magic. </span></p>
<p dir="ltr"><span>But moving water can add a small quantum of humidity to inner air, especially in apartments where heating or air exertion makes everything feel dry. </span></p>
<p dir="ltr"><span>Will an inner root replace a humidifier? </span></p>
<p dir="ltr"><span>But some people notice the air feels a little fresher or further comfortable with water features hard. </span></p>
<p dir="ltr"><span>At the veritably least, the presence of flowing water creates a sense of newness. </span></p>
<p dir="ltr"><span>And actually, perception matters too. </span></p>
<h3 dir="ltr"><span>8. They Make Great discussion Pieces </span></h3>
<p dir="ltr"><span>People notice cradles. </span><span>Not always incontinently. But ultimately someone asks </span><b></b></p>
<p dir="ltr"><span>" Where did you get that?" </span></p>
<p dir="ltr"><span>It's nearly guaranteed. </span><b></b><span>A unique root adds personality to a room without feelingover-the-top. Guests are drawn to the sound. They walk over to look near. </span></p>
<p dir="ltr"><span>Before you know it, you are talking about home scenery, trip, or why you bought it in the first place. </span></p>
<p dir="ltr"><span>It's a small thing. </span><b></b><span>But homes are full of small effects that make them memorable. </span></p>
<p><b> </b></p>
<h3 dir="ltr"><span>9. There Are further Designs Than Ever Before </span></h3>
<p dir="ltr"><span>The old image of cradles does not really apply presently. </span><span>moment's cradles range fromultra-modern designs to natural gravestone creations and cultural pieces that look like puppets. </span></p>
<p dir="ltr"><span>You can find </span></p>
<p dir="ltr"><span>Tabletop cradles </span></p>
<p dir="ltr"><span>Wall cradles </span></p>
<p dir="ltr"><span>Tiered water cradles </span></p>
<p dir="ltr"><span>Zen- inspired designs </span></p>
<p dir="ltr"><span>Glass cradles </span></p>
<p dir="ltr"><span>Slate and gravestone styles </span></p>
<p dir="ltr"><span>Contemporary essence cradles </span></p>
<p dir="ltr"><span>Some are elegant. </span></p>
<p dir="ltr"><span>Some are quirky. </span></p>
<p dir="ltr"><span>Some actually look weird, but in a good way. </span></p>
<p dir="ltr"><span>The point is, you are not limited presently. </span></p>
<p dir="ltr"><span>Whatever your style is, there is presumably a root that matches it. </span></p>
<h3 dir="ltr"><span>10. Inner Cradles Help Turn a House Into a Home </span></h3>
<p dir="ltr"><span>This bone</span></p>
<p dir="ltr"><span>is hard to explain. </span></p>
<p dir="ltr"><span>A house can have beautiful cabinetwork, precious artwork, and perfect lighting and still feel. cold. </span></p>
<p dir="ltr"><span>A root changes the energy. </span></p>
<p dir="ltr"><span>The sound of moving water adds life. It creates stir and wimpiness at the same time. It makes spaces feel lived in. </span><b></b></p>
<p dir="ltr"><span>Not because it's trendy. </span></p>
<p dir="ltr"><span>Because humans have always been drawn to water. </span></p>
<p dir="ltr"><span>perhaps that is why people keep buying inner </span><a href="https://fountains.com/"><span>fountains</span></a><span> indeed when design trends come and go. </span></p>
<p dir="ltr"><span>Some effects just work. </span></p>
<p dir="ltr"><span>And water is one of them. </span></p>
<p dir="ltr"><span>Final studies </span></p>
<p dir="ltr"><span>Inner cradles are not just ornamental objects presently. They are mood- setters, discussion starters, and unexpectedly practical additions to ultramodern homes. </span></p>
<p dir="ltr"><span>You do not need a massive space or an unlimited budget. Indeed a small root can transfigure how a room feels. </span><span>still, ultramodern, or classic cradles for your home, If you are exploring stylish.com. </span></p>
<p dir="ltr"><span>A quiet room is nice. </span></p>
<p dir="ltr"><span>A room with flowing water? </span></p>
<p dir="ltr"><span>That is commodity additional entirely. </span></p>
<p dir="ltr"><span><img 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" width="612" height="344"></span></p>
<p><b> </b></p>
<h3 dir="ltr"><span>FAQs </span></h3>
<p dir="ltr"><span>1. Are inner cradles noisy? </span><b></b></p>
<p dir="ltr"><span>Not really. utmost inner cradles produce gentle, soothing water sounds rather than loud splashing. numerous people actually buy them specifically for the comforting background noise they produce. </span><b></b></p>
<p dir="ltr"><span>2. How frequently do inner cradles need drawing? </span><b></b></p>
<p dir="ltr"><span>Most inner cradles only need light drawing every many weeks. Regularly adding water and keeping the pump clean helps them run easily for a long time. </span><b></b></p>
<p dir="ltr"><span>3. Can inner cradles fit in small apartments? </span><b></b></p>
<p dir="ltr"><span>Absolutely. There are numerous compact tabletop and wall- mounted cradles designed specifically for lower spaces. You do not need a large room to enjoy one. </span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Stickers and Labels: Transform Your Brand Visibility Before Your Competitors Do</title>
<link>https://news.bangboxonline.com/stickers-and-labels-transform-your-brand-visibility-before-your-competitors-do</link>
<guid>https://news.bangboxonline.com/stickers-and-labels-transform-your-brand-visibility-before-your-competitors-do</guid>
<description><![CDATA[ Get stickers and labels printed for packaging, branding, and promotions. Choose from various materials, finishes, and sizes to create eye-catching designs that suit retail, food, cosmetic products, and corporate events. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a339d5ce3413.jpg" length="88434" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 12:25:26 +0500</pubDate>
<dc:creator>landmarkprint</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s crowded marketplace, standing out is no longer optional—it’s essential. Businesses are constantly searching for innovative ways to capture attention, strengthen brand recognition, and create memorable customer experiences. One of the most effective yet often overlooked marketing tools is <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product/standard-paper-label-stickers/"><b>stickers and labels</b></a></span></strong>. These versatile branding assets can instantly elevate product presentation, boost professionalism, and create a lasting impression that keeps customers coming back for more.<o:p></o:p></p>
<p class="MsoNormal">With competition growing every day, businesses that invest in premium-quality print solutions gain a significant advantage. Whether you're launching a new product, promoting a special campaign, or enhancing packaging, high-quality printed materials can make all the difference.<o:p></o:p></p>
<p class="MsoNormal"><b>Make Every Product Impossible to Ignore<o:p></o:p></b></p>
<p class="MsoNormal">First impressions happen in seconds. Customers often decide whether to engage with a product based on visual appeal alone. Professionally designed branding materials create an immediate sense of trust and quality.<o:p></o:p></p>
<p class="MsoNormal">When your packaging looks polished and eye-catching, it sends a powerful message about your business standards. Vibrant colors, crisp printing, and durable finishes help products stand out on shelves, making them far more appealing to potential buyers. Every package becomes a silent salesperson, working around the clock to attract attention and increase sales opportunities.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Quality Printing Delivers Exceptional Results<o:p></o:p></b></p>
<p class="MsoNormal">Many businesses underestimate the impact of superior print quality. Poorly produced branding materials can diminish the perceived value of a product, while premium printing enhances credibility and professionalism.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print specializes in delivering outstanding print solutions designed to help businesses maximize their visual impact. Advanced printing technology ensures sharp details, vivid colors, and durable finishes that maintain their appearance even under demanding conditions.<o:p></o:p></p>
<p class="MsoNormal">High-quality printing is not just about aesthetics—it’s an investment in brand reputation. Customers naturally associate premium presentation with premium products and services.<o:p></o:p></p>
<p class="MsoNormal"><b>The Competitive Advantage Businesses Are Rushing to Secure<o:p></o:p></b></p>
<p class="MsoNormal">Markets are evolving rapidly, and businesses that adapt quickly are the ones that thrive. Companies across industries are increasingly turning to custom branding solutions to strengthen their market presence.<o:p></o:p></p>
<p class="MsoNormal">A trusted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/"><b>sticker printing shop</b></a></span></strong> provides the flexibility to create unique designs tailored to specific business objectives. Whether you need promotional materials, product identification, safety information, or packaging enhancements, customized printing solutions offer endless possibilities.<o:p></o:p></p>
<p class="MsoNormal">The ability to personalize every detail allows businesses to communicate their brand story more effectively while creating a stronger emotional connection with customers.<o:p></o:p></p>
<p class="MsoNormal"><b>Create Marketing That Continues Working Long After Distribution<o:p></o:p></b></p>
<p class="MsoNormal">Traditional advertising often requires ongoing spending to maintain visibility. Printed branding materials, however, continue generating exposure long after they are produced.<o:p></o:p></p>
<p class="MsoNormal">Every package shipped, every product sold, and every promotional item distributed becomes a marketing opportunity. Customers interact with your branding repeatedly, reinforcing awareness and increasing the likelihood of repeat purchases.<o:p></o:p></p>
<p class="MsoNormal">This extended visibility makes printed branding one of the most cost-effective marketing investments available. The return on investment can be substantial when combined with a strong overall marketing strategy.<o:p></o:p></p>
<p class="MsoNormal"><b>Custom Solutions Designed for Every Industry<o:p></o:p></b></p>
<p class="MsoNormal">Different businesses have different requirements, which is why customization is so valuable. Retailers, manufacturers, food businesses, cosmetics brands, healthcare providers, and e-commerce companies all benefit from tailored print solutions.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://landmarkprint.sg/">Landmark Print</a></b> understands that every project requires precision, creativity, and attention to detail. By offering a wide range of customization options, businesses can create materials that align perfectly with their branding goals and operational needs.<o:p></o:p></p>
<p class="MsoNormal">From sophisticated finishes to unique shapes and sizes, customized print products provide the flexibility needed to stand apart from competitors.<o:p></o:p></p>
<p class="MsoNormal"><b>Speed Matters More Than Ever<o:p></o:p></b></p>
<p class="MsoNormal">In fast-moving industries, delays can result in missed opportunities. Product launches, promotional campaigns, and seasonal events often operate under tight deadlines.<o:p></o:p></p>
<p class="MsoNormal">Choosing an experienced <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">sticker printing shop</span></strong> ensures projects are completed efficiently without compromising quality. Fast turnaround times help businesses stay agile, respond to market demands, and seize opportunities before competitors have a chance to react.<o:p></o:p></p>
<p class="MsoNormal">When timing is critical, reliable printing services become an essential business asset.<o:p></o:p></p>
<p class="MsoNormal"><b>Build Stronger Customer Connections Through Memorable Branding<o:p></o:p></b></p>
<p class="MsoNormal">Consumers are drawn to brands that feel professional, trustworthy, and consistent. Every visual element contributes to the overall customer experience, influencing perceptions and purchasing decisions.<o:p></o:p></p>
<p class="MsoNormal">Professionally produced <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">stickers and labels</span></strong> help create a cohesive brand identity that customers recognize instantly. Consistency across products, packaging, and promotional materials reinforces credibility and strengthens customer loyalty over time.<o:p></o:p></p>
<p class="MsoNormal">Businesses that prioritize branding often enjoy stronger customer retention and increased word-of-mouth referrals, creating a powerful cycle of growth and success.<o:p></o:p></p>
<p class="MsoNormal"><b>The Perfect Time to Upgrade Your Brand Is Right Now<o:p></o:p></b></p>
<p class="MsoNormal">Every day spent using outdated or ineffective branding materials is a missed opportunity to capture attention and drive sales. Markets are becoming more competitive, customer expectations are rising, and visual presentation plays a larger role than ever before.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print provides businesses with the tools needed to make a bold and lasting impression. Whether you're looking to refresh your packaging, launch a new product line, or improve brand visibility, premium printing solutions can help you achieve remarkable results.<o:p></o:p></p>
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<title>How to Build a RWA Tokenization Platform with an Ondo Finance Clone Script</title>
<link>https://news.bangboxonline.com/how-to-build-a-rwa-tokenization-platform-with-an-ondo-finance-clone-script</link>
<guid>https://news.bangboxonline.com/how-to-build-a-rwa-tokenization-platform-with-an-ondo-finance-clone-script</guid>
<description><![CDATA[ An Ondo Finance clone script is a ready-made software solution designed to help businesses launch tokenized finance platforms ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a339cac76720.jpg" length="76307" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 12:22:31 +0500</pubDate>
<dc:creator>Smith taylor</dc:creator>
<media:keywords>Ondo Finance Clone script</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The financial industry is undergoing a major transformation in 2026, driven by the rapid adoption of blockchain technology and asset digitization. Among the most significant developments is the rise of Real World Asset (RWA) tokenization, a process that brings traditional assets onto blockchain networks. From real estate and government bonds to commodities and private investments, tokenization is creating new ways for businesses and investors to access value.</span></p>
<p dir="ltr"><span>As the demand for tokenized assets grows, entrepreneurs are looking for efficient ways to launch platforms that support this emerging market. One of the fastest and most practical approaches is using an Ondo Finance clone script, which provides the foundation needed to build a modern tokenized asset ecosystem without starting development from scratch.</span></p>
<h2 dir="ltr"><span>Understanding Real World Asset Tokenization</span></h2>
<p dir="ltr"><span>These tokens can represent ownership, access rights, or participation in an underlying asset. By converting traditional assets into blockchain-based representations, businesses can improve accessibility, transparency, and operational efficiency. In 2026, tokenization is expanding beyond niche blockchain projects and becoming a key focus for financial institutions, fintech startups, and investment platforms seeking innovative growth opportunities. This shift is creating strong demand for platforms that can bridge traditional finance and decentralized technology.</span></p>
<h2 dir="ltr"><span>Why RWA Platforms Are Growing Rapidly</span></h2>
<p dir="ltr"><span>Several factors are driving the popularity of tokenized asset platforms. First, investors are increasingly looking for diversified opportunities beyond traditional cryptocurrencies. Second, blockchain technology provides greater transparency and efficiency compared to many conventional financial systems. Third, the demand for fractional ownership models is making investment opportunities more accessible to a broader audience. These developments are positioning tokenized assets as one of the fastest-growing segments within digital finance. As market interest continues expanding, businesses are seeking scalable solutions that allow them to enter this sector quickly and efficiently.</span></p>
<h2 dir="ltr"><span>What Is an Ondo Finance Clone Script?</span></h2>
<p dir="ltr"><span>An Ondo Finance clone script is a ready-made software solution designed to help businesses launch tokenized finance platforms inspired by modern decentralized asset ecosystems. Instead of spending years building infrastructure from the ground up, businesses can use a clone script as a development foundation and customize it according to their objectives. This approach significantly reduces development timelines while maintaining flexibility for future enhancements. For startups entering the RWA market, speed-to-market can be a major competitive advantage.</span></p>
<h2 dir="ltr"><span>Step 1: Define Your Asset Focus</span></h2>
<p dir="ltr"><span>Before beginning development, it is important to determine which types of assets the platform will support. Some businesses focus on real estate tokenization, while others target fixed-income products, commodities, private investments, or diversified asset portfolios. The chosen asset category will influence platform architecture, user experience, and long-term business strategy.</span></p>
<h2 dir="ltr"><span>Step 2: Design a Scalable Platform Architecture</span></h2>
<p dir="ltr"><span>Scalability should be considered from the beginning. As user participation increases, the platform must be capable of handling growing transaction volumes and expanding asset offerings. Modern blockchain infrastructure, cloud computing, and API-driven architecture play important roles in maintaining performance. Businesses investing in tokenized finance must think beyond launch and prepare for long-term growth.</span></p>
<h2 dir="ltr"><span>Step 3: Develop Secure Smart Contracts</span></h2>
<p dir="ltr"><span>Smart contracts serve as the operational engine of tokenized asset platforms. They automate asset management processes, transaction execution, and platform interactions. Reliable smart contract architecture helps improve transparency while reducing operational complexity. In 2026, security and efficiency are becoming essential requirements for blockchain-based financial platforms. Businesses should prioritize smart contract quality because it directly affects platform reliability and user confidence.</span></p>
<h2 dir="ltr"><span>Step 4: Build an Investor-Friendly User Experience</span></h2>
<p dir="ltr"><span>Technology alone does not guarantee success. Users expect intuitive interfaces that simplify complex financial activities. An effective platform should provide clear asset information, portfolio management tools, transaction history, and easy navigation. A positive user experience often becomes a major factor influencing platform adoption and retention.</span></p>
<h2 dir="ltr"><span>Step 5: Integrate Blockchain Infrastructure</span></h2>
<p dir="ltr"><span>Blockchain infrastructure provides the foundation for secure and transparent operations. Businesses should choose blockchain networks that align with their scalability, performance, and ecosystem requirements. The selected infrastructure should support asset tokenization, transaction processing, wallet integration, and future expansion opportunities. A strong technical foundation helps businesses remain adaptable in a rapidly changing market.</span></p>
<h2 dir="ltr"><span>Step 6: Implement Compliance and Transparency Features</span></h2>
<p dir="ltr"><span>Modern platforms often include asset verification systems, reporting tools, transaction records, and governance mechanisms that improve trust and accountability. Investors increasingly prefer platforms that provide clear visibility into asset-related information. Businesses that prioritize transparency may attract stronger long-term user engagement.</span></p>
<h2 dir="ltr"><span>Step 7: Add Advanced Platform Features</span></h2>
<p dir="ltr"><span>Competition within the tokenized finance industry is increasing. To stand out, businesses should consider integrating advanced features such as:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Asset performance dashboards</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Automated reporting tools</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Multi-asset portfolio management</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Real-time notifications</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Analytics and insights</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Smart investment management features</span></p>
</li>
</ul>
<p dir="ltr"><span>These capabilities improve user engagement while creating a more sophisticated investment environment.</span></p>
<h2 dir="ltr"><span>Emerging Trends Shaping the Future of RWA Platforms</span></h2>
<p dir="ltr"><span>The next generation of tokenized asset platforms is expected to be influenced by several technological innovations. Artificial intelligence may enhance investment analytics and personalization. Automation technologies could improve operational efficiency and asset management workflows. Cross-chain interoperability is likely to expand asset accessibility across multiple blockchain ecosystems. As adoption continues increasing, businesses that embrace these innovations may gain significant competitive advantages.</span></p>
<h2 dir="ltr"><span>Why 2026 Is the Best Time to Enter the Market</span></h2>
<p dir="ltr"><span>The tokenization industry is moving from experimentation to real-world implementation. Businesses entering the market today have the opportunity to establish strong positions before competition becomes even more intense. The combination of growing investor demand, advancing technology, and expanding blockchain adoption makes 2026 an attractive year for launching tokenized asset platforms.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>Building a Real World Asset tokenization platform with an </span><a href="https://www.beleaftechnologies.com/ondo-finance-clone-script-development"><span>Ondo Finance clone script</span></a><span> provides businesses with an efficient pathway into one of the fastest-growing sectors in digital finance. By combining secure smart contracts, scalable infrastructure, intuitive user experiences, and advanced asset management capabilities, entrepreneurs can create platforms that meet the evolving needs of modern investors. As tokenized finance continues reshaping global investment markets, businesses that invest in innovative RWA solutions today may be well-positioned to lead the next wave of blockchain-driven financial transformation.</span></p>
<p></p>]]> </content:encoded>
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<title>GPS Car Trackers: The Smart Technology Every Vehicle and Fleet Manager Needs Right Now</title>
<link>https://news.bangboxonline.com/gps-car-trackers-the-smart-technology-every-vehicle-and-fleet-manager-needs-right-now</link>
<guid>https://news.bangboxonline.com/gps-car-trackers-the-smart-technology-every-vehicle-and-fleet-manager-needs-right-now</guid>
<description><![CDATA[ Secure &amp; streamline your fleet with SmartTrack GPS car tracking. Perfect for rental management, real-time insights &amp; control. Try it today! ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a339bcf355f1.jpg" length="58765" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 12:19:24 +0500</pubDate>
<dc:creator>Stsint</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Imagine having complete visibility over your vehicles at all times. Picture knowing exactly where your cars are, how they are being used, and having the power to respond instantly to unexpected situations. In today's fast-paced world, businesses and vehicle owners can no longer afford to operate without real-time insights and advanced security solutions. That's why<span> </span><a href="https://sts-int.net/smarttrack-for-car-rentals/"><strong>gps car trackers</strong></a><span> </span>have become one of the most valuable technologies available.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you're managing a commercial fleet, protecting valuable assets, or overseeing a rental vehicle operation, modern tracking solutions provide unmatched control, efficiency, and peace of mind. At Spatial Technology Solution, we help businesses and vehicle owners unlock the full power of intelligent tracking technology through cutting-edge<span> </span>gps car trackers<span> </span>and advanced<span> </span>rental car gps tracking<span> </span>systems.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The demand for smarter vehicle management is growing rapidly, and organizations that embrace this technology now are positioning themselves for greater security, higher profitability, and stronger operational performance.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why GPS Car Trackers Are Transforming Vehicle Management</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The days of relying on guesswork are over.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Modern<span> </span>gps car trackers<span> </span>provide real-time visibility that allows businesses and vehicle owners to monitor vehicle locations, movements, and activity with exceptional accuracy. Instead of wondering where a vehicle is or how it is being used, users gain immediate access to critical information that supports better decision-making.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This technology delivers far more than location monitoring. It empowers businesses to improve efficiency, strengthen security, reduce operating costs, and enhance customer service.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Spatial Technology Solution, our advanced tracking systems help clients gain a competitive edge while maintaining complete control over their vehicle assets.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Growing Importance of Rental Car GPS Tracking</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For rental vehicle businesses, protecting assets and maintaining operational oversight is more important than ever.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every rental vehicle represents a valuable investment. Without proper monitoring, companies may face challenges related to unauthorized use, delayed returns, theft, or inefficient fleet management.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is why<span> </span>rental car gps tracking<span> </span>has become an essential tool for successful rental operations.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">With professional<span> </span>rental car gps tracking<span> </span>solutions, rental companies can monitor vehicle locations in real time, improve asset utilization, and respond quickly when unexpected situations arise. The ability to track vehicles accurately helps reduce risks while improving overall business performance.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Spatial Technology Solution provides powerful<span> </span><a href="https://sts-int.net/smarttrack-for-car-rentals/"><strong>rental car gps tracking</strong></a><span> </span>systems designed to help rental businesses operate more confidently and efficiently.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Protect Your Valuable Assets Around the Clock</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Vehicle theft remains a serious concern for both individuals and businesses.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Losing a vehicle can result in significant financial losses, operational disruptions, and unnecessary stress. Fortunately, modern<span> </span>gps car trackers<span> </span>provide an additional layer of protection that helps safeguard valuable assets.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Real-time tracking capabilities allow vehicle owners to monitor movements continuously and respond quickly to suspicious activity. This increased visibility improves recovery opportunities and provides greater confidence that assets remain protected.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Spatial Technology Solution, we believe security should never be left to chance. Our advanced tracking technology helps clients maintain awareness and control twenty-four hours a day.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Improve Efficiency and Reduce Costs</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the most exciting benefits of<span> </span>gps car trackers<span> </span>is their ability to improve operational efficiency.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many businesses are surprised by how much money can be saved through better vehicle management. Tracking systems help identify inefficiencies, reduce unnecessary mileage, optimize routes, and improve resource allocation.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">These improvements often lead to:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Lower fuel costs</span></li>
<li><span style="font-size: 14pt;">Improved vehicle utilization</span></li>
<li><span style="font-size: 14pt;">Enhanced productivity</span></li>
<li><span style="font-size: 14pt;">Reduced downtime</span></li>
<li><span style="font-size: 14pt;">Better route planning</span></li>
<li><span style="font-size: 14pt;">Increased operational visibility</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For companies using<span> </span>rental car gps tracking, these benefits can have a direct impact on profitability and customer satisfaction.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The result is a smarter, more efficient operation that maximizes the value of every vehicle.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Businesses Choose Spatial Technology Solution</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Technology is only as effective as the company behind it.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Spatial Technology Solution has built a reputation for delivering innovative tracking solutions that help clients achieve greater visibility, control, and peace of mind. Our expertise and commitment to quality make us a trusted partner for businesses seeking reliable tracking technology.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Advanced Tracking Technology</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our<span> </span>gps car trackers<span> </span>are designed to deliver accurate, real-time information that supports informed decision-making.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Customized Solutions</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every organization has unique needs. We provide tailored tracking solutions that align with specific operational goals and requirements.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Scalable Systems</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether managing a single vehicle or an extensive fleet, our systems can grow alongside your business.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Expert Support</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our team is committed to helping clients maximize the value of their tracking investments through professional guidance and ongoing support.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Gain Complete Visibility Over Your Fleet</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Fleet management can be challenging without accurate information.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Managers often struggle with monitoring vehicle activity, tracking performance, and ensuring accountability across multiple locations. Modern<span> </span>gps car trackers<span> </span>eliminate much of this uncertainty by providing real-time visibility into fleet operations.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This enhanced visibility helps businesses make better decisions, improve service delivery, and maintain greater operational control.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For rental operators,<span> </span>rental car gps tracking<span> </span>adds another layer of oversight that helps ensure vehicles are used responsibly and returned as expected.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The ability to monitor assets from a centralized platform creates a level of control that was once impossible to achieve.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Enhance Customer Satisfaction</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Customer expectations continue to rise.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Businesses that can respond quickly, provide accurate information, and deliver reliable service often gain a significant competitive advantage. Tracking technology supports these goals by improving communication, reducing delays, and enhancing operational efficiency.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you're managing service vehicles, delivery fleets, or rental operations,<span> </span>gps car trackers<span> </span>help create a smoother customer experience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Similarly,<span> </span>rental car gps tracking<span> </span>enables rental businesses to improve asset availability and service reliability, contributing to stronger customer relationships and increased loyalty.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Stay Ahead of the Competition</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The business landscape is evolving rapidly.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Organizations that embrace technology gain advantages in efficiency, security, and customer service. Those that delay adoption often find themselves struggling to keep pace with competitors who have access to better information and more effective tools.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Implementing<span> </span>gps car trackers<span> </span>today positions businesses for future success by providing the insights needed to operate more intelligently and competitively.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Likewise,<span> </span>rental car gps tracking<span> </span>has become a critical differentiator for rental businesses seeking to improve asset management and operational performance.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The companies investing in these technologies now are building stronger foundations for long-term growth.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Time to Upgrade Is Now</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every day without advanced tracking technology represents a missed opportunity.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Missed opportunities to improve efficiency.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Missed opportunities to enhance security.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Missed opportunities to increase profitability.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"><a href="https://sts-int.net/"><strong>Spatial Technology Solution</strong></a><span> </span>is committed to helping businesses and vehicle owners unlock the full potential of modern<span> </span>gps car trackers<span> </span>and innovative<span> </span>rental car gps tracking<span> </span>systems. Our solutions provide the visibility, control, and confidence needed to thrive in an increasingly competitive environment.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><strong><a href="https://sts-int.net/smarttrack-for-car-rentals/">car rental service management</a></strong></span></p>]]> </content:encoded>
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<title>Custom Name Cards Singapore: Transform First Impressions Into Powerful Business Opportunities</title>
<link>https://news.bangboxonline.com/custom-name-cards-singapore-transform-first-impressions-into-powerful-business-opportunities</link>
<guid>https://news.bangboxonline.com/custom-name-cards-singapore-transform-first-impressions-into-powerful-business-opportunities</guid>
<description><![CDATA[ Get custom name cards in Singapore with Landmark Print. Personalize your cards with premium materials, vibrant colors, and professional designs. Perfect for corporate use, events, or networking—featuring fast delivery and exceptional quality. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a339a4edd4c6.jpg" length="54294" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 12:12:27 +0500</pubDate>
<dc:creator>landmarkprint</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s highly competitive business environment, first impressions can determine whether a potential client remembers you or forgets you within seconds. A professionally designed business card is more than a simple piece of paper—it is a powerful marketing tool that represents your identity, professionalism, and commitment to quality. Businesses that invest in <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/"><b>custom name cards singapore</b></a></span></strong> solutions gain a remarkable advantage by presenting themselves with confidence and credibility from the very first handshake.<o:p></o:p></p>
<p class="MsoNormal">Whether you are attending networking events, meeting potential investors, or building relationships with customers, premium name cards can instantly elevate your image and make every interaction more meaningful.<o:p></o:p></p>
<p class="MsoNormal"><b>The Secret Behind Memorable Branding<o:p></o:p></b></p>
<p class="MsoNormal">Successful brands understand that consistency matters. Every marketing material should reflect a company’s values, style, and professionalism. High-quality business cards help create a cohesive brand identity that customers recognize and trust.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print specializes in producing visually stunning cards that combine premium materials, sharp printing, and elegant finishes. Instead of blending into a pile of generic cards, businesses can stand out with designs that capture attention and leave a lasting impression. When every detail is carefully crafted, your card becomes a powerful extension of your brand.<o:p></o:p></p>
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<title>Camphor Price Trend Q1 2026: Chart, News and Forecast | ChemAnalyst</title>
<link>https://news.bangboxonline.com/camphor-price-trend-chart</link>
<guid>https://news.bangboxonline.com/camphor-price-trend-chart</guid>
<description><![CDATA[ The global camphor prices experienced a notable upward trend during the first quarter of 2026 ]]></description>
<enclosure url="" length="54294" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 12:08:56 +0500</pubDate>
<dc:creator>ChemAnalyst</dc:creator>
<media:keywords>Camphor Price</media:keywords>
<content:encoded><![CDATA[<p>According to <strong>ChemAnalyst</strong>, The global <a data-cke-saved-href="https://www.chemanalyst.com/Pricing-data/camphor-2554" href="https://www.chemanalyst.com/Pricing-data/camphor-2554" target="_blank" rel="noopener"><strong>camphor prices</strong></a> experienced a notable upward trend during the first quarter of 2026, supported by tightening supply conditions, rising logistics costs, and sustained industrial demand across key consuming regions. Camphor prices increased in major markets including Asia-Pacific, North America, and Europe as buyers navigated constrained export availability and higher transportation expenses. The quarter ending March 2026 highlighted the growing influence of international trade dynamics and supply-chain adjustments on the camphor pricing landscape.</p>
<p>Camphor, a versatile organic compound derived from turpentine oil and synthetic chemical processes, remains widely used in pharmaceuticals, personal care products, religious applications, insect repellents, and industrial formulations. As global demand remained stable and supply conditions tightened, market participants observed consistent price appreciation throughout the quarter.</p>
<p><strong>Global Camphor Market Overview</strong></p>
<p>The camphor market entered 2026 with a positive pricing trajectory driven by supply-side constraints and improving downstream demand. Several factors influenced market sentiment during the quarter:</p>
<ul>
<li>Reduced export availability from major Asian suppliers.</li>
<li>Rising freight and logistics expenses.</li>
<li>Stable pharmaceutical and personal care sector demand.</li>
<li>Strong seasonal procurement activities.</li>
<li>Tightening inventory levels among distributors.</li>
<li>Improved industrial consumption across manufacturing sectors.</li>
</ul>
<p>As a result, camphor prices moved upward across major regions, reflecting both cost pressures and favorable demand fundamentals.</p>
<p><strong>Book A Demo for Camphor Price: <a data-cke-saved-href="https://www.chemanalyst.com/Pricing-data/camphor-2554" href="https://www.chemanalyst.com/Pricing-data/camphor-2554">https://www.chemanalyst.com/Pricing-data/camphor-2554</a></strong></p>
<p><strong>Camphor Prices in APAC</strong></p>
<p><strong>China Market Performance</strong></p>
<p>China remained the dominant supplier and exporter of camphor during Q1 2026. The country's market witnessed significant price gains as exporters faced tighter product availability and increased international inquiries.</p>
<p>The Camphor Price Index in China increased by approximately 5.0% quarter-over-quarter during the first quarter of 2026. Average prices reached nearly USD 5,213.33 per metric ton at export terminals, reflecting stronger market fundamentals and constrained export supplies.</p>
<p><strong>Factors Driving Camphor Prices in China</strong></p>
<p><strong>Tight Export Availability</strong></p>
<p>One of the primary reasons behind the price increase was reduced export availability. Producers maintained controlled inventory levels amid steady overseas demand, limiting spot market supplies available for export transactions.</p>
<p><strong>Strong International Demand</strong></p>
<p>Buyers from North America and Europe increased procurement volumes to secure supplies ahead of anticipated freight fluctuations. This additional purchasing activity supported higher export offers throughout the quarter.</p>
<p><strong>Production Cost Pressures</strong></p>
<p>Manufacturers continued to face elevated feedstock and operational costs, encouraging suppliers to maintain firm pricing strategies. Energy and transportation expenditures also contributed to upward pressure on production economics.</p>
<p><strong>Stable Domestic Consumption</strong></p>
<p>China's pharmaceutical and personal care sectors maintained healthy consumption levels. Demand from religious products, medicinal formulations, and consumer healthcare applications remained consistent, supporting domestic market stability.</p>
<p><strong>APAC Market Outlook</strong></p>
<p>Market participants expect the Asian camphor sector to remain relatively firm in the coming quarters. Continued export demand, stable domestic consumption, and potential supply adjustments may keep prices supported despite any temporary fluctuations in trade activity.</p>
<p><strong>Camphor Prices in North America</strong></p>
<p><strong>United States Market Analysis</strong></p>
<p>The United States camphor market recorded steady gains during the first quarter of 2026. The Camphor Price Index increased by approximately 5.02% quarter-over-quarter as import costs rose due to stronger Asian offers and elevated freight expenses.</p>
<p>Average camphor prices in the U.S. reached approximately USD 5,370 per metric ton during the quarter, reflecting higher landed costs and ongoing supply-chain challenges.</p>
<p><strong>Key Drivers Behind U.S. Camphor Price Growth</strong></p>
<p><strong>Rising Asian Export Offers</strong></p>
<p>Since a significant portion of camphor supplies are sourced from Asia, stronger export pricing from Chinese suppliers directly influenced U.S. import costs. Importers were compelled to accept higher offers to secure adequate inventory levels.</p>
<p><strong>Elevated Freight Rates</strong></p>
<p>Ocean freight expenses remained a major pricing factor throughout Q1 2026. Increased transportation costs significantly affected landed prices for imported camphor products entering North American ports.</p>
<p><strong>Inventory Management Strategies</strong></p>
<p>Many distributors adopted cautious inventory management practices amid uncertain shipping schedules and changing global logistics conditions. Strategic restocking activity further strengthened demand within the domestic market.</p>
<p><strong>Pharmaceutical and Consumer Goods Demand</strong></p>
<p>Camphor continues to play a vital role in medicinal products, topical treatments, personal care formulations, and traditional applications. Consistent demand from these sectors contributed to positive market sentiment.</p>
<p><strong>Supply Chain Dynamics in North America</strong></p>
<p>The North American camphor market remains heavily dependent on imports, making it particularly sensitive to developments in Asian manufacturing and global shipping networks. Any disruptions in overseas production or transportation routes can rapidly affect domestic pricing trends.</p>
<p>Throughout Q1 2026, importers faced ongoing logistical challenges, resulting in higher procurement costs and firmer market prices.</p>
<p><strong>Camphor Prices in Germany</strong></p>
<p><strong>European Market Performance</strong></p>
<p>Germany, one of Europe's key chemical and pharmaceutical markets, witnessed upward movement in camphor prices during the first quarter of 2026. Price growth was supported by stronger Asian supply offers, tightening import availability, and active logistics operations across the region.</p>
<p>The average camphor price in Germany reflected stable industrial demand and reduced product availability within European distribution networks.</p>
<p><strong>Get Real Time Online for Camphor prices: <a data-cke-saved-href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Camphor" href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Camphor">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Camphor</a></strong></p>
<p><strong>Factors Supporting Camphor Prices in Germany</strong></p>
<p><strong>Higher Asian Supply Offers</strong></p>
<p>European buyers encountered increasing export prices from major Asian suppliers, particularly from China. These higher import offers translated into elevated procurement costs for distributors and end-users.</p>
<p><strong>Tightening Import Availability</strong></p>
<p>Reduced export volumes and extended shipment lead times limited product availability across European markets. Importers adjusted purchasing strategies to secure sufficient inventories, helping support prices.</p>
<p><strong>Logistics and Distribution Costs</strong></p>
<p>Regional logistics activity remained elevated throughout the quarter. Transportation expenses across European supply chains added further cost pressure to camphor procurement and distribution.</p>
<p><strong>Stable Industrial Demand</strong></p>
<p>Demand from pharmaceutical manufacturers, chemical processors, and personal care product producers remained relatively steady. This consistent consumption pattern helped maintain market balance despite supply-side constraints.</p>
<p><strong>Germany's Role in the European Camphor Market</strong></p>
<p>Germany continues to serve as a critical distribution and consumption hub within Europe. The country's strong pharmaceutical and specialty chemical industries create sustained demand for camphor products, influencing broader regional pricing trends.</p>
<p>As import dependence remains significant, European markets closely monitor developments in Asian production and international freight conditions.</p>
<p><strong>Major Factors Influencing Global Camphor Prices</strong></p>
<p><strong>Supply and Demand Balance</strong></p>
<p>The relationship between supply availability and downstream demand remains the most important determinant of camphor prices. Reduced export supplies coupled with stable demand typically lead to price increases, as witnessed during Q1 2026.</p>
<p><strong>Raw Material Costs</strong></p>
<p>Feedstock prices significantly impact camphor production economics. Variations in turpentine oil and related raw materials can influence manufacturing costs and ultimately affect market prices.</p>
<p><strong>Freight and Logistics Expenses</strong></p>
<p>Transportation costs have become increasingly important in global chemical markets. Rising freight rates directly increase landed costs for importing regions, contributing to upward pricing pressure.</p>
<p><strong>Pharmaceutical Industry Demand</strong></p>
<p>The pharmaceutical sector remains one of the largest consumers of camphor. Growing healthcare demand and expanding pharmaceutical production continue to support market growth globally.</p>
<p><strong>Trade Flows and Export Policies</strong></p>
<p>Export availability from major producing countries influences regional supply conditions. Any restrictions, production disruptions, or changes in export volumes can affect international pricing dynamics.</p>
<p><strong>Camphor Applications Supporting Market Demand</strong></p>
<p><strong>Pharmaceutical Products</strong></p>
<p>Camphor is extensively used in medicinal ointments, pain relief formulations, and respiratory treatments. The healthcare industry's stable consumption provides a reliable demand base for producers.</p>
<p><strong>Personal Care and Cosmetics</strong></p>
<p>Manufacturers utilize camphor in skincare products, creams, lotions, and cosmetic formulations due to its cooling and aromatic properties.</p>
<p><strong>Religious and Cultural Applications</strong></p>
<p>Many countries maintain consistent demand for camphor in religious ceremonies and cultural practices, contributing to stable year-round consumption.</p>
<p><strong>Industrial Applications</strong></p>
<p>Camphor serves various industrial purposes, including chemical synthesis, plasticizers, and specialty formulations used in manufacturing operations.</p>
<p><strong>Camphor Price Forecast</strong></p>
<p>Market analysts expect camphor prices to remain relatively firm during upcoming quarters, supported by ongoing supply constraints and healthy downstream demand.</p>
<p>Several factors will influence future market direction:</p>
<ul>
<li>Export availability from Asia.</li>
<li>Changes in freight and logistics costs.</li>
<li>Feedstock price movements.</li>
<li>Pharmaceutical sector demand growth.</li>
<li>Inventory levels across importing regions.</li>
<li>Global trade conditions.</li>
</ul>
<p>If supply availability remains constrained while demand continues at current levels, prices may maintain an upward bias. Conversely, increased production capacity or easing freight costs could moderate price growth later in the year.</p>
<p><strong>Future Market Opportunities</strong></p>
<p>Growing pharmaceutical production, expanding healthcare expenditures, and increasing consumer demand for personal care products are expected to create favorable long-term prospects for the camphor market.</p>
<p>Emerging economies across Asia, Latin America, and Africa are projected to contribute additional demand growth, supporting market expansion over the coming years. Manufacturers focusing on supply-chain optimization and sustainable production practices may gain competitive advantages in evolving global markets.</p>
<p><strong>Conclusion</strong></p>
<p>The global camphor market demonstrated strong pricing performance during the quarter ending March 2026. China recorded a 5.0% increase in the Camphor Price Index due to tighter export availability, while the United States experienced a 5.02% rise driven by stronger Asian offers and higher freight costs. Germany also witnessed firm pricing supported by tightening import availability and elevated logistics activity.</p>
<p>Across all major regions, supply constraints, freight expenses, and stable industrial demand emerged as the primary factors influencing market behavior. Looking ahead, continued demand from pharmaceutical, personal care, and industrial sectors is expected to support the camphor market, while supply availability and transportation costs will remain critical determinants of future price trends.</p>
<p>As global trade flows evolve and market participants adapt to changing supply-chain conditions, camphor prices are likely to remain closely tied to developments in Asian production centers and international logistics networks.</p>
<p></p>
<p> </p>
<p> <strong>About Us:</strong></p>
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<title>Mobile Backend as a Service Market Overview, Regional Analysis and Future Prospects</title>
<link>https://news.bangboxonline.com/mobile-backend-as-a-service-market-overview-regional-analysis-and-future-prospects</link>
<guid>https://news.bangboxonline.com/mobile-backend-as-a-service-market-overview-regional-analysis-and-future-prospects</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="54294" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:59:06 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Mobile Backend as a Service Market Overview</h1>
<p>The global Mobile Backend as a Service Market size was valued at USD 10.21 billion in 2023 and is projected to grow from USD 11.54 billion in 2024 to USD 29.29 billion by 2031, exhibiting a CAGR of 14.23% during the forecast period. The market is experiencing significant growth due to increasing smartphone penetration, rising mobile application usage, and the growing need for scalable backend infrastructure. Businesses across industries are rapidly adopting MBaaS solutions to simplify application development, improve operational efficiency, and accelerate digital transformation.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/mobile-backend-as-a-service-market-1587">https://www.kingsresearch.com/mobile-backend-as-a-service-market-1587</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Mobile Backend as a Service (MBaaS) Market size was valued at USD 10.21 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 11.54 billion in 2024 to USD 29.29 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 14.23% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing demand for mobile applications and cloud-based backend solutions is driving market growth.</strong></p>
</li>
<li>
<p><strong>Growing adoption of API management, analytics platforms, and application hosting services is accelerating expansion.</strong></p>
</li>
<li>
<p><strong>The rise of digital transformation initiatives among enterprises is boosting demand for MBaaS solutions.</strong></p>
</li>
<li>
<p><strong>Cross-platform mobile development is gaining popularity due to cost efficiency and faster application deployment.</strong></p>
</li>
<li>
<p><strong>Small and medium enterprises are increasingly adopting MBaaS platforms to reduce development complexity.</strong></p>
</li>
<li>
<p><strong>North America leads the market due to advanced cloud infrastructure and strong technology adoption.</strong></p>
</li>
<li>
<p><strong>Integration of artificial intelligence, automation, and serverless computing is creating new growth opportunities.</strong></p>
</li>
</ul>
<p>Mobile Backend as a Service (MBaaS) refers to cloud-based platforms that provide developers with ready-to-use backend services for mobile applications. These services include database management, cloud storage, authentication, API integration, push notifications, analytics, and application hosting. MBaaS eliminates the need for businesses to build and manage complex backend infrastructure, allowing developers to focus on improving user experience and application functionality.</p>
<p>The increasing demand for mobile applications across industries such as banking, healthcare, retail, entertainment, education, and transportation has created strong demand for reliable backend solutions. Organizations are investing heavily in mobile-first strategies to improve customer engagement and provide seamless digital experiences.</p>
<p>Traditional mobile application development requires significant time, resources, and technical expertise to create backend systems. MBaaS platforms simplify this process by offering pre-built services and development tools that enable faster application deployment. This capability has made MBaaS an attractive solution for startups, SMEs, and large enterprises.</p>
<hr>
<h1>Growth Drivers of Mobile Backend as a Service Market</h1>
<h2>Increasing Adoption of Mobile Applications</h2>
<p>The rapid growth of mobile applications is one of the primary factors driving the MBaaS market. Smartphones have become essential tools for communication, shopping, banking, entertainment, and business activities.</p>
<p>Companies are increasingly developing mobile applications to improve customer interaction and expand their digital presence. MBaaS platforms help businesses build, manage, and scale mobile applications efficiently, increasing adoption across industries.</p>
<h2>Rising Demand for Cloud-Based Solutions</h2>
<p>Cloud computing has transformed the way businesses manage IT infrastructure. Organizations are shifting from traditional on-premise systems to cloud-based platforms to reduce costs and improve flexibility.</p>
<p>MBaaS solutions provide scalable backend infrastructure without requiring businesses to invest in expensive hardware or maintenance. The growing preference for cloud-based services is significantly contributing to market growth.</p>
<h2>Faster Application Development</h2>
<p>The competitive digital environment has increased the need for faster application development and deployment. MBaaS platforms provide developers with pre-configured backend services, APIs, and development tools.</p>
<p>This enables companies to launch applications faster while reducing development costs. The ability to accelerate time-to-market is a major advantage driving MBaaS adoption.</p>
<h2>Digital Transformation Initiatives</h2>
<p>Enterprises worldwide are investing in digital transformation strategies to improve customer experience and operational efficiency.</p>
<p>Mobile applications have become a key component of digital strategies, increasing demand for backend solutions that support scalability, security, and performance. MBaaS platforms enable businesses to achieve digital transformation goals effectively.</p>
<hr>
<h1>Market Trends</h1>
<h2>Growth of Serverless Computing</h2>
<p>Serverless computing is emerging as a major trend in the MBaaS market. Serverless architecture allows developers to run applications without managing backend servers.</p>
<p>This approach reduces infrastructure costs and improves scalability. The integration of serverless capabilities into MBaaS platforms is expected to accelerate market adoption.</p>
<h2>Integration of Artificial Intelligence and Analytics</h2>
<p>Artificial intelligence and analytics are becoming important components of mobile backend platforms. AI-powered analytics help businesses understand user behavior, optimize application performance, and improve customer engagement.</p>
<p>Advanced analytics tools provided through MBaaS platforms enable organizations to make data-driven decisions.</p>
<h2>Increasing Adoption of Low-Code and No-Code Platforms</h2>
<p>Low-code and no-code development platforms are gaining popularity due to their ability to simplify application creation.</p>
<p>MBaaS solutions integrated with low-code platforms allow businesses to develop applications with minimal programming knowledge. This trend is expected to expand adoption among SMEs.</p>
<h2>Focus on Mobile Application Security</h2>
<p>As mobile applications handle sensitive user information, security has become a major priority. MBaaS providers are enhancing security features such as authentication, encryption, access management, and threat detection.</p>
<p>The increasing importance of cybersecurity is supporting demand for secure backend solutions.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Service Type</h2>
<h3>Application Hosting</h3>
<p>Application hosting services represent a significant segment of the MBaaS market. These services provide developers with cloud-based environments to deploy and manage mobile applications.</p>
<p>Businesses benefit from improved scalability, reliability, and reduced infrastructure management requirements.</p>
<h3>API Management</h3>
<p>API management is a crucial component of MBaaS platforms. APIs allow mobile applications to communicate with backend systems and external services.</p>
<p>The growing adoption of connected applications and digital ecosystems is driving demand for efficient API management solutions.</p>
<h3>Analytics</h3>
<p>Analytics services enable organizations to monitor application performance, track user behavior, and optimize mobile experiences.</p>
<p>Businesses use analytics insights to improve engagement, personalize services, and increase customer satisfaction.</p>
<hr>
<h1>By Deployment</h1>
<h2>Public</h2>
<p>Public MBaaS deployment is widely adopted due to affordability and scalability. These solutions allow businesses to access shared cloud infrastructure without significant investment.</p>
<p>Small and medium enterprises often prefer public deployment because of lower operational costs.</p>
<h2>Private</h2>
<p>Private deployment provides enhanced control and security by hosting backend services on dedicated infrastructure.</p>
<p>Large enterprises handling sensitive data often choose private MBaaS solutions to meet compliance and security requirements.</p>
<h2>Hybrid</h2>
<p>Hybrid deployment combines public and private cloud environments. It provides flexibility, scalability, and improved data management.</p>
<p>The growing need for customized cloud strategies is increasing demand for hybrid MBaaS deployment.</p>
<hr>
<h1>By Platform</h1>
<h2>iOS</h2>
<p>iOS-based mobile applications represent a major platform segment due to strong adoption among businesses and premium users.</p>
<p>MBaaS solutions help developers create secure and high-performance iOS applications with integrated backend services.</p>
<h2>Android</h2>
<p>Android dominates the global mobile ecosystem due to its widespread user base. The increasing number of Android applications across industries is driving demand for backend solutions.</p>
<p>MBaaS platforms support faster Android application development and deployment.</p>
<h2>Cross-Platform</h2>
<p>Cross-platform development is gaining popularity as businesses seek cost-effective application development solutions.</p>
<p>Cross-platform MBaaS solutions allow developers to build applications that work across multiple operating systems, reducing development time and expenses.</p>
<hr>
<h1>By End User</h1>
<h2>Small and Medium Enterprises</h2>
<p>SMEs are increasingly adopting MBaaS solutions due to limited IT resources and the need for affordable development platforms.</p>
<p>MBaaS enables SMEs to build professional mobile applications without investing heavily in backend infrastructure.</p>
<h2>Large Enterprises</h2>
<p>Large enterprises use MBaaS platforms to manage complex mobile ecosystems and support large-scale applications.</p>
<p>The need for scalability, security, and integration capabilities is driving adoption among major organizations.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America holds a significant share of the MBaaS market due to strong cloud adoption, advanced IT infrastructure, and presence of major technology companies.</p>
<p>The region continues to invest in mobile innovation and digital transformation initiatives.</p>
<h2>Europe</h2>
<p>Europe is witnessing steady growth due to increasing adoption of cloud technologies and enterprise mobility solutions.</p>
<p>Businesses across the region are focusing on improving digital services and customer experiences.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience rapid growth due to increasing smartphone users, expanding internet connectivity, and growing digital economies.</p>
<p>Countries such as China, India, Japan, and South Korea are investing heavily in mobile technologies and cloud platforms.</p>
<p>The expansion of startups and digital businesses is creating strong demand for MBaaS solutions.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are adopting MBaaS solutions as businesses increasingly move toward digital platforms.</p>
<p>Growing mobile penetration and investments in technology infrastructure are expected to create new opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The Mobile Backend as a Service market is highly competitive, with companies focusing on innovation, partnerships, and advanced cloud solutions.</p>
<p>Market participants are investing in artificial intelligence, automation, cybersecurity, and developer-friendly platforms to strengthen their market position.</p>
<p>Companies are enhancing their offerings by providing integrated services including analytics, authentication, database management, and API solutions.</p>
<p>The competitive environment is driven by the increasing demand for scalable, secure, and efficient mobile application development platforms.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the Mobile Backend as a Service market looks highly promising as businesses continue adopting mobile-first strategies and cloud technologies.</p>
<p>The increasing demand for faster application development, scalable infrastructure, and improved user experiences will continue driving market growth.</p>
<p>Emerging technologies such as artificial intelligence, machine learning, serverless computing, and edge computing are expected to transform MBaaS platforms.</p>
<p>As organizations continue their digital transformation journeys, MBaaS solutions will become essential tools for developing and managing next-generation mobile applications.</p>
<p>The market is expected to witness strong growth through 2031, supported by technological advancements and increasing enterprise adoption.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<item>
<title>Process Oil Market Competitive Analysis and Business Development Strategies</title>
<link>https://news.bangboxonline.com/process-oil-market-competitive-analysis-and-business-development-strategies</link>
<guid>https://news.bangboxonline.com/process-oil-market-competitive-analysis-and-business-development-strategies</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="54294" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:55:55 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Process Oil Market Overview</h1>
<p>The global Process Oil Market size was valued at USD 5.89 billion in 2023 and is projected to grow from USD 6.12 billion in 2024 to USD 8.47 billion by 2031, exhibiting a CAGR of 4.76% during the forecast period. The market is experiencing steady growth due to rising demand for process oils across multiple industries, including tire manufacturing, rubber processing, polymers, personal care, and industrial applications. Increasing automotive production, expansion of manufacturing activities, and growing demand for high-performance materials are supporting the development of the global process oil industry.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/process-oil-market-1534">https://www.kingsresearch.com/process-oil-market-1534</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Process Oil Market size was valued at USD 5.89 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 6.12 billion in 2024 to USD 8.47 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 4.76% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing demand from tire, rubber, polymer, and industrial manufacturing sectors is driving market growth.</strong></p>
</li>
<li>
<p><strong>Rising automotive production and expansion of the rubber processing industry are major growth factors.</strong></p>
</li>
<li>
<p><strong>Growing adoption of environmentally friendly and non-carcinogenic process oils is shaping market trends.</strong></p>
</li>
<li>
<p><strong>Paraffinic and naphthenic process oils are witnessing strong demand due to their wide industrial applications.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to dominate the market due to rapid industrialization and automotive growth.</strong></p>
</li>
<li>
<p><strong>Increasing focus on sustainable manufacturing and advanced materials is creating new opportunities.</strong></p>
</li>
</ul>
<p>Process oils are specialized petroleum-based or synthetic oils used as processing aids in manufacturing applications. These oils improve flexibility, processing efficiency, durability, and performance of various materials. They are widely used in rubber compounding, plastic processing, adhesives, sealants, and industrial formulations.</p>
<p>The increasing complexity of manufacturing processes has enhanced the importance of process oils. Manufacturers require advanced formulations that improve product quality while maintaining cost efficiency. Process oils help reduce energy consumption, improve mixing processes, and enhance the overall performance of finished products.</p>
<p>The growth of industries such as automotive, construction, consumer goods, and chemicals has significantly increased demand for process oils. These industries rely on rubber and polymer-based products, which require process oils for improved flexibility, stability, and processing characteristics.</p>
<hr>
<h1>Growth Drivers of Process Oil Market</h1>
<h2>Increasing Automotive Production</h2>
<p>The automotive industry is one of the largest consumers of process oils. Tires, rubber components, seals, hoses, and other automotive parts require process oils during manufacturing.</p>
<p>The global expansion of vehicle production is creating significant demand for tire and rubber products. As automotive manufacturers focus on improving vehicle efficiency and durability, the need for high-quality rubber compounds continues to rise.</p>
<p>The increasing adoption of electric vehicles is also contributing to market growth. EV manufacturers require specialized rubber components and advanced materials, supporting demand for high-performance process oils.</p>
<h2>Growth of Tire and Rubber Industry</h2>
<p>The tire and rubber industry represents a major application area for process oils. These oils improve the flexibility, strength, and processing characteristics of rubber materials.</p>
<p>Increasing vehicle ownership, transportation activities, and infrastructure development are driving tire production globally. Manufacturers are focusing on developing durable and efficient tires, increasing the use of advanced process oil formulations.</p>
<p>Process oils help improve rubber mixing, reduce production difficulties, and enhance the final product performance, making them essential in rubber manufacturing.</p>
<h2>Expansion of Polymer Industry</h2>
<p>The growing demand for polymers and plastic-based products is another major factor supporting market growth. Process oils are widely used in polymer processing to improve flexibility, flow characteristics, and overall material performance.</p>
<p>Industries such as packaging, construction, consumer goods, and electronics depend heavily on polymer materials. The expansion of these industries is expected to increase demand for process oils over the coming years.</p>
<h2>Increasing Industrial Manufacturing Activities</h2>
<p>Industrial development across emerging economies is boosting demand for process oils. Manufacturing sectors require specialized materials with improved durability and performance.</p>
<p>Process oils are used in various industrial applications, including lubricants, coatings, adhesives, and sealants. Growing investments in industrial infrastructure are creating favorable market conditions.</p>
<hr>
<h1>Emerging Market Trends</h1>
<h2>Shift Toward Environmentally Friendly Process Oils</h2>
<p>Environmental concerns and stricter regulations are influencing the development of process oils. Manufacturers are increasingly focusing on low-toxicity, non-carcinogenic, and sustainable alternatives.</p>
<p>Non-carcinogenic process oils are gaining popularity due to their improved environmental profile and compliance with safety regulations.</p>
<p>The transition toward eco-friendly formulations is expected to become a major trend in the process oil industry.</p>
<h2>Increasing Demand for High-Performance Oils</h2>
<p>Industries are demanding process oils with improved thermal stability, oxidation resistance, and compatibility with advanced materials.</p>
<p>Manufacturers are developing specialized oils designed for specific applications, enabling better product performance and longer service life.</p>
<h2>Technological Advancements in Oil Processing</h2>
<p>Advancements in refining technologies are improving the quality and efficiency of process oils. Modern production methods allow manufacturers to create oils with specific properties suitable for different industries.</p>
<p>These innovations are helping companies develop customized solutions for changing industrial requirements.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Type</h2>
<h3>Aromatic Process Oils</h3>
<p>Aromatic process oils are widely used in rubber processing applications due to their excellent compatibility with synthetic and natural rubber.</p>
<p>They provide good processing characteristics and improve material flexibility. However, increasing environmental regulations are encouraging manufacturers to explore safer alternatives.</p>
<p>The segment continues to find applications in tire manufacturing and industrial rubber products.</p>
<h3>Paraffinic Process Oils</h3>
<p>Paraffinic process oils are gaining significant demand due to their excellent color stability, oxidation resistance, and low volatility.</p>
<p>These oils are commonly used in polymer processing, adhesives, sealants, and rubber applications.</p>
<p>Their wide application range and favorable performance characteristics are expected to support segment growth.</p>
<h3>Naphthenic Process Oils</h3>
<p>Naphthenic process oils offer excellent solvency and low-temperature performance. They are commonly used in applications requiring flexibility and compatibility.</p>
<p>These oils are preferred in rubber, plastics, and industrial applications due to their balanced properties.</p>
<p>The demand for naphthenic oils is expected to increase with rising industrial manufacturing activities.</p>
<h3>Non-Carcinogenic Process Oils</h3>
<p>Non-carcinogenic process oils are witnessing strong growth due to increasing environmental awareness and regulatory requirements.</p>
<p>These oils offer safer alternatives for manufacturers seeking sustainable production solutions.</p>
<p>Growing emphasis on worker safety and environmental protection is expected to drive adoption.</p>
<hr>
<h1>By Application</h1>
<h2>Tire &amp; Rubber</h2>
<p>The tire and rubber segment dominates the process oil market due to extensive usage in tire production and rubber processing.</p>
<p>Process oils improve rubber flexibility, durability, and processing efficiency. The increasing demand for automotive tires and industrial rubber products is driving segment expansion.</p>
<p>The growth of transportation industries worldwide continues to support demand for process oils in rubber applications.</p>
<h2>Polymer</h2>
<p>The polymer segment is experiencing significant growth due to increasing consumption of plastic and polymer-based materials.</p>
<p>Process oils improve polymer processing by enhancing flexibility, stability, and performance.</p>
<p>Growing demand from packaging, construction, and consumer goods industries is contributing to market growth.</p>
<h2>Personal Care</h2>
<p>Process oils are used in personal care products such as creams, lotions, and cosmetic formulations.</p>
<p>They provide smooth texture, moisturizing properties, and improved product consistency.</p>
<p>Increasing demand for personal care products is supporting growth in this application segment.</p>
<h2>Others</h2>
<p>Other applications include adhesives, sealants, coatings, lubricants, and industrial products.</p>
<p>Increasing industrial diversification and demand for specialized materials are contributing to market opportunities.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a significant market due to strong automotive, chemical, and manufacturing industries.</p>
<p>The region has increasing demand for advanced materials and environmentally friendly process oils.</p>
<p>Technological advancements and industrial innovation continue to support regional growth.</p>
<h2>Europe</h2>
<p>Europe is focusing on sustainable manufacturing and environmental compliance, driving demand for non-carcinogenic process oils.</p>
<p>The presence of advanced automotive and polymer industries supports market expansion.</p>
<p>Strict regulations regarding chemical safety are encouraging manufacturers to develop safer alternatives.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to hold a leading position in the global process oil market due to rapid industrialization, automotive production, and manufacturing expansion.</p>
<p>Countries including China, India, Japan, and South Korea are witnessing increasing demand for rubber and polymer products.</p>
<p>Growing infrastructure development and rising vehicle production are major factors supporting regional growth.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>Latin America is experiencing increasing demand due to automotive and industrial development.</p>
<p>The Middle East &amp; Africa region is witnessing growth through manufacturing investments and infrastructure projects.</p>
<p>Expanding industrial activities are expected to create new opportunities for process oil suppliers.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The process oil market is characterized by continuous innovation, product development, and strategic expansion. Companies are focusing on developing high-quality, sustainable, and application-specific solutions.</p>
<p>Manufacturers are investing in research and development to improve oil performance, reduce environmental impact, and meet evolving customer requirements.</p>
<p>Key market participants are focusing on expanding production capacity, strengthening distribution networks, and introducing advanced formulations.</p>
<p>The competitive environment is driven by increasing demand for customized process oils across various industries.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the process oil market looks promising due to increasing industrial development, rising automotive production, and growing demand for advanced materials.</p>
<p>The shift toward sustainable manufacturing and environmentally friendly products will significantly influence market growth.</p>
<p>Innovation in refining technologies, development of non-carcinogenic oils, and increasing adoption across emerging industries will create new growth opportunities.</p>
<p>As industries continue to focus on efficiency, durability, and sustainability, process oils will remain a critical component in manufacturing processes worldwide.</p>
<p>The market is expected to witness steady growth through 2031, supported by technological advancements and expanding industrial applications.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Sticker Label Solutions That Instantly Elevate Your Brand Presence</title>
<link>https://news.bangboxonline.com/sticker-label-solutions-that-instantly-elevate-your-brand-presence</link>
<guid>https://news.bangboxonline.com/sticker-label-solutions-that-instantly-elevate-your-brand-presence</guid>
<description><![CDATA[ Order high-quality sticker label printing for packaging, branding, products, and promotions in Singapore. Landmark Print provides durable, custom label stickers featuring vibrant colors, strong adhesion, and fast delivery for both business and personal use. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3395fd4c74e.jpg" length="107997" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:53:57 +0500</pubDate>
<dc:creator>landmarkprint</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's fiercely competitive marketplace, businesses are constantly searching for innovative ways to stand out. One of the most powerful yet often underestimated branding tools is the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product/standard-plastic-label-stickers/"><b>sticker label</b></a></span></strong>. Whether applied to product packaging, promotional materials, or corporate merchandise, a professionally designed label can instantly capture attention and leave a lasting impression.<o:p></o:p></p>
<p class="MsoNormal">Companies that act quickly to strengthen their brand identity often gain a significant advantage over competitors. Every day spent using outdated packaging or generic branding materials is a missed opportunity to attract customers and increase sales. This is the perfect time to upgrade your visual presence and create packaging that speaks volumes about your professionalism.<o:p></o:p></p>
<p class="MsoNormal"><b>Transform Ordinary Packaging into a Powerful Marketing Tool<o:p></o:p></b></p>
<p class="MsoNormal">Customers make purchasing decisions in seconds. Attractive packaging can be the difference between a product that gets noticed and one that gets ignored. High-quality labels help businesses showcase their professionalism while creating a polished and trustworthy appearance.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print specializes in delivering premium printing solutions that help businesses maximize their branding impact. From vibrant colors to sharp details and durable materials, professionally produced labels ensure that every product reflects quality and excellence.<o:p></o:p></p>
<p class="MsoNormal">When customers encounter visually appealing packaging, they are more likely to remember your brand, recommend your products, and become repeat buyers. That makes investing in effective labeling one of the smartest marketing decisions available today.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Are Racing to Upgrade Their Branding<o:p></o:p></b></p>
<p class="MsoNormal">Modern consumers expect more than just great products. They expect a complete brand experience. Businesses across industries are rapidly improving their packaging and promotional materials to meet these growing expectations.<o:p></o:p></p>
<p class="MsoNormal">A premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">sticker label</span></strong> helps communicate quality before a customer even uses the product. It creates confidence, reinforces brand recognition, and adds a professional touch that can significantly influence buying decisions.<o:p></o:p></p>
<p class="MsoNormal">The companies that move first often enjoy stronger customer engagement, increased visibility, and greater market credibility. Waiting too long to modernize your branding can allow competitors to capture valuable attention and market share.<o:p></o:p></p>
<p class="MsoNormal"><b>Complete Business Identification Solutions Under One Roof<o:p></o:p></b></p>
<p class="MsoNormal">Branding extends beyond packaging. Professional business operations require efficient identification and documentation tools as well. This is why many organizations seek a reliable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product-category/stamp/"><b>rubber stamp maker singapore</b></a></span></strong> businesses can trust for consistent quality and fast turnaround times.<o:p></o:p></p>
<p class="MsoNormal">From official company stamps to custom branding accessories, having access to dependable printing and marking solutions simplifies daily operations while maintaining a professional image. Businesses benefit from streamlined workflows, improved efficiency, and consistent brand presentation across every customer interaction.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://landmarkprint.sg/">Landmark Print</a></b> understands the importance of delivering solutions that support both marketing goals and operational requirements, helping organizations maintain excellence at every touchpoint.<o:p></o:p></p>
<p class="MsoNormal"><b>Unmatched Quality That Creates Lasting Impressions<o:p></o:p></b></p>
<p class="MsoNormal">Quality is never optional when it comes to representing your brand. Inferior printing can damage credibility and reduce customer confidence. Professionally produced materials communicate attention to detail and a commitment to excellence.<o:p></o:p></p>
<p class="MsoNormal">Every <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">sticker label</span></strong> should be designed to withstand handling, transportation, and environmental exposure while maintaining its visual appeal. Durable materials, precise printing technology, and expert craftsmanship ensure that branding remains vibrant and effective over time.<o:p></o:p></p>
<p class="MsoNormal">Businesses that prioritize quality consistently enjoy stronger customer trust and better overall brand perception. A small investment in premium printing can generate substantial returns through improved customer engagement and increased sales opportunities.<o:p></o:p></p>
<p class="MsoNormal"><b>Fast Turnaround for Businesses That Cannot Afford Delays<o:p></o:p></b></p>
<p class="MsoNormal">In today's fast-moving business environment, speed matters. Product launches, marketing campaigns, and promotional events often operate on tight schedules. Delayed printing services can disrupt entire business strategies and create unnecessary stress.<o:p></o:p></p>
<p class="MsoNormal">Organizations looking for a dependable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">rubber stamp maker singapore</span></strong> provider often prioritize efficiency alongside quality. Fast production timelines help businesses stay on schedule, meet important deadlines, and respond quickly to emerging opportunities.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print delivers reliable service designed to help businesses move forward confidently, ensuring that critical branding materials are available when they are needed most.<o:p></o:p></p>
<p class="MsoNormal"><b>Gain a Competitive Edge Before Your Rivals Do<o:p></o:p></b></p>
<p class="MsoNormal">Every successful brand understands the importance of visibility. The more memorable your presentation, the greater your chance of attracting attention and influencing purchasing decisions. Strong branding creates familiarity, builds trust, and encourages customer loyalty.<o:p></o:p></p>
<p class="MsoNormal">A professionally crafted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">sticker label</span></strong> can dramatically enhance product appeal while reinforcing your company's unique identity. Combined with expertly produced business essentials, these branding tools create a cohesive and professional image that customers recognize and respect.<o:p></o:p></p>
<p class="MsoNormal">At the same time, partnering with a trusted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">rubber stamp maker singapore</span></strong> provider ensures operational efficiency and professional consistency across every business document and process.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Action Today and Strengthen Your Brand<o:p></o:p></b></p>
<p class="MsoNormal">The market is evolving rapidly, and businesses that invest in professional branding solutions are positioning themselves for greater success. Every day presents new opportunities to attract customers, increase recognition, and outperform competitors.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print provides the expertise, quality, and reliability businesses need to create a lasting impact. Whether you are launching a new product, refreshing your packaging, or upgrading your business essentials, now is the ideal time to act.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/">printing services near bayfront</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product/fine-pvc-banner/">pvc banner</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product/booklets/">singapore booklet printing</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Low Dielectric Materials Market Demand Growth and Key Industry Trends</title>
<link>https://news.bangboxonline.com/low-dielectric-materials-market-demand-growth-and-key-industry-trends</link>
<guid>https://news.bangboxonline.com/low-dielectric-materials-market-demand-growth-and-key-industry-trends</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="107997" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:52:39 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Low Dielectric Materials Market Overview</h1>
<p>The global Low Dielectric Materials Market size was valued at USD 1,800.0 million in 2023 and is projected to grow from USD 1,898.8 million in 2024 to USD 2,878.1 million by 2031, exhibiting a CAGR of 6.12% during the forecast period. The market is experiencing steady growth due to increasing demand for advanced electronic components, high-frequency communication systems, and next-generation semiconductor technologies. The rapid expansion of 5G infrastructure, connected devices, and high-speed data transmission systems is significantly contributing to the rising adoption of low dielectric materials.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/low-dielectric-materials-market-1510">https://www.kingsresearch.com/low-dielectric-materials-market-1510</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Low Dielectric Materials Market size was valued at USD 1,800.0 million in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 1,898.8 million in 2024 to USD 2,878.1 million by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 6.12% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing demand for high-speed communication technologies and advanced electronic devices is driving market expansion.</strong></p>
</li>
<li>
<p><strong>Growing adoption of 5G networks, IoT devices, and high-frequency electronics is boosting demand for low dielectric materials.</strong></p>
</li>
<li>
<p><strong>Rising need for lightweight, efficient, and high-performance materials in semiconductor and electronics industries is supporting market growth.</strong></p>
</li>
<li>
<p><strong>Fluoropolymers and advanced polymer materials are gaining popularity due to superior electrical properties.</strong></p>
</li>
<li>
<p><strong>Printed circuit boards and microelectronics applications account for significant market demand.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to dominate due to rapid electronics manufacturing and semiconductor industry growth.</strong></p>
</li>
</ul>
<p>Low dielectric materials are specialized materials designed to minimize signal loss, improve electrical performance, and enhance efficiency in electronic applications. These materials possess low dielectric constant properties, enabling faster signal transmission and reduced energy consumption in high-frequency electronic systems.</p>
<p>The growing complexity of electronic devices has increased the need for materials that provide superior electrical insulation and performance. Low dielectric materials are widely used in printed circuit boards (PCBs), antennas, semiconductor packaging, microelectronics, and communication systems where signal integrity and reliability are critical.</p>
<p>The electronics industry is undergoing rapid transformation with the development of advanced technologies such as 5G communication, artificial intelligence, Internet of Things (IoT), autonomous systems, and high-performance computing. These technologies require electronic components capable of handling higher frequencies and faster data speeds, creating strong demand for low dielectric materials.</p>
<hr>
<h1>Growth Drivers of Low Dielectric Materials Market</h1>
<h2>Increasing Adoption of 5G Technology</h2>
<p>The expansion of 5G networks is one of the major factors driving the growth of the low dielectric materials market. 5G communication requires advanced materials capable of supporting high-frequency signals while minimizing transmission losses.</p>
<p>Low dielectric materials help improve antenna performance, signal quality, and overall communication efficiency. As countries worldwide continue investing in 5G infrastructure, demand for advanced dielectric materials is expected to increase significantly.</p>
<p>The development of high-frequency communication equipment, base stations, and connected devices is further strengthening market growth.</p>
<h2>Growth of Semiconductor and Electronics Industry</h2>
<p>The rapid expansion of the semiconductor industry is creating significant opportunities for low dielectric material manufacturers. Modern semiconductor devices require materials that can provide electrical stability, thermal resistance, and reduced signal interference.</p>
<p>Low dielectric materials are widely used in chip packaging, integrated circuits, and advanced electronic components. The increasing demand for smaller, faster, and more efficient electronic devices is accelerating their adoption.</p>
<h2>Rising Demand for Miniaturized Electronic Devices</h2>
<p>Consumer electronics are becoming increasingly compact and powerful. Smartphones, wearable devices, laptops, and smart devices require high-performance materials that support miniaturization without compromising functionality.</p>
<p>Low dielectric materials enable manufacturers to design smaller electronic components with improved signal transmission capabilities. This trend is expected to continue supporting market growth.</p>
<h2>Expansion of Automotive Electronics</h2>
<p>The automotive industry is increasingly adopting advanced electronic systems, including autonomous driving technologies, electric vehicle systems, sensors, and communication modules.</p>
<p>Low dielectric materials play an important role in automotive electronics by improving signal performance and reliability. The growing adoption of electric and connected vehicles is expected to create additional market opportunities.</p>
<hr>
<h1>Market Trends</h1>
<h2>Increasing Use of High-Performance Polymers</h2>
<p>High-performance polymers such as fluoropolymers, polyimides, and modified polyphenylene ether are becoming widely used due to their excellent dielectric properties.</p>
<p>These materials provide low moisture absorption, high thermal stability, and strong chemical resistance, making them suitable for advanced electronic applications.</p>
<h2>Growth of High-Frequency Applications</h2>
<p>The increasing use of high-frequency applications in telecommunications, aerospace, defense, and automotive sectors is driving demand for low dielectric materials.</p>
<p>These materials help maintain signal integrity and reduce losses in high-speed electronic systems.</p>
<h2>Development of Advanced Semiconductor Packaging</h2>
<p>The semiconductor industry is moving toward advanced packaging technologies to improve chip performance and reduce size.</p>
<p>Low dielectric materials are essential in advanced packaging solutions as they help improve electrical performance and thermal management.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Type</h2>
<h2>Thermoplastics</h2>
<p>Thermoplastics represent a significant segment of the low dielectric materials market due to their excellent processability, lightweight nature, and electrical properties.</p>
<p>These materials are widely used in electronic components, connectors, and insulation applications.</p>
<p>Increasing demand for flexible and durable materials is supporting growth in this segment.</p>
<h2>Thermosets</h2>
<p>Thermoset materials offer excellent thermal stability and mechanical strength, making them suitable for demanding electronic applications.</p>
<p>They are commonly used in printed circuit boards and semiconductor applications where durability and reliability are essential.</p>
<h2>Ceramics</h2>
<p>Ceramic-based dielectric materials provide excellent electrical performance and thermal resistance.</p>
<p>They are used in high-frequency applications, communication devices, and specialized electronic systems requiring stable performance under extreme conditions.</p>
<hr>
<h1>By Material Type</h1>
<h2>Fluoropolymers</h2>
<p>Fluoropolymers hold a significant share due to their low dielectric constant, chemical resistance, and high-temperature performance.</p>
<p>They are widely used in antennas, cables, and high-frequency communication systems.</p>
<p>The increasing deployment of advanced wireless technologies is driving demand for fluoropolymer materials.</p>
<h2>Modified Polyphenylene Ether (mPPE)</h2>
<p>Modified Polyphenylene Ether materials are gaining popularity due to their excellent electrical insulation properties and dimensional stability.</p>
<p>They are used in electronic components, connectors, and high-performance applications.</p>
<h2>Polyimide</h2>
<p>Polyimide materials are valued for their high thermal resistance and mechanical strength.</p>
<p>They are extensively used in flexible electronics, semiconductor packaging, and aerospace applications.</p>
<h2>Cyclic Olefin Copolymer (COC)</h2>
<p>COC materials offer low moisture absorption and excellent optical and electrical properties.</p>
<p>They are increasingly used in advanced electronic and communication applications.</p>
<hr>
<h1>By Application</h1>
<h2>Printed Circuit Boards</h2>
<p>Printed circuit boards represent one of the largest application segments for low dielectric materials.</p>
<p>PCBs require materials with excellent electrical performance to support faster signal transmission and improved reliability.</p>
<p>The growing demand for advanced electronic devices is driving PCB applications.</p>
<h2>Antennas</h2>
<p>Low dielectric materials are essential for antenna manufacturing as they improve signal efficiency and reduce losses.</p>
<p>The expansion of wireless communication technologies is increasing demand for advanced antenna materials.</p>
<h2>Microelectronics</h2>
<p>Microelectronics applications require materials that support miniaturization and high-speed performance.</p>
<p>Low dielectric materials help improve component efficiency and reliability.</p>
<h2>Wire and Cable</h2>
<p>Low dielectric materials are used in wire and cable insulation applications to enhance electrical performance.</p>
<p>Growing demand for high-speed communication networks is supporting this segment.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America is a significant market due to strong presence of semiconductor companies, advanced electronics manufacturers, and communication technology providers.</p>
<p>The increasing deployment of 5G networks and growth of advanced computing systems are driving regional demand.</p>
<h2>Europe</h2>
<p>Europe is witnessing growth due to rising investments in automotive electronics, semiconductor development, and advanced communication infrastructure.</p>
<p>The region’s focus on technological innovation and sustainable electronics production supports market expansion.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific dominates the low dielectric materials market due to rapid electronics manufacturing and semiconductor industry growth.</p>
<p>Countries including China, Japan, South Korea, and India are major contributors due to increasing investments in electronics production and communication infrastructure.</p>
<p>The growing demand for consumer electronics and 5G technologies is expected to strengthen regional growth.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are experiencing gradual growth due to increasing adoption of communication technologies and electronics infrastructure development.</p>
<p>Growing investments in digital connectivity are expected to create new opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The low dielectric materials market is highly competitive, with companies focusing on innovation, product development, and strategic partnerships.</p>
<p>Manufacturers are investing in research and development to create materials with improved dielectric performance, thermal stability, and reliability.</p>
<p>Market players are expanding their product portfolios to meet the increasing demand from semiconductor, telecommunications, and electronics industries.</p>
<p>Companies are also focusing on developing environmentally friendly materials to support sustainable electronics manufacturing.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the low dielectric materials market remains positive due to continuous advancements in electronics and communication technologies.</p>
<p>The expansion of 5G networks, IoT applications, artificial intelligence systems, and advanced semiconductor technologies will continue driving demand.</p>
<p>The increasing need for faster data transmission, energy efficiency, and compact electronic designs will encourage innovation in dielectric materials.</p>
<p>As industries move toward high-performance and next-generation electronic solutions, low dielectric materials will play a crucial role in enabling future technologies.</p>
<p>The market is expected to experience steady growth through 2031, supported by technological advancements, increasing digitalization, and expanding electronics manufacturing.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Traction Control System Market Overview, Regional Analysis and Future Prospects</title>
<link>https://news.bangboxonline.com/traction-control-system-market-overview-regional-analysis-and-future-prospects</link>
<guid>https://news.bangboxonline.com/traction-control-system-market-overview-regional-analysis-and-future-prospects</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="107997" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:49:34 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Traction Control System Market Overview</h1>
<p>The global Traction Control System Market size was valued at USD 13.67 billion in 2023 and is projected to grow from USD 14.47 billion in 2024 to USD 22.46 billion by 2031, exhibiting a CAGR of 6.49% during the forecast period. The market growth is driven by increasing demand for advanced vehicle safety technologies, rising automotive production, and growing adoption of electronic control systems in modern vehicles. The increasing focus on reducing road accidents and improving vehicle stability has encouraged automotive manufacturers to integrate traction control systems across various vehicle categories.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/traction-control-system-market-955">https://www.kingsresearch.com/traction-control-system-market-955</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Traction Control System Market size was valued at USD 13.67 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 14.47 billion in 2024 to USD 22.46 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 6.49% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing focus on vehicle safety, stability control, and accident prevention is driving market growth.</strong></p>
</li>
<li>
<p><strong>Rising adoption of advanced driver assistance systems (ADAS) is accelerating demand for traction control technologies.</strong></p>
</li>
<li>
<p><strong>Growing electric vehicle production is creating new opportunities for traction control system manufacturers.</strong></p>
</li>
<li>
<p><strong>Passenger cars represent a significant share due to increasing consumer preference for safer vehicles.</strong></p>
</li>
<li>
<p><strong>Electronic control modules and wheel-speed sensors are becoming essential components in modern vehicles.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to witness strong growth due to expanding automotive production and technological advancements.</strong></p>
</li>
</ul>
<p>A traction control system (TCS) is an advanced vehicle safety technology designed to prevent wheel slip and maintain vehicle stability during acceleration, especially under challenging road conditions. The system continuously monitors wheel speed and adjusts engine power or braking force to ensure optimal traction between tires and the road surface.</p>
<p>With the automotive industry moving toward automation and electrification, traction control systems have become a crucial part of modern vehicle safety architecture. These systems work alongside anti-lock braking systems (ABS), electronic stability control (ESC), and advanced driver assistance systems to provide improved driving control and enhanced passenger safety.</p>
<p>The increasing complexity of modern vehicles has significantly increased the demand for intelligent safety solutions. Consumers are becoming more aware of vehicle safety features, while governments worldwide are introducing strict regulations regarding vehicle safety standards. These factors are expected to support steady market growth over the coming years.</p>
<hr>
<h1>Growth Drivers of Traction Control System Market</h1>
<h2>Increasing Demand for Vehicle Safety Technologies</h2>
<p>One of the major factors driving the traction control system market is the growing emphasis on automotive safety. Road accidents caused by loss of vehicle control, slippery surfaces, and poor weather conditions have encouraged governments and manufacturers to prioritize safety technologies.</p>
<p>Traction control systems help reduce wheel spin and improve vehicle handling by automatically adjusting power distribution. This capability enhances driving stability and reduces accident risks, making TCS an essential feature in modern vehicles.</p>
<p>Automakers are increasingly integrating traction control systems as standard equipment rather than optional features, which is contributing significantly to market expansion.</p>
<h2>Growth of Automotive Industry</h2>
<p>The expansion of the global automotive industry is another important factor supporting market growth. Increasing vehicle production, particularly in emerging economies, is generating demand for advanced automotive components.</p>
<p>Passenger vehicles, commercial vehicles, and electric vehicles are increasingly equipped with traction control systems to improve safety and performance. As automotive manufacturers continue developing smarter vehicles, demand for electronic safety systems is expected to rise.</p>
<h2>Rising Adoption of Electric Vehicles</h2>
<p>The rapid growth of electric vehicles (EVs) is creating significant opportunities for traction control system manufacturers. EVs require advanced electronic systems to manage power delivery and optimize vehicle performance.</p>
<p>Electric motors provide instant torque, which can increase the possibility of wheel slip during acceleration. Traction control systems help manage this torque effectively, improving vehicle stability and driving experience.</p>
<p>The increasing investments in EV infrastructure and government incentives for electric mobility are expected to accelerate the adoption of advanced traction control technologies.</p>
<h2>Integration with Advanced Driver Assistance Systems</h2>
<p>The growing adoption of Advanced Driver Assistance Systems (ADAS) is positively influencing the traction control system market. Modern vehicles increasingly rely on interconnected electronic systems to enhance safety and driving convenience.</p>
<p>Traction control systems work together with technologies such as electronic stability control, adaptive cruise control, and automatic emergency braking to create a safer driving environment.</p>
<p>The development of autonomous and semi-autonomous vehicles is expected to further increase demand for intelligent traction management systems.</p>
<hr>
<h1>Market Trends</h1>
<h2>Increasing Use of Electronic Control Systems</h2>
<p>Modern vehicles are shifting from mechanical systems toward electronically controlled solutions. Electronic traction control systems provide faster response times, improved accuracy, and better integration with other vehicle technologies.</p>
<p>The adoption of advanced electronic control modules is becoming a key trend in the automotive industry.</p>
<h2>Growing Demand for Connected Vehicles</h2>
<p>Connected vehicles generate large amounts of real-time data that can be used to improve vehicle performance and safety.</p>
<p>Traction control systems integrated with connected vehicle technologies can analyze driving conditions and optimize traction performance automatically.</p>
<p>This trend is expected to support the development of smarter automotive safety solutions.</p>
<h2>Development of Lightweight Components</h2>
<p>Automotive manufacturers are focusing on reducing vehicle weight to improve fuel efficiency and electric vehicle range.</p>
<p>Manufacturers are developing compact and lightweight traction control components that deliver high performance while reducing overall vehicle weight.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Vehicle Type</h2>
<h3>Passenger Cars</h3>
<p>Passenger cars represent one of the largest segments of the traction control system market. Increasing consumer demand for safer vehicles and rising awareness about advanced safety features are driving adoption.</p>
<p>Manufacturers are increasingly equipping passenger vehicles with traction control systems as standard features to meet safety expectations and regulatory requirements.</p>
<p>The growing production of SUVs, luxury vehicles, and electric passenger cars is further contributing to segment growth.</p>
<h3>Light Commercial Vehicles (LCVs)</h3>
<p>Light commercial vehicles are increasingly adopting traction control systems due to the need for improved safety and handling.</p>
<p>Delivery vans, utility vehicles, and small commercial vehicles often operate under varying road conditions, making traction management systems highly valuable.</p>
<p>The growth of logistics and e-commerce industries is expected to increase demand for LCVs equipped with advanced safety technologies.</p>
<h3>Heavy Commercial Vehicles (HCVs)</h3>
<p>Heavy commercial vehicles require advanced stability and control systems due to their large size and operational conditions.</p>
<p>Traction control systems help improve vehicle stability, especially during heavy loads and challenging road conditions.</p>
<p>Increasing freight transportation activities are supporting adoption in this segment.</p>
<h3>Others</h3>
<p>Other vehicles, including off-road vehicles and specialty vehicles, also use traction control systems to improve performance and safety.</p>
<p>Growing demand for advanced mobility solutions is creating additional opportunities in this category.</p>
<hr>
<h1>By Component</h1>
<h2>Hydraulic Modulators</h2>
<p>Hydraulic modulators play a critical role in traction control systems by controlling brake pressure at individual wheels.</p>
<p>These components help prevent wheel spin by applying braking force when required. Their reliability and effectiveness make them an important part of automotive safety systems.</p>
<h2>Wheel-Speed Sensors</h2>
<p>Wheel-speed sensors continuously monitor wheel rotation and provide data to the electronic control module.</p>
<p>The increasing adoption of electronic safety systems is driving demand for accurate and reliable sensors.</p>
<p>Advancements in sensor technology are improving system response and overall vehicle safety.</p>
<h2>Electronic Control Module</h2>
<p>The electronic control module acts as the brain of the traction control system. It analyzes sensor data and determines the required action to maintain traction.</p>
<p>The growing integration of automotive electronics is increasing demand for advanced control modules.</p>
<hr>
<h1>By Linkage</h1>
<h2>Mechanical</h2>
<p>Mechanical traction control systems use physical mechanisms to control wheel movement and improve stability.</p>
<p>Although modern vehicles increasingly use electronic systems, mechanical solutions continue to be used in certain applications due to their simplicity and durability.</p>
<h2>Electric</h2>
<p>Electric traction control systems are becoming increasingly popular due to their faster response and compatibility with modern vehicles.</p>
<p>Electric systems integrate easily with EVs and advanced automotive electronics, making them a key growth area.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America is a significant market due to strong automotive safety standards and high adoption of advanced vehicle technologies.</p>
<p>The presence of major automotive manufacturers and increasing demand for electric vehicles are supporting regional growth.</p>
<h2>Europe</h2>
<p>Europe is witnessing strong growth due to strict vehicle safety regulations and emphasis on reducing road accidents.</p>
<p>Automotive manufacturers in the region are investing heavily in advanced safety systems, including traction control technologies.</p>
<p>The growing electric vehicle market is also contributing to expansion.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience substantial growth due to increasing automotive production and rising demand for advanced vehicles.</p>
<p>Countries such as China, Japan, South Korea, and India are witnessing rapid development in automotive technology.</p>
<p>The expansion of electric mobility and growing consumer demand for safer vehicles are driving regional adoption.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are experiencing gradual growth due to increasing vehicle ownership and improving automotive infrastructure.</p>
<p>Government initiatives focused on road safety and vehicle modernization are expected to create new opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The traction control system market is highly competitive, with companies focusing on technological innovation, partnerships, and product development.</p>
<p>Automotive component manufacturers are investing in advanced electronic systems to improve vehicle safety and performance.</p>
<p>Companies are developing integrated solutions combining traction control, stability control, and driver assistance technologies.</p>
<p>The competitive landscape is influenced by advancements in sensors, control modules, software integration, and electric vehicle technologies.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the traction control system market looks promising as automotive manufacturers continue prioritizing safety, automation, and electrification.</p>
<p>The increasing adoption of electric vehicles, autonomous driving technologies, and connected vehicle solutions will create new growth opportunities.</p>
<p>Future traction control systems are expected to become more intelligent, faster, and better integrated with other vehicle systems.</p>
<p>As safety regulations become stricter and consumer expectations increase, traction control technology will remain an essential component of next-generation vehicles.</p>
<p>The market is expected to witness continuous expansion through 2031, supported by innovation, technological advancements, and increasing demand for safer mobility solutions.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Fruit Sorting Machinery Market Competitive Analysis and Business Development Strategies</title>
<link>https://news.bangboxonline.com/fruit-sorting-machinery-market-competitive-analysis-and-business-development-strategies</link>
<guid>https://news.bangboxonline.com/fruit-sorting-machinery-market-competitive-analysis-and-business-development-strategies</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="107997" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:46:02 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Fruit Sorting Machinery Market Overview</h1>
<p>The global Fruit Sorting Machinery Market size was valued at USD 334.6 million in 2023 and is projected to grow from USD 347.9 million in 2024 to USD 474.5 million by 2031, exhibiting a CAGR of 4.54% during the forecast period 2024-2031. The market growth is primarily driven by increasing demand for automated food processing equipment, rising fruit production, growing consumer expectations for high-quality food products, and the need to minimize post-harvest losses.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/fruit-sorting-machinery-market-726">https://www.kingsresearch.com/fruit-sorting-machinery-market-726</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Fruit Sorting Machinery Market size was valued at USD 334.6 million in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 347.9 million in 2024 to USD 474.5 million by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 4.54% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing demand for automated food processing solutions is driving the adoption of fruit sorting machinery.</strong></p>
</li>
<li>
<p><strong>Growing focus on food quality, safety, and reduction of post-harvest losses is supporting market expansion.</strong></p>
</li>
<li>
<p><strong>Optical sorting technology is gaining popularity due to AI integration and improved sorting accuracy.</strong></p>
</li>
<li>
<p><strong>Automatic fruit sorting machines are witnessing increased adoption due to labor shortages and efficiency requirements.</strong></p>
</li>
<li>
<p><strong>Rising fruit production and expansion of food processing industries are creating new growth opportunities.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to witness significant growth due to agricultural development and modernization initiatives.</strong></p>
</li>
<li>
<p><strong>Key companies include Bühler AG, Key Technology, Navatta Group, Bioretics srl, Unitec S.p.A, Anyang General International Co., Ltd., TOMRA Systems ASA, FUTURA SRL, WECO, FENCO Food, and others.</strong></p>
</li>
</ul>
<p>Fruit sorting machinery refers to advanced equipment designed to inspect, classify, and separate fruits based on characteristics such as size, color, weight, shape, quality, and defects. These machines are widely used in agricultural processing facilities, fruit packaging plants, and food production industries to improve efficiency and maintain consistent product quality.</p>
<p>The increasing globalization of the food supply chain has created a strong need for reliable fruit sorting solutions. Manual sorting methods are often time-consuming, inconsistent, and dependent on labor availability. Modern sorting machines use technologies such as optical sensors, cameras, artificial intelligence, and automation systems to deliver faster and more accurate results.</p>
<p>The growing consumption of fresh fruits, processed fruit products, and packaged foods is further supporting the demand for fruit sorting machinery. Food manufacturers and agricultural companies are investing in advanced sorting technologies to improve operational efficiency, enhance product appearance, and meet strict quality standards.</p>
<hr>
<h1>Market Growth Drivers</h1>
<h2>Increasing Demand for Automation in Food Processing</h2>
<p>One of the primary factors driving the growth of the fruit sorting machinery market is the increasing adoption of automation across the food processing industry. Companies are shifting from traditional manual inspection methods toward automated solutions to improve productivity and reduce operational costs.</p>
<p>Automated fruit sorting machines enable continuous processing with higher accuracy and consistency. These systems help identify damaged, defective, or low-quality fruits before packaging and distribution, ensuring better quality control.</p>
<p>The rising cost of labor and shortage of skilled workers in agricultural industries are further encouraging companies to adopt automated sorting equipment. Automation allows businesses to maintain production efficiency while reducing dependence on manual labor.</p>
<h2>Growing Need to Reduce Food Waste</h2>
<p>Food waste reduction has become a major priority worldwide. A significant amount of fruits is lost during harvesting, transportation, storage, and processing due to quality issues.</p>
<p>Fruit sorting machinery helps reduce waste by accurately identifying and removing damaged fruits while preserving high-quality produce. Advanced sorting systems improve resource utilization and help producers maximize profitability.</p>
<p>Governments and food organizations are increasingly promoting technologies that reduce post-harvest losses, supporting the expansion of the fruit sorting machinery market.</p>
<h2>Rising Consumption of Fresh and Processed Fruits</h2>
<p>The increasing global consumption of fruits and fruit-based products is creating strong demand for efficient sorting solutions. Consumers are becoming more aware of healthy diets, increasing the demand for fresh fruits, juices, frozen fruits, and processed products.</p>
<p>Fruit processors require reliable sorting equipment to meet consumer expectations regarding appearance, quality, and safety. This trend is encouraging investments in advanced sorting technologies.</p>
<h2>Expansion of Food Processing Industry</h2>
<p>The growth of the food processing sector is another important factor contributing to market expansion. Fruit processing companies are adopting modern machinery to improve production capacity and maintain quality standards.</p>
<p>The expansion of packaged food industries, export activities, and organized retail channels is expected to increase demand for fruit sorting systems.</p>
<hr>
<h1>Emerging Market Trends</h1>
<h2>Integration of Artificial Intelligence and Machine Learning</h2>
<p>Artificial intelligence and machine learning are transforming fruit sorting operations. Modern sorting machines use AI-powered cameras and algorithms to analyze fruits based on multiple quality parameters.</p>
<p>These systems can detect defects, color variations, and irregularities with greater precision than traditional methods. AI integration helps improve sorting speed and accuracy while reducing human errors.</p>
<h2>Adoption of Optical Sorting Technology</h2>
<p>Optical sorting machines are becoming increasingly popular due to their ability to perform non-contact inspection. These machines use advanced imaging technologies to analyze fruit characteristics.</p>
<p>Optical sorting allows processors to maintain consistent quality and improve operational efficiency. The growing demand for premium-quality fruits is expected to increase the adoption of these systems.</p>
<h2>Development of Smart Processing Facilities</h2>
<p>Food processing companies are investing in smart factories equipped with connected machinery and digital monitoring systems.</p>
<p>Smart fruit sorting solutions provide real-time data about production performance and equipment efficiency. These technologies enable predictive maintenance and improve overall processing operations.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Fruit Type</h2>
<h3>Citrus Fruits</h3>
<p>Citrus fruits represent a significant segment of the fruit sorting machinery market. Fruits such as oranges, lemons, and grapefruits require sorting based on size, color, maturity, and external defects.</p>
<p>Advanced sorting machines help citrus processors maintain product quality and improve packaging efficiency. Increasing demand for citrus-based beverages and processed products supports segment growth.</p>
<h3>Berries</h3>
<p>Berries such as strawberries, blueberries, and raspberries require careful handling due to their delicate nature.</p>
<p>Modern sorting technologies help identify damaged or unsuitable berries while minimizing product loss. The increasing consumption of berries worldwide is contributing to market demand.</p>
<h3>Tropical Fruits</h3>
<p>Tropical fruits including mangoes, bananas, and pineapples require specialized sorting solutions due to variations in size, shape, and maturity.</p>
<p>The expansion of tropical fruit exports is increasing the need for efficient sorting systems.</p>
<h3>Apples &amp; Pears</h3>
<p>Apples and pears are widely processed and exported globally. Sorting machines help classify these fruits based on size, color, and quality.</p>
<p>The large-scale production of apples and pears creates significant demand for automated sorting equipment.</p>
<h3>Others</h3>
<p>Other fruit categories include stone fruits and seasonal fruits. Increasing diversification in fruit production is supporting the adoption of sorting machinery across various applications.</p>
<hr>
<h1>By Machine Type</h1>
<h2>Optical Sorting Machine</h2>
<p>Optical sorting machines hold a major share in the market due to their advanced capabilities. These machines use cameras, sensors, and AI-based technology to inspect fruits.</p>
<p>They improve accuracy, reduce waste, and increase processing speed. Growing demand for high-quality fruit products is driving adoption.</p>
<h2>Weight Sorting Machine</h2>
<p>Weight sorting machines classify fruits based on their weight and size. These machines are commonly used in packaging and distribution operations.</p>
<p>Their simple operation and cost-effectiveness make them suitable for various fruit processing applications.</p>
<h2>Others</h2>
<p>Other sorting machines include mechanical and combination sorting systems designed for specific requirements.</p>
<p>The development of customized sorting solutions is expected to support growth in this segment.</p>
<hr>
<h1>By Operation</h1>
<h2>Automatic</h2>
<p>Automatic fruit sorting machines dominate the market due to their ability to improve efficiency and reduce labor requirements.</p>
<p>These machines provide faster processing, consistent quality, and improved production capacity.</p>
<p>The increasing focus on automation in food processing facilities is expected to drive demand for automatic systems.</p>
<h2>Manual</h2>
<p>Manual sorting continues to be used in small-scale operations and regions with limited automation adoption.</p>
<p>However, increasing labor challenges and quality requirements are encouraging gradual replacement of manual methods.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America is a developed market due to advanced food processing infrastructure and strong adoption of automation technologies.</p>
<p>The presence of major agricultural and food processing companies supports demand for modern fruit sorting machinery.</p>
<h2>Europe</h2>
<p>Europe represents a significant market driven by strict food safety regulations and emphasis on quality standards.</p>
<p>Food processors across the region are investing in advanced sorting technologies to improve efficiency and comply with regulatory requirements.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness strong growth during the forecast period. Countries such as China, India, Japan, and Southeast Asian nations are expanding agricultural processing capabilities.</p>
<p>Increasing fruit production, growing food exports, and government initiatives supporting agricultural modernization are driving market expansion.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>Latin America is a major fruit-producing region, creating opportunities for sorting machinery adoption.</p>
<p>The Middle East &amp; Africa region is also investing in agricultural technology to improve food processing efficiency and reduce losses.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The fruit sorting machinery market is characterized by technological innovation, product development, and strategic partnerships.</p>
<p>Companies are focusing on developing advanced sorting solutions with improved accuracy, speed, and automation capabilities.</p>
<p>Key players operating in the market include <strong>Bühler AG, Key Technology, Navatta Group, Bioretics srl, Unitec S.p.A, Anyang General International Co., Ltd., TOMRA Systems ASA, FUTURA SRL, WECO, FENCO Food, and others.</strong></p>
<p>Market participants are investing in research and development to integrate AI, robotics, and smart technologies into sorting systems.</p>
<p>Companies are also expanding their product portfolios and strengthening global distribution networks to capture emerging market opportunities.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the fruit sorting machinery market looks promising as food industries continue adopting automation and digital technologies. Rising demand for high-quality fruits, increasing food safety requirements, and the need to reduce waste will continue driving market growth.</p>
<p>The integration of artificial intelligence, machine vision, and robotics will further improve sorting accuracy and operational efficiency.</p>
<p>As agricultural industries move toward smart processing facilities, fruit sorting machinery will become an essential technology for improving productivity and maintaining quality standards.</p>
<p>The market is expected to experience steady growth through 2031, supported by technological advancements, expanding food processing industries, and increasing global fruit consumption.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Sports Predictions Software Development Guide: Step&#45;by&#45;Step Tutorial</title>
<link>https://news.bangboxonline.com/Sports-Prediction-Software</link>
<guid>https://news.bangboxonline.com/Sports-Prediction-Software</guid>
<description><![CDATA[ Discover how AI-powered sports prediction software is developed, from data collection and machine learning to platform design. This step-by-step guide helps businesses and startups understand the technologies, features, and strategies behind building accurate sports prediction solutions. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3393289049e.jpg" length="92057" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:42:16 +0500</pubDate>
<dc:creator>michal steve</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Artificial intelligence is rapidly transforming the sports industry by providing everyone from businesses and startups to platforms with deep insights into players, matches, and their performances. AI-powered prediction systems are feeding tons of statistics and historical data into machine learning models to create accurate forecasts and predictions.</span></p>
<p dir="ltr"><span>That is why more and more companies are investing in Sports Prediction Software Development as a promising start into the world of sports apps, whether it be for analytics, fantasy sports, or betting technology. But how does one even begin to create software for sports prediction? What technology stack is necessary? And what should you know about sports prediction development before building your own software?</span></p>
<p dir="ltr"><span>We have compiled a list of the most frequently asked questions about sports prediction software and explained the entire development process step-by-step.</span></p>
<h2 dir="ltr"><span>What Is Sports Prediction Software?</span></h2>
<p dir="ltr"><span>Sports prediction software is a platform that analyses and utilizes data, statistics, and artificial intelligence to predict sporting event outcomes. It takes in massive amounts of data about the matches, teams and players involved, past events, injuries, weather forecasts, and many other variables.</span></p>
<p dir="ltr"><span>Machine learning algorithms then dig through that information to establish patterns and derive possible outcomes. The more quality data your sports prediction system is fed, the smarter it will become at making accurate predictions.</span></p>
<h2 dir="ltr"><span>Why Should Businesses Invest in Sports Prediction Software?</span></h2>
<p dir="ltr"><span>The demand for sports insights backed up by data is rising, which is why startups and sports tech firms should heavily consider investing in Sports Prediction Software Development.</span></p>
<p dir="ltr"><span>Users are no longer satisfied with surface-level information about a match. Instead, they seek proper predictions, analysis on team and player performance, insights on sports betting, and personalized recommendations. Solutions that provide these take an edge over their competitors and create more opportunities to monetize through subscriptions, premium content, or ads.</span></p>
<h2 dir="ltr"><span>Who Can Benefit From AI-Powered Sports Prediction Software?</span></h2>
<p dir="ltr"><span>Sports prediction platforms are useful for various industries and user groups, including:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sports betting operators</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Fantasy sports platforms</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sports analytics companies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Professional sports teams</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Media and broadcasting companies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sports enthusiasts seeking data-driven insights</span></p>
</li>
</ul>
<p dir="ltr"><span>Understanding your target audience is the first step toward building a successful product.</span></p>
<h2 dir="ltr"><span>What Features Should Sports Prediction Software Include?</span></h2>
<p dir="ltr"><span>One of the most common questions startups ask is which features are essential.</span></p>
<p dir="ltr"><span>A modern sports prediction platform should include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Real-time sports data integration</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>AI and machine learning models</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Match outcome predictions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Player performance analysis</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Interactive dashboards</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Historical data reports</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>User profiles and personalization</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Mobile-friendly design</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Notification and alert systems</span></p>
</li>
</ul>
<p dir="ltr"><span>These features help users make informed decisions while improving overall platform engagement.</span></p>
<h2 dir="ltr"><span>How Do You Collect Data for Sports Predictions?</span></h2>
<p dir="ltr"><span>Data is the foundation of every prediction platform. Without reliable data, even the most advanced AI models cannot produce accurate results.</span></p>
<p dir="ltr"><span>Businesses typically collect data from:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sports data providers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>League databases</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Historical match records</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Live sports APIs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Player performance databases</span></p>
</li>
</ul>
<p dir="ltr"><span>The goal is to gather accurate and up-to-date information that can be used to train machine learning models and improve prediction quality.</span></p>
<h2 dir="ltr"><span>How Is Artificial Intelligence Used in Sports Prediction Software?</span></h2>
<p dir="ltr"><span>Artificial intelligence helps </span><a href="https://www.beleaftechnologies.com/sports-prediction-software-development"><span>sports prediction software make smarter</span></a><span> and more accurate forecasts by analyzing large amounts of sports data. Instead of relying on assumptions, AI evaluates factors such as team performance, player statistics, injury reports, weather conditions, and past match results to identify patterns that can influence game outcomes.</span></p>
<p dir="ltr"><span>The biggest advantage of AI is its ability to learn from new data. As more matches are played, machine learning models continuously improve their accuracy, helping businesses provide users with more reliable sports predictions and insights.</span></p>
<h2 dir="ltr"><span>What Is the Step-by-Step Process for Sports Prediction Software Development?</span></h2>
<p dir="ltr"><span>Building AI-powered sports prediction software involves several stages:</span></p>
<h3 dir="ltr"><span>Step 1: Define Your Business Goals</span></h3>
<p dir="ltr"><span>Identify your target audience, supported sports, business model, and project objectives.</span></p>
<h3 dir="ltr"><span>Step 2: Gather and Organize Sports Data</span></h3>
<p dir="ltr"><span>Collect historical and real-time sports information from trusted data sources.</span></p>
<h3 dir="ltr"><span>Step 3: Develop AI and Machine Learning Models</span></h3>
<p dir="ltr"><span>Create prediction algorithms that analyze sports data and generate forecasts.</span></p>
<h3 dir="ltr"><span>Step 4: Build the Platform Infrastructure</span></h3>
<p dir="ltr"><span>Develop databases, APIs, backend systems, and cloud architecture to support the platform.</span></p>
<h3 dir="ltr"><span>Step 5: Design the User Interface</span></h3>
<p dir="ltr"><span>Create a simple and engaging dashboard that allows users to access predictions and analytics easily.</span></p>
<h3 dir="ltr"><span>Step 6: Test and Improve Accuracy</span></h3>
<p dir="ltr"><span>Validate the software, test prediction performance, and continuously optimize AI models.</span></p>
<h2 dir="ltr"><span>What Technologies Are Required for Sports Prediction Software Development?</span></h2>
<p dir="ltr"><span>Several advanced technologies work together to power sports prediction platforms, including:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Artificial Intelligence (AI)</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Machine Learning (ML)</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Predictive Analytics</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Big Data Processing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cloud Computing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Data Visualization Tools</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Real-Time API Integration</span></p>
</li>
</ul>
<p dir="ltr"><span>These technologies help businesses build scalable and intelligent prediction systems.</span></p>
<h2 dir="ltr"><span>What Challenges Should Startups Expect During Development?</span></h2>
<p dir="ltr"><span>Although the opportunity is attractive, startups should prepare for several challenges.</span></p>
<p dir="ltr"><span>Common obstacles include managing large datasets, ensuring data accuracy, improving prediction reliability, integrating multiple APIs, and maintaining platform scalability. A well-planned development strategy can help overcome these challenges while reducing long-term operational costs.</span></p>
<h2 dir="ltr"><span>Is Sports Prediction Software Development a Good Investment?</span></h2>
<p dir="ltr"><span>For many businesses and startups, investing in sports prediction software can be a smart decision. As more sports fans look for accurate insights, performance analysis, and data-backed predictions, the demand for intelligent prediction platforms continues to grow.</span></p>
<p dir="ltr"><span>Businesses that combine reliable sports data, AI technology, and an easy-to-use platform can create a valuable solution for users. This not only helps attract and retain customers but also opens up opportunities to generate revenue through subscriptions, premium features, and other monetization models.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>Sports Prediction Software Development is no longer limited to large sports organizations. Today, startups and businesses of all sizes can leverage artificial intelligence, machine learning, and predictive analytics to create powerful sports forecasting platforms.</span></p>
<p dir="ltr"><span>By understanding user needs, collecting reliable data, implementing AI models, and following a structured development process, businesses can build solutions that deliver meaningful insights and long-term value. As the sports technology market continues to evolve, AI-powered prediction software is expected to become an essential tool for sports organizations, analysts, and fans worldwide.</span></p>
<p></p>]]> </content:encoded>
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<title>Business Card Printing Near Me: Elevate Your Brand Before Opportunities Slip Away</title>
<link>https://news.bangboxonline.com/business-card-printing-near-me-elevate-your-brand-before-opportunities-slip-away</link>
<guid>https://news.bangboxonline.com/business-card-printing-near-me-elevate-your-brand-before-opportunities-slip-away</guid>
<description><![CDATA[ Searching for business card printing near me in Singapore? Landmark Print offers fast, reliable, and high-quality business card printing for professionals, startups, and businesses—featuring custom designs, premium finishes, and rapid delivery. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3392f9cf509.jpg" length="64858" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:41:07 +0500</pubDate>
<dc:creator>landmarkprint</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's fiercely competitive marketplace, first impressions can determine whether a potential client remembers your company or forgets it within seconds. When people search for <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/"><b>business card printing near me</b></a></span></strong>, they are looking for more than just printed cards—they want a professional tool that instantly communicates credibility, trust, and quality.<o:p></o:p></p>
<p class="MsoNormal">A premium business card acts as a silent salesperson, working for your brand long after a meeting ends. Whether you're networking at industry events, meeting prospective clients, or expanding your local presence, a professionally crafted card can create lasting impact and encourage meaningful business conversations.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Professional Printing Delivers Superior Results<o:p></o:p></b></p>
<p class="MsoNormal">Generic, low-quality cards often fail to represent the true value of a business. Professional printing services provide sharp graphics, vibrant colors, durable materials, and exceptional finishing options that stand out from ordinary alternatives.<o:p></o:p></p>
<p class="MsoNormal">Every detail matters. From premium cardstock and elegant finishes to precise color reproduction, professionally printed cards showcase attention to detail and reinforce your commitment to excellence. This level of quality can significantly influence how customers perceive your company and its services.<o:p></o:p></p>
<p class="MsoNormal"><b>The Competitive Advantage of High-Impact Business Cards<o:p></o:p></b></p>
<p class="MsoNormal">Businesses constantly compete for attention. A well-designed card helps ensure that your brand remains memorable long after an introduction. Instead of blending into a stack of ordinary cards, premium printing allows your brand to command attention and create stronger recall.<o:p></o:p></p>
<p class="MsoNormal">Many successful companies invest heavily in marketing campaigns yet overlook one of the most effective networking tools available. A professionally printed card can become a valuable extension of your marketing strategy, helping generate referrals, repeat business, and new opportunities.<o:p></o:p></p>
<p class="MsoNormal"><b>Fast Turnaround for Businesses That Cannot Afford Delays<o:p></o:p></b></p>
<p class="MsoNormal">Timing is everything in business. Waiting too long for marketing materials can mean missed meetings, delayed launches, and lost opportunities. That's why companies increasingly seek reliable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product/premium-business-card/"><b>biz card printing</b></a></span></strong> services that combine speed with exceptional quality.<o:p></o:p></p>
<p class="MsoNormal">Fast production ensures you remain prepared for trade shows, conferences, client meetings, and promotional events. Having professionally printed cards ready when opportunities arise can make the difference between securing a valuable connection and missing it entirely.<o:p></o:p></p>
<p class="MsoNormal"><b>Custom Solutions Designed Around Your Brand Identity<o:p></o:p></b></p>
<p class="MsoNormal">No two businesses are the same, and your business cards should reflect what makes your company unique. Custom printing solutions allow you to choose from a wide range of finishes, sizes, textures, and design elements that align perfectly with your brand image.<o:p></o:p></p>
<p class="MsoNormal">Whether you prefer a modern minimalist aesthetic or a bold, attention-grabbing design, customization helps communicate your message more effectively. A personalized card demonstrates professionalism while reinforcing your company's visual identity.<o:p></o:p></p>
<p class="MsoNormal"><b>Quality That Builds Confidence and Trust<o:p></o:p></b></p>
<p class="MsoNormal">Trust is one of the most valuable assets any business can possess. High-quality printed materials immediately communicate reliability and professionalism. When prospects receive a premium card, they often associate that quality with the products and services your company provides.<o:p></o:p></p>
<p class="MsoNormal">This psychological advantage can influence purchasing decisions and strengthen business relationships. Investing in professional printing is not merely an expense—it's a strategic decision that can support long-term growth and customer confidence.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Continue Choosing Landmark Print<o:p></o:p></b></p>
<p class="MsoNormal">When quality, reliability, and presentation matter, businesses need a printing partner they can depend on. <b><a href="https://landmarkprint.sg/">Landmark Print</a></b> understands the importance of creating materials that represent brands at the highest level. Every project is approached with precision, attention to detail, and a commitment to outstanding results.<o:p></o:p></p>
<p class="MsoNormal">From startups and entrepreneurs to established organizations, clients rely on expertly produced business cards that help elevate their professional image and maximize networking opportunities.<o:p></o:p></p>
<p class="MsoNormal"><b>Don't Let Opportunities Pass You By<o:p></o:p></b></p>
<p class="MsoNormal">The marketplace moves quickly, and opportunities rarely wait. If you've been searching for <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">business card printing near me</span></strong>, now is the perfect time to invest in marketing materials that help your brand stand apart from competitors. Every meeting, introduction, and networking event represents a chance to grow your business.<o:p></o:p></p>
<p class="MsoNormal">Professional <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">biz card printing</span></strong> solutions provide the confidence and credibility needed to make every interaction count. With Landmark Print delivering exceptional craftsmanship and dependable service, businesses can move forward knowing their brand is represented with excellence.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Action and Strengthen Your Brand Today<o:p></o:p></b></p>
<p class="MsoNormal">Every day without premium business cards is a day of missed branding potential. Businesses that prioritize professional presentation consistently position themselves for greater success, stronger recognition, and increased opportunities.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product/pvc-banner/">cheap banner printing</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product-category/stamp/">custom rubber stamp</a></span><span style="mso-bidi-font-weight: bold;"><span style="mso-tab-count: 1;">    </span><br></span></b><b><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product-category/foam-board-printing/">foam board printing</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>Secondhand Apparel Market Overview, Regional Analysis and Future Prospects</title>
<link>https://news.bangboxonline.com/secondhand-apparel-market-overview-regional-analysis-and-future-prospects</link>
<guid>https://news.bangboxonline.com/secondhand-apparel-market-overview-regional-analysis-and-future-prospects</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="64858" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:40:28 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Secondhand Apparel Market Overview</h1>
<p>The global Secondhand Apparel Market size was valued at USD 196.56 billion in 2023 and is projected to grow from USD 196.56 billion in 2024 to USD 593.72 billion by 2031, exhibiting a CAGR of 15.07% during the forecast period. Growing promotion of sustainable fashion campaigns and influence of social media on thrifting culture are augmenting the growth of the market. The increasing consumer shift toward environmentally responsible purchasing decisions, affordability, and access to premium fashion products at lower prices are contributing significantly to market expansion.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/secondhand-apparel-market-455">https://www.kingsresearch.com/secondhand-apparel-market-455</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Secondhand Apparel Market size was valued at USD 196.56 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 196.56 billion in 2024 to USD 593.72 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 15.07% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Growing awareness of sustainable fashion and circular economy practices is driving market expansion.</strong></p>
</li>
<li>
<p><strong>Increasing influence of social media platforms and online resale communities is accelerating secondhand clothing adoption.</strong></p>
</li>
<li>
<p><strong>Rising consumer preference for affordable, unique, and branded apparel is supporting market growth.</strong></p>
</li>
<li>
<p><strong>Women’s apparel represents a significant share due to increasing participation in fashion resale trends.</strong></p>
</li>
<li>
<p><strong>Online marketplaces and digital resale platforms are becoming major distribution channels.</strong></p>
</li>
<li>
<p><strong>Environmental concerns regarding textile waste and fast fashion are encouraging consumers to choose pre-owned clothing.</strong></p>
</li>
<li>
<p><strong>North America and Europe are leading markets, while Asia-Pacific is witnessing rapid growth.</strong></p>
</li>
</ul>
<p>The secondhand apparel market refers to the buying and selling of previously owned clothing items through various channels, including online marketplaces, thrift stores, resale platforms, and specialty retailers. The market has transformed from a niche segment into a mainstream fashion category as consumers increasingly embrace circular fashion models.</p>
<p>The fashion industry has traditionally been associated with high resource consumption, textile waste, and environmental challenges. Growing awareness about these issues has encouraged consumers to reconsider traditional buying patterns and explore sustainable alternatives. Secondhand apparel provides an opportunity to extend the lifecycle of clothing products, reduce waste, and support environmentally friendly consumption habits.</p>
<p>The rapid growth of digital platforms has significantly changed the way consumers purchase secondhand clothing. Online resale platforms provide convenient access to a wide range of apparel categories, including luxury brands, casual wear, vintage clothing, and everyday fashion items. These platforms have improved consumer trust through authentication services, secure payment systems, and efficient delivery networks.</p>
<hr>
<h1>Growth Drivers of Secondhand Apparel Market</h1>
<h2>Increasing Demand for Sustainable Fashion</h2>
<p>Sustainability has become one of the most influential factors shaping the fashion industry. Consumers are becoming increasingly aware of the environmental impact associated with fast fashion, including excessive water usage, carbon emissions, and textile waste.</p>
<p>Secondhand apparel supports the concept of a circular economy by allowing clothing products to be reused instead of discarded. This approach reduces the demand for new production and minimizes the environmental footprint of the fashion sector.</p>
<p>Brands, governments, and organizations are actively promoting sustainable fashion initiatives, encouraging consumers to adopt resale and recycling practices. This growing focus on sustainability is expected to remain a major driver of market growth.</p>
<h2>Influence of Social Media and Thrifting Culture</h2>
<p>Social media has played a crucial role in increasing the popularity of secondhand fashion. Platforms featuring fashion influencers, styling ideas, and thrift hauls have transformed secondhand shopping into a trendy lifestyle choice.</p>
<p>Young consumers, especially millennials and Generation Z, are increasingly attracted to thrift shopping because of its affordability, uniqueness, and sustainability benefits. Social media communities have helped remove the stigma associated with used clothing and positioned secondhand apparel as a fashionable and conscious choice.</p>
<p>The rise of digital creators promoting vintage styles and sustainable wardrobes continues to increase consumer interest in resale fashion.</p>
<h2>Growing Preference for Affordable Fashion</h2>
<p>Economic factors are also contributing to the expansion of the secondhand apparel market. Consumers are seeking cost-effective ways to access quality clothing, especially premium and branded apparel.</p>
<p>Secondhand platforms allow shoppers to purchase high-quality products at significantly reduced prices. This affordability factor appeals to a wide consumer base, including budget-conscious shoppers and fashion enthusiasts.</p>
<p>The ability to discover rare, limited-edition, and designer products at lower prices further strengthens demand.</p>
<h2>Expansion of Online Resale Platforms</h2>
<p>Digital transformation has significantly accelerated the secondhand apparel industry. Online resale platforms have simplified the buying and selling process by connecting consumers worldwide.</p>
<p>Features such as product recommendations, digital payments, seller ratings, and authentication services have improved the overall shopping experience.</p>
<p>The increasing adoption of smartphones and internet connectivity is expected to further support online resale growth.</p>
<hr>
<h1>Market Trends</h1>
<h2>Rise of Luxury Resale</h2>
<p>Luxury secondhand apparel has become one of the fastest-growing trends within the resale market. Consumers are increasingly purchasing pre-owned luxury products due to their affordability and investment value.</p>
<p>Luxury resale platforms are focusing on authentication technologies to ensure product quality and build consumer confidence.</p>
<p>This trend is encouraging luxury brands and retailers to participate in circular fashion initiatives.</p>
<h2>Growth of Vintage and Unique Fashion</h2>
<p>Vintage clothing has gained popularity among consumers looking for distinctive styles. Secondhand markets provide access to unique designs, older collections, and fashion pieces that are not available in traditional retail stores.</p>
<p>The demand for individuality and personal style is encouraging more consumers to explore thrift shopping.</p>
<h2>Increasing Brand Participation</h2>
<p>Many fashion brands are entering the secondhand market by launching resale programs and take-back initiatives.</p>
<p>These programs allow brands to extend product lifecycles while improving sustainability commitments. Brand involvement is also increasing consumer confidence in secondhand purchases.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Product Type</h2>
<h3>Dresses &amp; Tops</h3>
<p>Dresses and tops represent a major segment of the secondhand apparel market. These categories experience high demand due to frequent fashion changes and consumer interest in affordable styling options.</p>
<p>Consumers often purchase secondhand dresses and tops for casual wear, professional use, and special occasions.</p>
<p>The wide variety of available designs and styles continues to support segment growth.</p>
<h3>Shirts &amp; T-Shirts</h3>
<p>Shirts and T-shirts are among the most commonly traded secondhand clothing products due to their everyday usage.</p>
<p>Affordable pricing and easy availability make this segment highly attractive to consumers.</p>
<p>The increasing popularity of vintage graphic T-shirts and branded casual wear is further driving demand.</p>
<h3>Sweaters</h3>
<p>The sweater segment is growing due to increasing demand for seasonal apparel and sustainable winter fashion choices.</p>
<p>Secondhand sweaters offer consumers access to quality materials and premium designs at lower prices.</p>
<h3>Coats &amp; Jackets</h3>
<p>Coats and jackets hold significant value in the resale market due to their durability and longer product lifespan.</p>
<p>Consumers often prefer purchasing secondhand outerwear because these items maintain quality over multiple seasons.</p>
<h3>Jeans &amp; Pants</h3>
<p>Jeans and pants represent a strong segment due to their everyday necessity and long-lasting nature.</p>
<p>Denim products are particularly popular in resale markets because of their durability and timeless appeal.</p>
<h3>Others</h3>
<p>Other product categories include accessories, activewear, footwear, and specialty apparel.</p>
<p>Growing consumer interest in complete sustainable wardrobes is expanding demand across these categories.</p>
<hr>
<h1>By Target Population</h1>
<h2>Men</h2>
<p>The men’s secondhand apparel segment is expanding as male consumers increasingly participate in resale fashion.</p>
<p>Growing awareness of sustainability and interest in affordable branded clothing are supporting segment growth.</p>
<h2>Women</h2>
<p>Women represent a significant portion of the secondhand apparel market due to higher fashion engagement and frequent wardrobe changes.</p>
<p>Women consumers actively participate in resale platforms to buy and sell clothing, supporting market expansion.</p>
<h2>Kids</h2>
<p>The children’s apparel segment is gaining traction due to rapid growth cycles among children.</p>
<p>Parents increasingly purchase secondhand kids’ clothing because children often outgrow garments quickly, making resale a practical and sustainable option.</p>
<hr>
<h1>By Distribution Channel</h1>
<h2>Online Channels</h2>
<p>Online platforms represent one of the fastest-growing distribution channels for secondhand apparel.</p>
<p>Digital marketplaces provide convenience, wider product selection, and easy comparison options.</p>
<p>Increasing smartphone adoption and digital payment systems continue to support online resale growth.</p>
<h2>Offline Channels</h2>
<p>Traditional thrift stores, resale shops, and charity stores continue to play an important role.</p>
<p>These physical stores allow consumers to inspect products directly and enjoy personalized shopping experiences.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America holds a prominent position in the secondhand apparel market due to strong consumer awareness of sustainability and established resale platforms.</p>
<p>The region has witnessed significant growth in online resale businesses and luxury secondhand markets.</p>
<p>Increasing participation from brands and consumers continues to strengthen regional demand.</p>
<h2>Europe</h2>
<p>Europe is a major market driven by environmental awareness and strong support for circular economy practices.</p>
<p>Consumers in the region increasingly prefer sustainable fashion alternatives due to concerns about textile waste.</p>
<p>Government initiatives supporting recycling and sustainable consumption further contribute to market growth.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness rapid growth during the forecast period due to rising disposable income, digital adoption, and changing consumer lifestyles.</p>
<p>Countries such as China, India, and Japan are experiencing increasing interest in online resale platforms.</p>
<p>Growing urbanization and awareness of sustainable fashion trends are creating new opportunities.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are gradually adopting secondhand fashion trends due to affordability and increasing access to digital marketplaces.</p>
<p>Growing youth populations and expanding online retail infrastructure are expected to support future growth.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The secondhand apparel market is highly competitive, with companies focusing on platform expansion, customer experience improvement, and sustainability initiatives.</p>
<p>Market participants are investing in technology solutions such as artificial intelligence-based recommendations, authentication systems, and digital payment solutions.</p>
<p>Key players are also forming partnerships with fashion brands to strengthen resale ecosystems.</p>
<p>The competitive landscape includes online marketplaces, thrift retailers, and specialized resale platforms that are continuously innovating to attract consumers.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the secondhand apparel market appears highly promising as consumers continue shifting toward sustainable and value-driven fashion choices.</p>
<p>Growing environmental concerns, increasing digital adoption, and changing consumer attitudes toward used clothing are expected to accelerate market growth.</p>
<p>The integration of technology, expansion of online resale platforms, and increasing participation from global fashion brands will further strengthen the industry.</p>
<p>As circular fashion becomes a major focus of the apparel sector, secondhand clothing is expected to become an essential part of the global fashion ecosystem.</p>
<p>The market is projected to experience strong growth through 2031, supported by sustainability movements, affordability benefits, and evolving consumer preferences.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>How Do Automatic Barrier Arm Gates Improve Parking Management?</title>
<link>https://news.bangboxonline.com/how-do-automatic-barrier-arm-gates-improve-parking-management</link>
<guid>https://news.bangboxonline.com/how-do-automatic-barrier-arm-gates-improve-parking-management</guid>
<description><![CDATA[ How Do Automatic Barrier Arm Gates Improve Parking Management? ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33921c6fb0e.jpg" length="115210" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:37:36 +0500</pubDate>
<dc:creator>liamjohn</dc:creator>
<media:keywords>Automatic barrier Arm gates</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Every day, more cars mean parking gets harder for offices, apartment buildings, factories, and government sites. When lots fill up slowly or without order, people wait too long just to find a spot. Without clear control, strangers park where they should not, causing delays and backed-up roads near entrances. What once ran smoothly now feels messy for staff and guests alike.</span></p>
<p dir="ltr"><span>Out here, </span><a href="https://r3accessinc.com/service/crash-systems-for-maximum-safety/"><span>automatic barrier arm gates</span></a><span> really matter. They offer a clear solution - keeping cars in check while boosting safety and making parking smoother. Yet what makes them better at managing parking spaces? Time to find out.</span></p>
<h2 dir="ltr"><span>Automatic Barrier Arm Gates Explained?</span></h2>
<h3 dir="ltr"><span>Understanding the Basics</span></h3>
<p dir="ltr"><span>Starting with a boom gate, these barriers manage cars coming in and out without help. A long pole swings up or down depending on access needs. Movement happens by itself when triggered correctly nearby. Entry points at private zones often rely on such setups. The bar stays flat until it must shift position. Blocking roads becomes possible through timed automation. Parking spaces stay controlled using this method mainly.</span></p>
<h3 dir="ltr"><span>How They Work</span></h3>
<p dir="ltr"><span>Opening happens by itself after checks finish. Entry options include touch pads, radio ID tags, cameras that spot car numbers, hand-held buttons, or phone software instead of keys. When permission clears, cars move through without stopping.</span></p>
<h2 dir="ltr"><span>Why Parking Management Matters</span></h2>
<h3 dir="ltr"><span>Common Parking Challenges</span></h3>
<p dir="ltr"><span>Without an organized system, parking areas often face several issues:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Unauthorized vehicle access</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Traffic bottlenecks</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Difficulty tracking vehicles</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Limited parking space efficiency</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increased security risks</span></p>
</li>
</ul>
<h3 dir="ltr"><span>The Effect on Buildings</span></h3>
<p dir="ltr"><span>Messy parking setups tend to frustrate visitors, slow down workers, yet disrupt daily workflows just the same. Keeping things running often depends on a system that guides vehicles without confusion or delay.</span></p>
<h2 dir="ltr"><span>Automatic barrier arms help control parking access smoothly</span></h2>
<h3 dir="ltr"><span>Better Vehicle Access Control</span></h3>
<p dir="ltr"><span>What makes automatic barrier arm gates stand out? They manage entry and exit points effectively. Access gets limited to approved vehicles only, which cuts down on improper parking use.</span></p>
<h3 dir="ltr"><span>Reduced Unauthorized Entry</span></h3>
<p dir="ltr"><span>Picture these barriers standing watch like silent guards. When unapproved cars approach, they block entry - keeping only the right people inside. Access stays tight because openings respond just to verified signals. Parking spots stay free since intruders can’t squeeze through.</span></p>
<h3 dir="ltr"><span>Faster Traffic Flow</span></h3>
<p dir="ltr"><span>Waiting around makes most people annoyed. Because systems open and close gates on their own, cars pass through much faster than before.</span></p>
<h3 dir="ltr"><span>More Efficient Use of Parking Spaces</span></h3>
<p dir="ltr"><span>Most of the time, limiting who gets in means spots get filled smarter. Because only certain people can park, buildings spread out the use. Crowds near entrances tend to shrink when entry follows clear rules. Space isn’t wasted nearly as much once limits take effect.</span></p>
<h2 dir="ltr"><span>Improving Safety in Parking Spaces</span></h2>
<h3 dir="ltr"><span>Monitoring Vehicle Movement</span></h3>
<p dir="ltr"><span>Every time a car moves through, the gate system writes down when it comes and goes. Because of this tracking, there is always a clear history available if something needs checking later.</span></p>
<h3 dir="ltr"><span>Connecting With Security Systems</span></h3>
<p dir="ltr"><span>Security gets a boost when gates work alongside cameras, talk systems, one after another. A mix like this builds stronger protection without drawing attention.</span></p>
<h2 dir="ltr"><span>Quality Access Control Support</span></h2>
<p dir="ltr"><span>A gate alone won’t cut it these days. What matters most is how well the entry setup handles car approvals - fast, precise, without hiccups. Instead of just blocking roads, think smooth flow with smart checks built in. Efficiency shows up when drivers move through without stopping too long. Accuracy becomes clear each time the right vehicle gets through, while others wait for verification. Technology here isn’t flashy - it’s quiet, working behind the scenes.</span></p>
<p dir="ltr"><span>When paired with a </span><a href="https://r3accessinc.com/"><span>quality access control system</span></a><span>, automatic barrier arms keep watch instantly while checking entries without delays. One smooth flow replaces manual steps because mistakes drop when machines handle checks. Efficiency climbs since the system runs on its own, cutting pauses caused by people.</span></p>
<h3 dir="ltr"><span>Accurate Vehicle Tracking</span></h3>
<p dir="ltr"><span>When vehicles move, built-in tools track what happens. This lets those in charge of buildings keep notes. Reports come together whenever required.</span></p>
<h3 dir="ltr"><span>Automated Access Management</span></h3>
<p dir="ltr"><span>Fewer people are needed when machines handle tasks, because rules get followed the same way every time. Parking stays managed without constant oversight once systems run on their own.</span></p>
<h2 dir="ltr"><span>Lower Expenses for Homeowners</span></h2>
<h3 dir="ltr"><span>Lower Staffing Requirements</span></h3>
<p dir="ltr"><span>Out front, guards usually watch who comes and goes at standard lots. When machines take over entry checks, fewer staff are needed. This shift means less money spent on payrolls over time.</span></p>
<h3 dir="ltr"><span>Reduced Operational Expenses</span></h3>
<p dir="ltr"><span>Over time, cutting down on trespassers helps lower upkeep bills. Smoother movement through spaces boosts how well things run. Property holders see gains when paths stay clear. Fewer surprise entries mean less wear. Efficiency climbs as daily routines settle into place.</span></p>
<h2 dir="ltr"><span>Facilities With Different Benefits</span></h2>
<h3 dir="ltr"><span>Commercial Properties</span></h3>
<p dir="ltr"><span>Because of clearer paths and smarter spaces, stores and offices see fewer traffic jams. Business areas run easier when cars move without delay. Parking lines up neatly where workers and shoppers go each day.</span></p>
<h3 dir="ltr"><span>Residential Communities</span></h3>
<p dir="ltr"><span>Folks who live there feel more at ease knowing entry is monitored. A calmer setting takes shape because of how coming and going gets managed.</span></p>
<h3 dir="ltr"><span>Industrial Facilities</span></h3>
<p dir="ltr"><span>Most factories need close watch on cars coming in. Because of this, gates that open by themselves keep track of shipments, workers arriving, and guests showing up without hassle.</span></p>
<h3 dir="ltr"><span>Educational Institutions</span></h3>
<p dir="ltr"><span>While schools set clearer rules for cars, university grounds become safer. Movement of vehicles gets more control as safety on campus rises. As traffic flows improve, oversight grows stronger across learning spaces. When institutions manage transport well, protection follows naturally.</span></p>
<h2 dir="ltr"><span>Smart Technology Integration</span></h2>
<h3 dir="ltr"><span>RFID Access Systems</span></h3>
<p dir="ltr"><span>Slipping past entry gates, cars equipped with RFID move fast because they skip human checks entirely.</span></p>
<h3 dir="ltr"><span>License Plate Recognition</span></h3>
<p dir="ltr"><span>Advanced systems can automatically identify authorized vehicles using license plate recognition technology.</span></p>
<h3 dir="ltr"><span>Mobile Access Solutions</span></h3>
<p dir="ltr"><span>Smartphone apps let people enter parking zones at certain locations, making it easier to come and go. With these tools, drivers skip old methods, relying instead on digital keys that work instantly. Access unfolds right from the device in hand, removing the need for cards or codes. This shift runs quietly behind the scenes, yet changes how smoothly someone moves into a spot. Each tap acts like a signal, opening gates without slowing down arrival.</span></p>
<h2 dir="ltr"><span>Improving User Experience</span></h2>
<h3 dir="ltr"><span>Convenience for Drivers</span></h3>
<p dir="ltr"><span>Quick access matters most to those behind the wheel. With no long waits, machines handle entry smoothly instead of slowing things down.</span></p>
<h3 dir="ltr"><span>Reduced Waiting Times</span></h3>
<p dir="ltr"><span>Faster checks at entry points mean cars move quicker. Less idle time happens because doors open sooner. Throughput improves when delays drop. Efficiency grows as machines respond rapidly.</span></p>
<h2 dir="ltr"><span>Automatic Barrier Arm Gate Selection</span></h2>
<h3 dir="ltr"><span>Evaluate Traffic Volume</span></h3>
<p dir="ltr"><span>When lots of vehicles come through a site, speed becomes key - barrier gates built for quick operation help keep things moving smoothly. What matters most is how fast they open and close without wearing down over time.</span></p>
<h3 dir="ltr"><span>Consider Integration Options</span></h3>
<p dir="ltr"><span>A system should fit alongside your current security setup. One option might link smoothly with tools already in place. Think about how it connects to what you use now. Compatibility matters when picking something new. It runs better if it talks well with older devices. Look for pieces that won’t clash with today’s locks or scanners.</span></p>
<h3 dir="ltr"><span>Focus on Durability</span></h3>
<p dir="ltr"><span>Weather won’t stop a good barrier gate from working right every day. It keeps going no matter how tough things get outside.</span></p>
<h3 dir="ltr"><span>Plan for Maintenance</span></h3>
<p dir="ltr"><span>Because it runs smoothly over time, checking things often helps the machine last longer. A steady routine keeps everything working without surprise stops.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Out here, handling parking well isn’t optional anymore. These gate arms move on their own, letting cars through only when they should. Security gets better while traffic jams shrink at entrances. People find it easier to get where they need without hassle piling up. Offices, apartment zones, factories, even schools - all rely on them now. Order shows up where chaos once lived near driveways and exits.</span></p>
<p dir="ltr"><span>A good access control setup makes automatic barrier arms work better for handling cars. Since tech keeps changing, these setups will stay useful in today’s parking plans.</span></p>
<h2 dir="ltr"><span>FAQs</span></h2>
<h3 dir="ltr"><span>1. What are automatic barrier arm gates used for?</span></h3>
<p dir="ltr"><span>Out here, you’ll spot automatic barrier arms managing car movement at parking zones, private neighborhoods, business sites, also spots needing tight access rules.</span></p>
<h3 dir="ltr"><span>2. How do automatic barrier arm gates improve security?</span></h3>
<p dir="ltr"><span>Stopping strangers from getting in keeps tabs on where vehicles go while linking up with cameras and gate controls.</span></p>
<h3 dir="ltr"><span>3. Can automatic barrier arm gates work with RFID technology?</span></h3>
<p dir="ltr"><span>Faster entry happens when today's setups work with RFID tags on vehicles. Access becomes smoother thanks to these small digital helpers built into newer models.</span></p>
<h3 dir="ltr"><span>4. Are automatic barrier arm gates suitable for commercial properties?</span></h3>
<p dir="ltr"><span>For sure. When things get busy, they keep movement smooth. Parking lines up better because of them. Safety feels stronger too.</span></p>
<h3 dir="ltr"><span>5. Why is a quality access control system important for parking management?</span></h3>
<p dir="ltr"><span>Entry becomes smoother when a reliable gate setup checks who comes in. Vehicles that belong show up on the list without delay. Watching movements gets easier because records stay clear. Operations keep moving since bottlenecks fade away.</span></p>]]> </content:encoded>
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<item>
<title>Hair Styling Products Market Overview, Regional Analysis and Future Prospects</title>
<link>https://news.bangboxonline.com/hair-styling-products-market-overview-regional-analysis-and-future-prospects</link>
<guid>https://news.bangboxonline.com/hair-styling-products-market-overview-regional-analysis-and-future-prospects</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="115210" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:36:53 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Hair Styling Products Market Overview</h1>
<p>The global Hair Styling Products Market size was valued at USD 22.93 billion in 2023 and is projected to grow from USD 24.11 billion in 2024 to USD 35.60 billion by 2031, exhibiting a CAGR of 5.72% from 2024 to 2031. The market is experiencing steady growth due to increasing awareness about personal grooming, rising beauty consciousness, and growing demand for innovative hair care solutions. Consumers are increasingly adopting styling products to enhance appearance, manage hair texture, and achieve professional salon-like hairstyles at home.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/hair-styling-products-market-474">https://www.kingsresearch.com/hair-styling-products-market-474</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p>The global Hair Styling Products Market size was valued at USD 22.93 billion in 2023.</p>
</li>
<li>
<p>The market is projected to grow from USD 24.11 billion in 2024 to USD 35.60 billion by 2031.</p>
</li>
<li>
<p>The market is expected to register a CAGR of 5.72% during the forecast period (2024-2031).</p>
</li>
<li>
<p>Increasing consumer focus on personal grooming and appearance is driving market expansion.</p>
</li>
<li>
<p>Growing demand for premium hair care products with natural and innovative formulations is boosting growth.</p>
</li>
<li>
<p>Rising influence of social media, beauty trends, and celebrity styling is increasing product adoption.</p>
</li>
<li>
<p>Hair serums, styling creams, gels, and sprays are witnessing strong demand globally.</p>
</li>
<li>
<p>E-commerce platforms are becoming a major sales channel for hair styling products.</p>
</li>
<li>
<p>Asia-Pacific is expected to witness significant growth due to rising disposable income and changing beauty preferences.</p>
</li>
<li>
<p>Leading companies include Fisk Group, The Estée Lauder Companies Inc., Umesh Modi Group (Revlon), L’Oréal S.A., Oriflame Cosmetics AG, Hoyu Cosmetics, Kao Corporation, KOSÉ Corporation, COMBE, CHANEL, and others.</p>
</li>
</ul>
<p>Hair styling products include a wide range of products designed to shape, hold, protect, and enhance hair appearance. These products include hair gels, sprays, serums, styling creams, waxes, mousses, and other formulations used by consumers for daily grooming and styling purposes.</p>
<p>The growing influence of fashion trends, changing lifestyles, and increasing emphasis on self-care have significantly contributed to the expansion of the hair styling products industry. Consumers are moving beyond basic hair care routines and seeking specialized products that provide styling benefits along with nourishment and protection.</p>
<p>The beauty and personal care industry has undergone major transformation due to changing consumer preferences and technological advancements. Manufacturers are focusing on developing products with improved formulations, natural ingredients, long-lasting effects, and multifunctional benefits. The demand for products that offer styling, hydration, heat protection, and hair strengthening benefits is increasing worldwide.</p>
<hr>
<h1>Growth Drivers of Hair Styling Products Market</h1>
<h2>Rising Focus on Personal Grooming</h2>
<p>One of the primary factors driving the hair styling products market is increasing consumer attention toward personal grooming and appearance. Both men and women are becoming more conscious about maintaining hairstyles that reflect their personality and lifestyle.</p>
<p>Changing workplace environments, social interactions, and fashion trends have encouraged consumers to invest in hair styling products. Styling products are no longer limited to professional salons and are becoming common household essentials.</p>
<p>The increasing popularity of grooming routines among younger consumers is further supporting market growth. Millennials and Gen Z consumers are especially influencing demand through their interest in fashion, beauty trends, and experimentation with different hairstyles.</p>
<h2>Growth of Beauty and Fashion Trends</h2>
<p>The influence of fashion trends and beauty culture plays a significant role in increasing demand for hair styling products. Social media platforms, influencers, and beauty creators have created strong awareness about new hairstyles and styling techniques.</p>
<p>Consumers are increasingly inspired by celebrity looks and online beauty content, encouraging them to purchase styling products to recreate trending hairstyles. This trend has expanded the customer base for hair gels, sprays, serums, and styling creams.</p>
<h2>Increasing Demand for Premium Hair Care Products</h2>
<p>Consumers are showing growing interest in premium and high-quality hair styling products. They are willing to spend more on products that provide better performance, improved ingredients, and specialized benefits.</p>
<p>Premium brands are introducing products with natural extracts, organic ingredients, and advanced formulas to attract health-conscious consumers. Products offering heat protection, anti-frizz effects, and hair nourishment are gaining popularity.</p>
<h2>Expansion of E-Commerce Channels</h2>
<p>The rapid growth of online shopping platforms has significantly contributed to the expansion of the hair styling products market. E-commerce provides consumers with access to a wide range of products, brands, and price options.</p>
<p>Online platforms allow manufacturers to reach global customers and introduce new products more effectively. Digital marketing campaigns, customer reviews, and influencer promotions are further increasing product visibility.</p>
<hr>
<h1>Market Trends</h1>
<h2>Increasing Demand for Natural and Organic Formulations</h2>
<p>A major trend in the hair styling products market is the shift toward natural and clean beauty products. Consumers are becoming more aware of harmful chemicals and are seeking products made with safer ingredients.</p>
<p>Manufacturers are developing formulations using plant-based extracts, essential oils, and environmentally friendly ingredients. This trend is expected to continue as sustainability becomes a key purchasing factor.</p>
<h2>Rise of Multifunctional Hair Styling Products</h2>
<p>Consumers increasingly prefer products that provide multiple benefits in a single application. Multifunctional styling products that offer hold, moisture, protection, and nourishment are gaining popularity.</p>
<p>Products combining styling performance with hair care benefits help consumers simplify their grooming routines while improving hair health.</p>
<h2>Growing Male Grooming Segment</h2>
<p>The male grooming industry is expanding rapidly, contributing to increased demand for hair styling products among men.</p>
<p>Hair gels, waxes, pomades, and styling creams designed specifically for men are becoming more popular. Increasing awareness of grooming and appearance among men is expected to support future growth.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Product</h2>
<h3>Hair Gels</h3>
<p>Hair gels represent a widely used product category due to their ability to provide strong hold and create structured hairstyles. They are commonly used for daily styling and special occasions.</p>
<p>The demand for hair gels remains strong among consumers seeking long-lasting hairstyles and professional styling effects.</p>
<h3>Hair Serums</h3>
<p>Hair serums are experiencing significant growth due to their ability to provide shine, smoothness, and protection. These products are often used to reduce frizz and protect hair from environmental damage.</p>
<p>Increasing consumer focus on hair health is driving demand for advanced serum formulations.</p>
<h3>Hair Sprays</h3>
<p>Hair sprays are popular because they help maintain hairstyles for extended periods. They are widely used in professional styling and personal grooming.</p>
<p>The availability of different types of sprays, including flexible hold and volumizing sprays, is contributing to segment growth.</p>
<h3>Styling Creams &amp; Waxes</h3>
<p>Styling creams and waxes are gaining popularity due to their versatility and ability to create various hairstyles.</p>
<p>These products are especially popular among consumers seeking natural-looking finishes and flexible styling options.</p>
<h3>Others</h3>
<p>Other products include mousses, foams, and specialized styling products. Innovation and changing consumer preferences are expanding this category.</p>
<hr>
<h1>By Gender</h1>
<h2>Men</h2>
<p>The men's segment is witnessing strong growth due to increasing grooming awareness. Men are increasingly using hair styling products as part of their daily routines.</p>
<p>Brands are introducing specialized products designed for men's hair types and styling preferences.</p>
<h2>Women</h2>
<p>Women represent a major consumer group in the hair styling products market. Demand is driven by fashion trends, professional styling needs, and interest in hair care.</p>
<p>Women consumers often seek products that provide styling benefits while maintaining hair health.</p>
<h2>Unisex</h2>
<p>Unisex products are gaining popularity as consumers move toward gender-neutral beauty products. These products appeal to a broader customer base and provide flexible styling solutions.</p>
<hr>
<h1>By Sales Channel</h1>
<h2>Supermarkets and Hypermarkets</h2>
<p>Physical retail stores remain an important distribution channel due to product availability and consumer convenience.</p>
<p>Customers often prefer these channels to compare products and purchase immediately.</p>
<h2>Specialty Stores</h2>
<p>Beauty and personal care stores provide expert recommendations and premium product options.</p>
<p>These stores continue to play an important role in brand building and customer engagement.</p>
<h2>Online Channels</h2>
<p>Online sales channels are growing rapidly due to convenience, wider product availability, and attractive discounts.</p>
<p>Digital platforms allow consumers to explore new brands and access customer reviews before purchasing.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America holds a significant share of the hair styling products market due to strong beauty industry presence and high consumer spending on personal care products.</p>
<p>The region experiences continuous product innovation, especially in premium and sustainable hair care solutions.</p>
<h2>Europe</h2>
<p>Europe is a major market driven by fashion trends, advanced beauty industries, and consumer preference for high-quality products.</p>
<p>The demand for organic and environmentally friendly hair styling products is increasing across European countries.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness strong growth during the forecast period due to rising disposable income, urbanization, and changing lifestyle patterns.</p>
<p>Countries such as China, India, Japan, and South Korea are experiencing increasing demand for beauty and personal care products.</p>
<p>The influence of Korean beauty trends and social media culture is further supporting regional expansion.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are witnessing growing demand due to increasing beauty awareness and expanding retail networks.</p>
<p>Improving economic conditions and rising adoption of international beauty trends are creating new market opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The global hair styling products market is highly competitive, with companies focusing on product innovation, brand development, and strategic expansion.</p>
<p>Major companies operating in the market include <strong>Fisk Group, The Estée Lauder Companies Inc., Umesh Modi Group (Revlon), L’Oréal S.A., Oriflame Cosmetics AG, Hoyu Cosmetics, Kao Corporation, KOSÉ Corporation, COMBE, CHANEL, and others.</strong></p>
<p>Companies are investing in research and development to introduce innovative formulations that meet changing consumer demands.</p>
<p>Market players are focusing on sustainable packaging, natural ingredients, premium products, and digital marketing strategies to strengthen their market position.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the hair styling products market looks promising as consumers continue to prioritize grooming, beauty, and self-expression. Rising awareness about hair health, increasing demand for premium products, and expansion of online retail channels will continue driving market growth.</p>
<p>Innovation in product formulations, sustainable beauty solutions, and multifunctional styling products will shape the future of the industry.</p>
<p>The growing influence of social media, beauty influencers, and personalized hair care solutions is expected to create new growth opportunities. As consumer preferences continue evolving, manufacturers will focus on developing products that combine styling performance with hair protection and nourishment.</p>
<p>The market is projected to witness steady growth through 2031, supported by changing lifestyles, increasing beauty consciousness, and continuous innovation in hair care technology.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<item>
<title>Calcium Carbide Price Trend, Chart, News and Forecast Q1 2026 | ChemAnalyst</title>
<link>https://news.bangboxonline.com/calcium-carbide-price-trend-chart</link>
<guid>https://news.bangboxonline.com/calcium-carbide-price-trend-chart</guid>
<description><![CDATA[ The global Calcium Carbide prices witnessed a positive pricing trend during the first quarter of 2026, with major regions reporting quarter-over-quarter gains. ]]></description>
<enclosure url="" length="115210" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:33:29 +0500</pubDate>
<dc:creator>ChemAnalyst</dc:creator>
<media:keywords>Calcium Carbide Price</media:keywords>
<content:encoded><![CDATA[<p>According to <strong>ChemAnalyst</strong>, The global <a data-cke-saved-href="https://www.chemanalyst.com/Pricing-data/calcium-carbide-1145" href="https://www.chemanalyst.com/Pricing-data/calcium-carbide-1145" target="_blank" rel="noopener"><strong>Calcium Carbide prices</strong></a> witnessed a positive pricing trend during the first quarter of 2026, with major regions reporting quarter-over-quarter gains. Market participants experienced varying degrees of price appreciation driven by factors such as industrial demand recovery, energy cost fluctuations, logistics challenges, and balanced supply conditions. Calcium Carbide remains a critical industrial chemical used primarily in acetylene gas production, steelmaking, chemical synthesis, and manufacturing applications. Consequently, developments in downstream industries significantly influenced market dynamics during the quarter.</p>
<p>Across North America, Asia-Pacific, and Europe, Calcium Carbide prices moved upward, although the magnitude of growth differed from region to region. Strong steel sector demand in the United States, steady import activity in Japan, and elevated logistics and energy costs in Germany collectively contributed to the bullish market sentiment observed throughout the quarter.</p>
<p><strong>Global Calcium Carbide Market Overview</strong></p>
<p>Calcium Carbide serves as a key raw material for producing acetylene gas, which is widely utilized in welding, metal cutting, chemical manufacturing, and synthetic organic compound production. The product is manufactured through the reaction of lime and coke in electric arc furnaces, making energy costs one of the most influential factors affecting production economics.</p>
<p>During Q1 2026, global economic conditions remained relatively stable, supporting industrial activity and commodity consumption. Infrastructure investments, manufacturing output, and steel production maintained healthy demand levels across several economies. Meanwhile, energy markets continued to experience volatility, particularly in Europe, where electricity costs remained elevated compared to historical averages.</p>
<p>Supply chains improved compared to previous years, yet regional transportation bottlenecks and freight expenses continued to impact delivered costs. These factors collectively supported the upward movement in Calcium Carbide prices worldwide.</p>
<p><strong>Book A Demo for Calcium Carbide Price: <a data-cke-saved-href="https://www.chemanalyst.com/Pricing-data/calcium-carbide-1145" href="https://www.chemanalyst.com/Pricing-data/calcium-carbide-1145">https://www.chemanalyst.com/Pricing-data/calcium-carbide-1145</a></strong></p>
<p><strong>Calcium Carbide Prices in North America</strong></p>
<p><strong>United States Market Performance</strong></p>
<p>In the United States, the Calcium Carbide Price Index increased by 2.8% quarter-over-quarter during Q1 2026. The upward trend was primarily supported by healthy steel industry demand and stable industrial consumption patterns.</p>
<p>The average Calcium Carbide price in the U.S. market reached approximately USD 1,869.00 per metric ton during the quarter. Balanced supply conditions prevented excessive price volatility, while steady procurement from downstream industries maintained positive market sentiment.</p>
<p><strong>Steel Industry Demand Supports Price Growth</strong></p>
<p>One of the primary drivers behind the increase in Calcium Carbide prices was the sustained demand from steel manufacturers. Calcium Carbide is widely utilized in steelmaking operations for desulfurization processes and improving metal quality. As domestic steel production remained active, procurement volumes increased accordingly.</p>
<p>Infrastructure projects and industrial manufacturing activities continued to generate demand for steel products, indirectly supporting Calcium Carbide consumption. The construction sector also contributed to demand through ongoing investments in transportation, energy, and commercial development projects.</p>
<p><strong>Supply Conditions Remain Balanced</strong></p>
<p>North American producers maintained relatively stable operating rates throughout the quarter. Raw material availability remained sufficient, and production facilities reported limited operational disruptions.</p>
<p>The balance between supply and demand helped maintain market stability while allowing prices to trend moderately higher. Import activity supplemented domestic production where necessary, ensuring adequate market availability.</p>
<p><strong>Market Outlook for North America</strong></p>
<p>Looking ahead, Calcium Carbide prices in North America are expected to remain supported by industrial demand fundamentals. Future pricing movements will likely depend on steel production levels, electricity costs, and broader economic conditions. Any significant changes in manufacturing activity or construction spending could influence market direction in upcoming quarters.</p>
<p><strong>Calcium Carbide Prices in APAC</strong></p>
<p><strong>Japan Market Analysis</strong></p>
<p>The Asia-Pacific region experienced moderate price growth during Q1 2026, with Japan emerging as a notable market. The Japanese Calcium Carbide Price Index rose by 4.15% quarter-over-quarter, reflecting stable import activity and balanced market fundamentals.</p>
<p>Average Calcium Carbide prices in Japan reached approximately USD 418.00 per metric ton during the quarter. The market benefited from steady imports and consistent downstream demand, resulting in a relatively stable pricing environment.</p>
<p><strong>Stable Imports Drive Market Balance</strong></p>
<p>Japan relies significantly on imported industrial raw materials, including Calcium Carbide. During Q1 2026, import flows remained steady, ensuring adequate product availability across domestic markets.</p>
<p>Stable procurement activity from international suppliers helped prevent supply shortages while supporting regular industrial operations. Importers maintained healthy inventory levels, contributing to market equilibrium throughout the quarter.</p>
<p><strong>Industrial Demand Remains Consistent</strong></p>
<p>Demand from chemical manufacturing, metal processing, and welding applications remained stable during the reporting period. Japanese industrial production showed resilience despite ongoing global economic uncertainties.</p>
<p>Manufacturers continued purchasing Calcium Carbide to support acetylene production and various downstream chemical processes. This consistent demand base contributed to the positive quarterly price movement observed in the market.</p>
<p><strong>Regional APAC Market Dynamics</strong></p>
<p>Across the broader Asia-Pacific region, market participants monitored developments in China, Southeast Asia, and India, where industrial activity remained a key demand driver. Production trends in major exporting countries influenced regional trade flows and pricing structures.</p>
<p>Energy costs, freight expenses, and environmental regulations continued shaping production economics across APAC markets. While overall supply remained sufficient, producers carefully managed output to maintain profitability amid changing operating conditions.</p>
<p><strong>APAC Market Outlook</strong></p>
<p>The outlook for Calcium Carbide prices in Asia-Pacific remains cautiously optimistic. Industrial growth, infrastructure investments, and manufacturing expansion are expected to support demand. However, fluctuations in export availability, energy prices, and shipping costs could influence future market performance.</p>
<p><strong>Calcium Carbide Prices in Europe</strong></p>
<p><strong>Germany Leads Regional Price Growth</strong></p>
<p>Europe recorded the strongest price gains among the analyzed regions during Q1 2026. In Germany, the Calcium Carbide Price Index surged by 13.37% quarter-over-quarter, significantly outperforming North America and Asia-Pacific.</p>
<p>The average Calcium Carbide price in Germany reached approximately USD 1,696.33 per metric ton, according to FD Hamburg assessments. Rising logistics expenses and elevated energy costs emerged as the primary factors behind the substantial increase.</p>
<p><strong>Energy Costs Continue to Influence Production Economics</strong></p>
<p>Energy remains a critical component in Calcium Carbide manufacturing due to the electricity-intensive production process. During Q1 2026, European energy markets continued experiencing elevated pricing levels compared to historical norms.</p>
<p>Higher electricity expenses directly increased production costs for manufacturers, forcing suppliers to adjust selling prices to maintain operational viability. This factor represented one of the most significant contributors to the quarter's price escalation.</p>
<p><strong>Logistics Challenges Support Higher Prices</strong></p>
<p>Transportation and logistics costs also played a major role in shaping the European Calcium Carbide market. Freight expenses, warehousing costs, and regional transportation constraints increased the overall cost of product distribution.</p>
<p>Suppliers passed a portion of these additional costs through the supply chain, contributing to higher market prices. Importers and distributors faced similar challenges, reinforcing the upward pricing trend.</p>
<p><strong>Industrial Demand Remains Supportive</strong></p>
<p>Despite cost pressures, demand from key industrial sectors remained relatively stable. Steel manufacturing, chemical production, and fabrication industries continued consuming Calcium Carbide for various applications.</p>
<p>The combination of resilient demand and increasing operational costs created favorable conditions for price growth throughout the quarter.</p>
<p><strong>European Market Outlook</strong></p>
<p>Future Calcium Carbide prices in Europe will largely depend on developments in energy markets and logistics infrastructure. If electricity prices remain elevated, producers may continue facing cost pressures that support higher pricing levels. Conversely, improvements in energy availability and transportation efficiency could moderate future price increases.</p>
<p><strong>Key Factors Influencing Calcium Carbide Prices</strong></p>
<p><strong>Energy Market Volatility</strong></p>
<p>Electricity is one of the largest cost components in Calcium Carbide production. Variations in energy prices directly impact manufacturing costs and market pricing. Regions experiencing elevated electricity costs generally report stronger price increases.</p>
<p><strong>Steel Industry Demand</strong></p>
<p>The steel sector remains a major consumer of Calcium Carbide. Growth in steel production often translates into increased demand and higher prices for Calcium Carbide products.</p>
<p><strong>Logistics and Transportation Costs</strong></p>
<p>Freight rates, shipping availability, and transportation infrastructure significantly affect market pricing. Higher logistics expenses increase delivered costs and contribute to price appreciation.</p>
<p><strong>Import and Export Activity</strong></p>
<p>Global trade flows influence regional supply availability. Stable imports help maintain market balance, while disruptions can create shortages and upward price pressure.</p>
<p><strong>Industrial Production Trends</strong></p>
<p>Demand from chemical manufacturing, metal processing, welding operations, and industrial production continues to shape overall market conditions. Strong industrial activity generally supports positive pricing momentum.</p>
<p><strong>Global Calcium Carbide Market Outlook for 2026</strong></p>
<p>The global Calcium Carbide market is expected to maintain a generally firm outlook throughout 2026. Continued industrial growth, infrastructure development, and manufacturing expansion are likely to support consumption across major regions.</p>
<p>North America is expected to benefit from stable industrial demand and infrastructure investments. Asia-Pacific will continue to be influenced by manufacturing growth and international trade activity, while Europe will remain sensitive to energy market developments and logistics costs.</p>
<p>Market participants will closely monitor raw material availability, electricity pricing, environmental regulations, and downstream demand indicators to assess future market direction. Although regional differences may persist, the overall Calcium Carbide market appears positioned for continued stability and moderate growth.</p>
<p><strong>Conclusion</strong></p>
<p>Calcium Carbide prices recorded positive growth across North America, Asia-Pacific, and Europe during Q1 2026. The United States experienced a 2.8% quarterly increase supported by steel demand and balanced supply conditions. Japan reported a 4.15% rise driven by stable imports and consistent industrial consumption. Germany witnessed the strongest growth, with prices surging 13.37% due to energy and logistics pressures.</p>
<p>The quarter highlighted the importance of industrial demand, electricity costs, transportation expenses, and global trade flows in determining Calcium Carbide pricing trends. As industries continue expanding and infrastructure investments remain active, Calcium Carbide demand is expected to stay resilient throughout the year.</p>
<p>Stakeholders across the supply chain should continue monitoring market fundamentals, energy developments, and regional economic indicators to navigate evolving pricing dynamics and capitalize on emerging opportunities within the global Calcium Carbide market.</p>
<p></p>
<p> </p>
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<title>Conveyor Belt Market Demand Growth and Key Industry Trends</title>
<link>https://news.bangboxonline.com/conveyor-belt-market-demand-growth-and-key-industry-trends</link>
<guid>https://news.bangboxonline.com/conveyor-belt-market-demand-growth-and-key-industry-trends</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="115210" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:32:20 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Conveyor Belt Market Overview</h1>
<p>The global Conveyor Belt Market size was valued at USD 5,591.2 million in 2023 and is projected to grow from USD 5,814.0 million in 2024 to USD 7,893.4 million by 2031, exhibiting a CAGR of 4.46% during the forecast period. The market is witnessing steady growth due to increasing industrial automation, rising demand for efficient material transportation systems, and expanding applications across various industries including manufacturing, mining, logistics, food processing, and automotive.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/conveyor-belt-market-250">https://www.kingsresearch.com/conveyor-belt-market-250</a> </strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p>The global Conveyor Belt Market size was valued at USD 5,591.2 million in 2023.</p>
</li>
<li>
<p>The market is projected to grow from USD 5,814.0 million in 2024 to USD 7,893.4 million by 2031.</p>
</li>
<li>
<p>The market is expected to register a CAGR of 4.46% during the forecast period (2024-2031).</p>
</li>
<li>
<p>Increasing industrial automation and demand for efficient material handling systems are driving market growth.</p>
</li>
<li>
<p>Growing adoption of conveyor belts across mining, manufacturing, logistics, and food processing industries is accelerating expansion.</p>
</li>
<li>
<p>Rising investments in smart factories and automated production facilities are creating new opportunities.</p>
</li>
<li>
<p>Rubber conveyor belts continue to dominate due to their durability and ability to handle heavy-duty applications.</p>
</li>
<li>
<p>Asia-Pacific is expected to witness significant growth due to rapid industrialization and infrastructure development.</p>
</li>
<li>
<p>Technological advancements such as IoT-enabled conveyor systems and automated monitoring solutions are transforming the industry.</p>
</li>
</ul>
<p>Conveyor belts are essential material handling solutions designed to transport goods, raw materials, and finished products efficiently across industrial facilities. These systems help businesses improve operational productivity, reduce manual labor requirements, and enhance workflow efficiency. With industries increasingly focusing on automation and optimized production processes, conveyor belts have become a critical component of modern industrial infrastructure.</p>
<p>The rapid expansion of manufacturing activities worldwide has significantly contributed to the rising demand for conveyor belt systems. Industries are continuously adopting automated handling equipment to improve speed, accuracy, and safety. Conveyor belts provide reliable transportation solutions that support continuous production operations while minimizing downtime and operational costs.</p>
<p>The growing need for efficient logistics and warehousing solutions is also fueling market growth. The rise of e-commerce, increasing warehouse automation, and demand for faster product movement have encouraged companies to invest in advanced conveyor systems. Automated conveyor belts equipped with sensors, control systems, and smart technologies are becoming increasingly common in modern facilities.</p>
<hr>
<h1>Growth Drivers of Conveyor Belt Market</h1>
<h2>Increasing Industrial Automation</h2>
<p>One of the major factors driving the conveyor belt market is the rapid adoption of industrial automation technologies. Manufacturers across industries are implementing automated material handling systems to improve efficiency and reduce dependency on manual labor.</p>
<p>Conveyor belts enable continuous movement of materials, supporting faster production cycles and improved operational performance. Automated conveyor systems integrated with robotics and digital monitoring technologies are helping industries achieve higher productivity levels.</p>
<p>The growing adoption of Industry 4.0 solutions is further increasing demand for intelligent conveyor systems capable of real-time monitoring and predictive maintenance.</p>
<h2>Expansion of Manufacturing Sector</h2>
<p>The expansion of manufacturing industries globally is significantly contributing to market growth. Automotive, electronics, machinery, and consumer goods manufacturers rely heavily on conveyor systems for assembly lines and material transportation.</p>
<p>Increasing investments in manufacturing facilities, especially in emerging economies, are creating strong demand for conveyor belts. Companies are focusing on improving production efficiency, which is encouraging the deployment of advanced conveyor solutions.</p>
<h2>Growth of Mining and Construction Industries</h2>
<p>Mining and construction industries represent important application areas for conveyor belts. Heavy-duty conveyor systems are widely used for transporting minerals, ores, coal, and construction materials.</p>
<p>The increasing demand for raw materials and infrastructure development projects worldwide are supporting market expansion. Conveyor belts offer cost-effective and efficient transportation solutions compared to traditional material handling methods.</p>
<h2>Rising Demand for Warehouse Automation</h2>
<p>The growth of e-commerce and logistics industries has increased the need for automated warehouse systems. Conveyor belts play a crucial role in sorting, packaging, and transporting products within warehouses and distribution centers.</p>
<p>Companies are investing in automated conveyor solutions to improve order fulfillment speed and operational accuracy. This trend is expected to continue supporting market growth.</p>
<hr>
<h1>Market Trends</h1>
<h2>Adoption of Smart Conveyor Systems</h2>
<p>Smart conveyor systems equipped with sensors, automation controls, and data analytics capabilities are becoming increasingly popular. These systems allow operators to monitor performance, detect faults, and optimize operations.</p>
<p>IoT-enabled conveyor belts provide real-time information about equipment condition, helping companies reduce maintenance costs and prevent unexpected failures.</p>
<h2>Development of Energy-Efficient Conveyor Belts</h2>
<p>Environmental sustainability has become a major focus across industries. Manufacturers are developing energy-efficient conveyor belts that reduce power consumption and operational costs.</p>
<p>Lightweight materials, improved belt designs, and advanced motor technologies are helping companies achieve better efficiency while reducing environmental impact.</p>
<h2>Increasing Use of Modular Conveyor Belts</h2>
<p>Modular conveyor belts are gaining popularity due to their flexibility, easy maintenance, and customization capabilities. These belts can be easily modified according to production requirements.</p>
<p>Industries such as food processing, packaging, and pharmaceuticals are increasingly adopting modular conveyor solutions because of their hygienic design and operational advantages.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Type</h2>
<h3>Flat Conveyor Belts</h3>
<p>Flat conveyor belts represent one of the most widely used conveyor belt types. They are commonly used for transporting products and materials over short and medium distances.</p>
<p>Their simple design, reliability, and cost-effectiveness make them suitable for manufacturing, logistics, and packaging applications.</p>
<p>Increasing adoption in automated production lines is expected to support the growth of flat conveyor belts.</p>
<h3>Modular Conveyor Belts</h3>
<p>Modular conveyor belts consist of interconnected modules that provide flexibility and easy maintenance. These belts are widely used where frequent cleaning, replacement, or customization is required.</p>
<p>The food and beverage industry extensively uses modular conveyor belts due to their durability and hygienic properties.</p>
<h3>Specialty Conveyor Belts</h3>
<p>Specialty conveyor belts are designed for specific industrial applications requiring unique performance characteristics.</p>
<p>These include heat-resistant belts, chemical-resistant belts, and heavy-duty belts used in challenging environments such as mining and chemical processing.</p>
<p>The growing demand for customized industrial solutions is driving growth in this segment.</p>
<h3>Others</h3>
<p>Other conveyor belt types include cleated belts, curved belts, and inclined belts. These systems are used for specialized material transportation requirements.</p>
<p>Increasing industrial diversification is creating opportunities for these advanced conveyor solutions.</p>
<hr>
<h1>By Material</h1>
<h2>Rubber Conveyor Belts</h2>
<p>Rubber conveyor belts hold a significant market share due to their durability, flexibility, and resistance to wear.</p>
<p>They are widely used in mining, construction, and heavy industries where strong material handling capabilities are required.</p>
<p>The ability of rubber belts to withstand harsh operating conditions makes them a preferred choice for demanding applications.</p>
<h2>PVC Conveyor Belts</h2>
<p>PVC conveyor belts are gaining popularity due to their lightweight design, affordability, and versatility.</p>
<p>They are commonly used in food processing, packaging, and logistics applications.</p>
<p>The growing demand for hygienic and efficient material handling solutions is supporting PVC conveyor belt adoption.</p>
<h2>Others</h2>
<p>Other materials include metal, fabric, and specialized synthetic materials. These belts are used for specific applications requiring unique performance characteristics.</p>
<hr>
<h1>By End-User Industry</h1>
<h2>Manufacturing</h2>
<p>Manufacturing industries are among the largest users of conveyor belt systems. These belts support assembly lines, production processes, and internal material transportation.</p>
<p>The growth of smart manufacturing facilities is expected to increase demand for advanced conveyor solutions.</p>
<h2>Mining</h2>
<p>Mining operations depend heavily on conveyor belts for transporting extracted materials. Heavy-duty conveyor systems improve efficiency and reduce transportation costs.</p>
<p>Growing mining activities and demand for minerals are supporting market growth.</p>
<h2>Food &amp; Beverage</h2>
<p>The food and beverage industry uses conveyor belts for processing, packaging, and distribution operations.</p>
<p>Increasing focus on food safety and automation is driving demand for hygienic conveyor solutions.</p>
<h2>Logistics and Warehousing</h2>
<p>The expansion of e-commerce has increased the adoption of conveyor systems in warehouses and distribution centers.</p>
<p>Automated sorting and transportation systems are becoming essential for efficient supply chain management.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America is a significant market due to strong adoption of automation technologies and advanced manufacturing systems.</p>
<p>The presence of developed logistics infrastructure and increasing warehouse automation investments are driving regional growth.</p>
<h2>Europe</h2>
<p>Europe is experiencing steady growth due to increasing industrial automation and focus on sustainable manufacturing.</p>
<p>The region’s emphasis on energy-efficient technologies is encouraging adoption of advanced conveyor systems.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness strong growth during the forecast period due to rapid industrialization and infrastructure development.</p>
<p>Countries including China, India, Japan, and South Korea are investing heavily in manufacturing and logistics infrastructure.</p>
<p>The expansion of automotive, mining, and e-commerce industries is creating significant demand for conveyor belts.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are witnessing increasing adoption of conveyor systems due to infrastructure development and industrial expansion.</p>
<p>Growth in mining, construction, and manufacturing activities is expected to support market opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The conveyor belt market is characterized by continuous product innovation, technological development, and strategic partnerships.</p>
<p>Companies are focusing on developing durable, efficient, and smart conveyor solutions to meet changing industrial requirements.</p>
<p>Key players are investing in research and development to introduce advanced materials, automation features, and energy-efficient designs.</p>
<p>The increasing competition is encouraging manufacturers to improve product quality, customization capabilities, and after-sales services.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the conveyor belt market looks promising as industries continue moving toward automation and digital transformation. Increasing demand for efficient material handling solutions, smart factories, and automated logistics systems will continue driving market growth.</p>
<p>The integration of IoT, artificial intelligence, and predictive maintenance technologies will further enhance conveyor system performance.</p>
<p>As industries prioritize productivity, safety, and sustainability, conveyor belts will remain an essential part of modern industrial operations.</p>
<p>The market is expected to witness consistent growth through 2031, supported by technological advancements, industrial expansion, and increasing automation adoption.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<item>
<title>Business Card Design: The Secret Weapon That Makes Every First Impression Count</title>
<link>https://news.bangboxonline.com/Get-professional-business-card-design-in-Singapore%2C-featuring-creative-layouts-and-premium-printing-services.-Landmark-Print-provides-custom-designed-business-cards-for-professionals-and-companies%E2%80%94offering-high-quality-finishes%2C-fast-delivery%2C-and-affordable-prices.</link>
<guid>https://news.bangboxonline.com/Get-professional-business-card-design-in-Singapore%2C-featuring-creative-layouts-and-premium-printing-services.-Landmark-Print-provides-custom-designed-business-cards-for-professionals-and-companies%E2%80%94offering-high-quality-finishes%2C-fast-delivery%2C-and-affordable-prices.</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a338f655a062.jpg" length="64858" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:25:59 +0500</pubDate>
<dc:creator>landmarkprint</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's fast-moving business world, every second matters. Potential clients, partners, and investors often make decisions within moments of meeting someone. That is why a professionally crafted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/"><b>business card design</b></a></span></strong> is far more than a simple contact card—it is a powerful marketing tool that can instantly communicate credibility, professionalism, and brand value.<o:p></o:p></p>
<p class="MsoNormal">Many businesses spend thousands on advertising while overlooking one of the most effective networking assets available. A premium business card helps establish trust immediately and leaves a memorable impression long after the conversation ends. When competition is fierce, standing out is no longer optional; it is essential.<o:p></o:p></p>
<p class="MsoNormal"><b>The Power of a Professionally Designed Business Card<o:p></o:p></b></p>
<p class="MsoNormal">A generic card can easily be forgotten, but a carefully designed card commands attention. High-quality materials, strategic layouts, and visually striking branding elements work together to create an unforgettable experience.<o:p></o:p></p>
<p class="MsoNormal">A well-executed card serves as a miniature ambassador for your business. It speaks on your behalf even when you are not present. Whether you are attending networking events, client meetings, exhibitions, or corporate functions, a premium card demonstrates that your company values quality and professionalism.<o:p></o:p></p>
<p class="MsoNormal">This is where Landmark Print delivers exceptional value, transforming ordinary cards into impactful branding tools that help businesses create stronger connections and generate more opportunities.<o:p></o:p></p>
<p class="MsoNormal"><b>Stand Out in a Crowded Marketplace<o:p></o:p></b></p>
<p class="MsoNormal">The marketplace is saturated with businesses competing for attention. Customers are constantly bombarded with advertisements, emails, and promotional messages. Amid all this noise, tangible marketing materials often have a stronger impact than digital communication alone.<o:p></o:p></p>
<p class="MsoNormal">An outstanding <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">business card design</span></strong> allows your brand to cut through the clutter. Unique finishes, premium textures, elegant typography, and visually compelling layouts create a lasting impression that digital communications often cannot replicate.<o:p></o:p></p>
<p class="MsoNormal">The result is increased brand recall, stronger customer confidence, and a greater likelihood of future engagement. Businesses that invest in professional presentation consistently position themselves ahead of competitors who settle for average.<o:p></o:p></p>
<p class="MsoNormal"><b>Premium Printing Creates Premium Perceptions<o:p></o:p></b></p>
<p class="MsoNormal">Presentation influences perception. When a prospective client receives a high-quality business card, they naturally associate that quality with the products and services being offered.<o:p></o:p></p>
<p class="MsoNormal">Exceptional print quality reflects attention to detail, reliability, and professionalism. Crisp graphics, vibrant colors, and durable materials communicate that your organization takes excellence seriously.<o:p></o:p></p>
<p class="MsoNormal">Businesses looking for superior <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/"><b>commercial printing singapore</b></a></span></strong> services understand that quality printing is not merely an expense—it is an investment in brand reputation. Every printed piece becomes a representation of the company itself, making quality an essential component of business success.<o:p></o:p></p>
<p class="MsoNormal"><b>The Competitive Advantage of Modern Printing Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Today’s printing technology offers incredible opportunities for customization and creativity. From luxurious finishes and embossing to specialty coatings and premium cardstock, businesses can create truly distinctive marketing materials.<o:p></o:p></p>
<p class="MsoNormal">Modern printing solutions enable organizations to align every detail with their brand identity. This consistency strengthens recognition and reinforces customer trust across all touchpoints.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://landmarkprint.sg/">Landmark Print</a></b> utilizes advanced production capabilities that help businesses bring their branding vision to life with precision, speed, and exceptional attention to detail.<o:p></o:p></p>
<p class="MsoNormal"><b>More Than a Card: A Marketing Tool That Works Around the Clock<o:p></o:p></b></p>
<p class="MsoNormal">Unlike digital advertisements that disappear with a click, printed business cards remain in wallets, desks, offices, and meeting rooms for extended periods. This ongoing visibility provides continuous brand exposure without recurring advertising costs.<o:p></o:p></p>
<p class="MsoNormal">A thoughtfully developed <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">business card design</span></strong> can include strategic messaging, service highlights, QR codes, and branding elements that encourage future engagement. Every card distributed becomes a long-term marketing asset working on behalf of the business.<o:p></o:p></p>
<p class="MsoNormal">This enduring presence makes business cards one of the most cost-effective promotional tools available to companies of all sizes.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Trust Professional Printing Experts<o:p></o:p></b></p>
<p class="MsoNormal">When deadlines are tight and expectations are high, reliability matters. Businesses need a printing partner capable of delivering consistent quality without compromise.<o:p></o:p></p>
<p class="MsoNormal">Professional printing providers ensure color accuracy, material consistency, and flawless finishing. These details may seem small individually, but together they create a powerful impression that influences how customers perceive a brand.<o:p></o:p></p>
<p class="MsoNormal">Organizations seeking dependable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">commercial printing singapore</span></strong> solutions benefit from working with experienced specialists who understand both technical excellence and marketing effectiveness.<o:p></o:p></p>
<p class="MsoNormal"><b>Speed, Quality, and Value Without Compromise<o:p></o:p></b></p>
<p class="MsoNormal">Business opportunities often arise unexpectedly. Trade shows, networking events, product launches, and corporate meetings can create urgent printing requirements. Fast turnaround times become crucial when every opportunity counts.<o:p></o:p></p>
<p class="MsoNormal">The ability to receive premium printed materials quickly allows businesses to respond confidently to market demands. At the same time, maintaining exceptional quality ensures that speed never comes at the expense of professionalism.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print combines efficiency, craftsmanship, and customer-focused service to help businesses maximize every opportunity that comes their way.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Action Before Opportunities Pass By<o:p></o:p></b></p>
<p class="MsoNormal">Every interaction represents a potential business opportunity. Every introduction can lead to a valuable partnership, new client, or significant contract. Waiting to upgrade your branding materials means risking missed opportunities and forgettable first impressions.<o:p></o:p></p>
<p class="MsoNormal">Investing in professional <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">commercial printing singapore</span></strong> services and premium marketing materials gives businesses a measurable competitive advantage. A remarkable presentation builds trust, increases recognition, and strengthens professional credibility from the very first handshake.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/">binding services near me</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product/a4-express-wedding-invitation-card/">wedding invitations singapore</a></span><br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product/standard-device-label-stickers/">label print</a></span><o:p></o:p></b></p>
<p class="MsoNormal"><o:p> </o:p></p>]]> </content:encoded>
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<item>
<title>Bank Kiosk Market Demand Growth and Key Industry Trends</title>
<link>https://news.bangboxonline.com/bank-kiosk-market-demand-growth-and-key-industry-trends</link>
<guid>https://news.bangboxonline.com/bank-kiosk-market-demand-growth-and-key-industry-trends</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="64858" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:25:39 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Bank Kiosk Market Overview</h1>
<p>The global Bank Kiosk Market size was valued at USD 790.5 million in 2023 and is projected to grow from USD 899.7 million in 2024 to USD 2,522.4 million by 2031, exhibiting a CAGR of 15.87% during the forecast period. Modernized payment processing platforms and growing demand for contactless transactions are driving the market. The increasing shift toward digital banking services, rising customer expectations for faster financial transactions, and growing emphasis on reducing dependency on traditional banking infrastructure are accelerating the adoption of bank kiosks worldwide.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/bank-kiosks-market-265">https://www.kingsresearch.com/bank-kiosks-market-265</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Bank Kiosk Market size was valued at USD 790.5 million in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 899.7 million in 2024 to USD 2,522.4 million by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 15.87% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Growing demand for contactless banking solutions and digital payment systems is accelerating market expansion.</strong></p>
</li>
<li>
<p><strong>Modernized payment processing platforms and self-service banking technologies are transforming customer experiences.</strong></p>
</li>
<li>
<p><strong>Increasing adoption of automated banking services is reducing operational costs for financial institutions.</strong></p>
</li>
<li>
<p><strong>Integration of AI, biometric authentication, cloud computing, and IoT is enhancing kiosk capabilities.</strong></p>
</li>
<li>
<p><strong>Banks are increasingly deploying smart kiosks to improve financial inclusion and accessibility.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to witness significant growth due to rapid digital transformation and banking modernization.</strong></p>
</li>
<li>
<p><strong>The platform segment is expected to hold a major market share due to increasing demand for integrated banking solutions.</strong></p>
</li>
</ul>
<p>Bank kiosks are self-service banking terminals that allow customers to access various financial services without requiring direct interaction with bank employees. These kiosks enable customers to perform transactions such as cash deposits, withdrawals, bill payments, account inquiries, customer onboarding, and digital payment services. The growing adoption of automated banking technologies is helping financial institutions improve operational efficiency while providing convenient services to customers.</p>
<p>The banking sector has undergone significant transformation due to digitalization and technological advancements. Traditional banking models are increasingly being replaced by automated and customer-centric solutions. Bank kiosks provide financial institutions with a cost-effective approach to expanding their service reach, especially in locations where establishing full-service branches may not be practical.</p>
<p>The increasing preference for quick, secure, and convenient banking services has become a major factor supporting the expansion of the bank kiosk market. Customers are increasingly seeking instant access to financial services through digital channels. As a result, banks are investing in advanced kiosk solutions equipped with touchscreens, biometric authentication, artificial intelligence, and real-time connectivity.</p>
<hr>
<h1>Growth Drivers of Bank Kiosk Market</h1>
<h2>Increasing Adoption of Digital Banking Solutions</h2>
<p>One of the primary factors driving the growth of the bank kiosk market is the rapid adoption of digital banking services. Customers worldwide are shifting from traditional branch-based banking toward self-service and digital platforms.</p>
<p>Bank kiosks allow customers to access banking services anytime with minimal assistance. These solutions help banks manage increasing transaction volumes while improving customer satisfaction. The expansion of mobile banking and digital payment ecosystems is further encouraging financial institutions to integrate kiosks into their service networks.</p>
<h2>Growing Demand for Contactless Transactions</h2>
<p>The demand for contactless payment solutions has increased significantly due to changing consumer preferences and the need for faster transaction methods. Bank kiosks equipped with NFC technology, QR payment capabilities, and digital authentication systems enable secure and convenient transactions.</p>
<p>Contactless banking solutions reduce waiting times and improve overall customer experience. The increasing adoption of cashless payment methods is expected to create strong opportunities for bank kiosk manufacturers and service providers.</p>
<h2>Need for Cost-Effective Banking Infrastructure</h2>
<p>Banks are continuously searching for ways to reduce operational expenses while expanding their customer reach. Establishing and maintaining physical branches involves significant investment in infrastructure and workforce.</p>
<p>Bank kiosks provide an efficient alternative by enabling financial institutions to deliver essential banking services with lower operational costs. These kiosks can be installed in shopping centers, transportation hubs, rural areas, and public spaces, improving financial accessibility.</p>
<h2>Financial Inclusion Initiatives</h2>
<p>Governments and financial organizations worldwide are promoting financial inclusion by expanding banking access to underserved communities. Bank kiosks play a crucial role in bringing banking services to remote and rural locations.</p>
<p>These solutions help individuals access essential financial services without traveling long distances. The increasing focus on inclusive banking strategies is expected to drive market growth during the forecast period.</p>
<hr>
<h1>Emerging Market Trends</h1>
<h2>Integration of Artificial Intelligence</h2>
<p>Artificial intelligence is transforming the capabilities of bank kiosks by enabling smarter and more personalized customer interactions. AI-powered kiosks can analyze customer behavior, provide recommendations, detect fraud, and assist users through virtual banking assistants.</p>
<p>AI integration improves transaction accuracy and enhances security by identifying suspicious activities in real time.</p>
<h2>Biometric Authentication Adoption</h2>
<p>Security has become a major priority in digital banking. Bank kiosks are increasingly adopting biometric technologies such as fingerprint scanning, facial recognition, and iris authentication.</p>
<p>These technologies provide secure identity verification and reduce risks associated with unauthorized access. The increasing focus on cybersecurity is expected to support the adoption of biometric-enabled kiosks.</p>
<h2>Cloud-Based Banking Kiosk Solutions</h2>
<p>Cloud technology is enabling banks to manage kiosk operations more efficiently. Cloud-based platforms allow financial institutions to remotely monitor, update, and maintain kiosk systems.</p>
<p>These solutions reduce maintenance costs and improve scalability. The growing adoption of cloud computing in financial services is expected to strengthen market growth.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Type</h2>
<h3>Platform</h3>
<p>The platform segment represents a significant share of the bank kiosk market. Banking platforms provide the technological foundation required to operate kiosk systems effectively.</p>
<p>These platforms support payment processing, customer authentication, transaction management, and integration with banking networks. Increasing demand for advanced digital banking infrastructure is driving growth in this segment.</p>
<p>Modern platforms are incorporating AI, cloud technology, and analytics capabilities to enhance kiosk performance and customer engagement.</p>
<h3>Services</h3>
<p>The services segment includes installation, maintenance, software updates, technical support, and consulting services. As bank kiosks become more advanced, the need for professional services continues to increase.</p>
<p>Service providers help banks ensure smooth kiosk operations and maintain system security. The growing deployment of kiosks across multiple locations is expected to increase demand for support services.</p>
<hr>
<h1>By Offering</h1>
<h2>Smart Contracts</h2>
<p>Smart contract-based solutions are gaining attention due to their ability to automate financial transactions securely. These technologies improve transparency and reduce the need for manual verification.</p>
<p>The integration of blockchain-based solutions with banking kiosks may create new opportunities for secure and automated financial services.</p>
<h2>Payment and Settlement</h2>
<p>Payment and settlement solutions represent one of the largest application areas in the market. Bank kiosks enable customers to perform various transactions, including payments, transfers, and settlements.</p>
<p>The increasing use of digital payment systems and cashless transactions is driving demand for advanced payment-enabled kiosks.</p>
<h2>Product Traceability</h2>
<p>Product traceability solutions help financial institutions improve transparency and transaction monitoring. These systems support secure tracking of financial activities and improve compliance processes.</p>
<p>Increasing regulatory requirements are encouraging banks to adopt traceability solutions.</p>
<h2>Inventory Monitoring</h2>
<p>Inventory monitoring solutions enable banks to manage kiosk-related resources efficiently. These systems help monitor cash availability, equipment status, and operational performance.</p>
<p>Automated inventory management improves service reliability and reduces downtime.</p>
<h2>Compliance Management</h2>
<p>Compliance management solutions help financial institutions meet regulatory requirements. Bank kiosks equipped with compliance features improve customer verification and transaction monitoring.</p>
<p>The increasing focus on financial security and regulatory compliance is driving demand for these solutions.</p>
<h2>Others</h2>
<p>Other offerings include customer support systems, account management solutions, and digital banking services. The expansion of banking automation is creating opportunities across multiple applications.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America holds a significant share of the bank kiosk market due to advanced banking infrastructure and high technology adoption. Financial institutions in the region are investing in self-service solutions to improve customer convenience.</p>
<p>The increasing adoption of digital payments, AI-based banking, and secure authentication technologies is supporting market expansion.</p>
<h2>Europe</h2>
<p>Europe is witnessing strong growth due to increasing digital transformation initiatives across the banking sector. Banks are adopting automated solutions to improve operational efficiency and enhance customer experience.</p>
<p>The region’s focus on secure digital transactions and regulatory compliance is encouraging kiosk deployment.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience rapid growth during the forecast period. The region is witnessing significant digital banking expansion due to rising smartphone adoption, government initiatives, and financial technology development.</p>
<p>Countries such as India, China, Japan, and Southeast Asian nations are investing in modern banking infrastructure. Bank kiosks are helping improve financial accessibility in both urban and rural areas.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>Latin America and Middle East &amp; Africa are emerging markets for bank kiosks due to increasing efforts toward financial inclusion and digital banking adoption.</p>
<p>The expansion of banking networks and rising demand for convenient financial services are creating new growth opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The bank kiosk market is characterized by technological innovation, strategic partnerships, and continuous product development. Companies are focusing on creating advanced kiosk solutions with improved security, user experience, and functionality.</p>
<p>Market players are investing in AI, biometric systems, cloud-based platforms, and digital payment technologies to strengthen their competitive position.</p>
<p>Leading companies are also expanding their global presence through partnerships with banks and financial institutions. The competitive environment is driven by increasing demand for secure, reliable, and efficient banking automation solutions.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the bank kiosk market looks highly promising as financial institutions continue embracing digital transformation. Rising demand for self-service banking, contactless payments, and automated financial solutions will remain key growth factors.</p>
<p>The integration of emerging technologies such as artificial intelligence, blockchain, biometrics, and cloud computing will further enhance kiosk capabilities.</p>
<p>As customers increasingly prefer faster and more convenient banking experiences, financial institutions will continue investing in smart kiosk solutions. These technologies will play an important role in improving financial accessibility, reducing operational costs, and creating a more connected banking ecosystem.</p>
<p>The market is expected to witness strong growth through 2031 as banks worldwide continue adopting innovative solutions to meet evolving customer needs.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>
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<p><a class="p-url" href="https://itbusinesstoday.com/industrial-tech/semiconductorandelectronics/smart-sensors-and-embedded-intelligence-the-future-of-industrial-electronics-worldwide/" rel="bookmark">Smart Sensors and Embedded Intelligence: The Future of Industrial Electronics Worldwide</a></p>]]> </content:encoded>
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<title>Why Umbrella Liability Insurance in Miami, FL Is a Smart Safety Net</title>
<link>https://news.bangboxonline.com/why-umbrella-liability-insurance-in-miami-fl-is-a-smart-safety-net</link>
<guid>https://news.bangboxonline.com/why-umbrella-liability-insurance-in-miami-fl-is-a-smart-safety-net</guid>
<description><![CDATA[ Life is full of surprises. Everyone wants the best, but sometimes things go wrong when they&#039;re at their worst. A serious car accident, property damage claim, or lawsuit can be costly very fast. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a338f1491bc5.jpg" length="49755" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:24:32 +0500</pubDate>
<dc:creator>ggainsurance0</dc:creator>
<media:keywords>umbrella liability insurance miami fl</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Life is full of surprises. Everyone wants the best, but sometimes things go wrong when they're at their worst. A serious car accident, property damage claim, or lawsuit can be costly very fast. That's why we frequently recommend </span><strong><a href="https://ggainsurancegroup.com/umbrella-liability-insurance/">umbrella liability insurance in Miami, FL</a></strong><span>, </span><span>to individuals and business owners seeking additional coverage.</span><b></b></p>
<p dir="ltr"><span>We have had numerous clients who thought that their regular insurance policies would cover them. But once they've reviewed their coverage, they see there may be holes that could leave them vulnerable. An umbrella policy can help give you peace of mind if your liability claims exceed your liability limits.</span></p>
<h2 dir="ltr"><span>How an Umbrella Policy Works</span></h2>
<p dir="ltr"><span>An umbrella policy is coverage that extends over your liability coverage. If the coverage provided by your home, auto, or business insurance policy is insufficient, the umbrella policy can help fill in the gaps.</span><b></b></p>
<p dir="ltr"><span>This coverage can be beneficial in the following scenarios:</span></p>
<ol>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Major auto accidents</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Property damage claims</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Personal injury lawsuits</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Legal defense expenses</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Claims of defamation, libel, or slander</span></p>
</li>
</ol>
<p dir="ltr"><span>This extra safeguard can help prevent the use of personal savings and assets to pay for large claims.</span></p>
<h2 dir="ltr"><span>A Real Example We Often Discuss</span></h2>
<p dir="ltr"><span>Suppose a driver is involved in a serious crash resulting in serious injuries to another person. The driver's auto insurance policy does not cover the medical costs and legal fees.</span><b></b></p>
<p dir="ltr"><span>If the driver does not have additional coverage, they might have to pay the balance out of pocket. Those extra expenses can be covered with an umbrella liability insurance policy in Miami, FL, which can help maintain financial stability.</span></p>
<h2 dir="ltr"><span>Who Needs Umbrella Insurance?</span></h2>
<p dir="ltr"><span>Many people think umbrella insurance policies are only for the rich, but not always, in our experience.</span><b></b></p>
<p dir="ltr"><span>This coverage can be advantageous to you if you:</span></p>
<ol>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Own a home</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Own rental property</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Have large savings or investments</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Host gatherings regularly</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Serve on a board of directors</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Own pets</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Operate a business</span></p>
</li>
</ol>
<p dir="ltr"><span>These situations can lead to liability risks, and additional protection can be a smart investment.</span></p>
<h2 dir="ltr"><span>Some tips for choosing the right policy</span></h2>
<p dir="ltr"><span>As you're looking for an  umbrella liability insurance policy in Miami, FL, you should take into account:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>The combined worth of all your possessions.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Existing liability coverage limits</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Any risks that may be associated with your lifestyle or business.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Future financial goals</span></p>
</li>
</ul>
<p dir="ltr"><span>We take the time to understand every client's situation and suggest appropriate coverage.</span></p>
<h2 dir="ltr"><span>Keep Your Future Safe and Secure</span></h2>
<p dir="ltr"><span>Unexpected claims may occur at any time. That's why many families and business owners opt for umbrella liability insurance in Miami, FL,  as an extra layer of protection.</span><b></b></p>
<p dir="ltr"><span>We at GGA Insurance &amp; Bonds believe insurance should help you move forward with confidence. If you're looking for personal or business coverage, we can help you obtain the coverage you need and provide you with more peace of mind for the future.</span></p>]]> </content:encoded>
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<item>
<title>Venous Stents Market Overview, Regional Analysis and Future Prospects</title>
<link>https://news.bangboxonline.com/venous-stents-market-overview-regional-analysis-and-future-prospects</link>
<guid>https://news.bangboxonline.com/venous-stents-market-overview-regional-analysis-and-future-prospects</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="49755" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:18:20 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Venous Stents Market Overview</h1>
<p>The global Venous Stents Market size was valued at USD 1,296.2 million in 2022 and is projected to reach USD 2,809.7 million by 2030, growing at a CAGR of 10.40% from 2023 to 2030. The market is experiencing significant growth due to the increasing prevalence of venous disorders, rising adoption of minimally invasive procedures, and continuous advancements in vascular intervention technologies. The growing burden of deep vein thrombosis (DVT), chronic venous obstruction, and post-thrombotic syndrome is creating strong demand for effective treatment solutions.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/venous-stents-market-125">https://www.kingsresearch.com/venous-stents-market-125</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Venous Stents Market size was valued at USD 1,296.2 million in 2022.</strong></p>
</li>
<li>
<p><strong>The market is projected to reach USD 2,809.7 million by 2030.</strong></p>
</li>
<li>
<p><strong>The market is expected to grow at a CAGR of 10.40% during the forecast period (2023-2030).</strong></p>
</li>
<li>
<p><strong>Increasing prevalence of deep vein thrombosis (DVT) and chronic venous diseases is driving market expansion.</strong></p>
</li>
<li>
<p><strong>Growing adoption of minimally invasive vascular procedures is accelerating demand for venous stents.</strong></p>
</li>
<li>
<p><strong>Technological advancements in stent design, flexibility, and durability are improving patient outcomes.</strong></p>
</li>
<li>
<p><strong>North America held a significant market share, valued at USD 423.2 million in 2022.</strong></p>
</li>
<li>
<p><strong>Rising awareness regarding vascular health and advanced treatment options is supporting market growth.</strong></p>
</li>
<li>
<p><strong>Leading companies include Abbott Laboratories, Becton, Dickinson and Company, Bentley, Boston Scientific Corporation, Cardinal Health, Cook Group Incorporated, Koninklijke Philips N.V., Medtronic, and others.</strong></p>
</li>
</ul>
<p>Venous stents are medical devices designed to restore blood flow in blocked or narrowed veins by maintaining vessel openness. These stents are commonly used in the treatment of conditions affecting major veins, particularly the iliac veins, where blockages can lead to severe complications. Unlike traditional surgical procedures, venous stenting provides a minimally invasive approach with shorter recovery periods and improved patient outcomes.</p>
<p>The increasing focus on improving vascular healthcare infrastructure worldwide has significantly contributed to market expansion. Healthcare providers are adopting advanced endovascular techniques to treat venous diseases efficiently. The rising geriatric population, increasing incidence of obesity-related vascular disorders, and growing awareness about minimally invasive treatments are further supporting the adoption of venous stents.</p>
<p>The development of next-generation venous stents with improved flexibility, radial strength, and biocompatibility is transforming the vascular treatment landscape. Manufacturers are investing in research and development activities to introduce innovative products that enhance clinical outcomes and reduce complications.</p>
<hr>
<h1>Market Growth Drivers</h1>
<h2>Increasing Prevalence of Venous Diseases</h2>
<p>The rising incidence of venous disorders is one of the primary factors driving the growth of the venous stents market. Deep vein thrombosis (DVT), chronic venous insufficiency, and venous compression syndromes are becoming increasingly common due to lifestyle changes, sedentary behavior, and aging populations.</p>
<p>DVT occurs when blood clots form in deep veins, commonly in the legs, restricting blood flow. If untreated, it can lead to serious complications such as pulmonary embolism and chronic venous obstruction. Venous stents provide an effective solution by reopening blocked veins and improving circulation.</p>
<p>The growing number of patients suffering from vascular disorders has increased the demand for advanced treatment options. Healthcare professionals are increasingly recommending venous stenting procedures because of their effectiveness, safety profile, and minimally invasive nature.</p>
<h2>Rising Adoption of Minimally Invasive Procedures</h2>
<p>The shift from traditional open surgeries toward minimally invasive interventions is significantly influencing market growth. Endovascular procedures using venous stents offer several advantages, including reduced hospital stays, lower recovery time, and fewer surgical risks.</p>
<p>Patients and healthcare providers are increasingly preferring minimally invasive approaches due to improved comfort and better clinical outcomes. The expansion of specialized vascular centers and increasing availability of advanced imaging technologies are further supporting the adoption of venous stenting procedures.</p>
<h2>Technological Advancements in Stent Design</h2>
<p>Continuous innovation in medical device technology is a major factor contributing to market growth. Manufacturers are developing advanced venous stents with improved flexibility, durability, and anatomical adaptability.</p>
<p>Modern stents are designed to accommodate the unique structure of veins while maintaining long-term vessel patency. Improvements in materials, manufacturing techniques, and delivery systems are enhancing procedural efficiency and patient safety.</p>
<h2>Growing Healthcare Investment</h2>
<p>Increasing healthcare expenditure and infrastructure development are supporting the expansion of vascular treatment facilities. Governments and healthcare organizations worldwide are investing in advanced medical technologies to improve access to specialized treatments.</p>
<p>The availability of advanced diagnostic tools and trained medical professionals is helping increase the adoption of venous stent procedures.</p>
<hr>
<h1>Emerging Market Trends</h1>
<h2>Development of Self-Expanding Venous Stents</h2>
<p>Self-expanding venous stents are gaining popularity due to their ability to adapt to changing vessel conditions. These stents provide continuous outward force, helping maintain blood flow through narrowed veins.</p>
<p>The increasing preference for self-expanding technologies is encouraging manufacturers to focus on advanced designs that provide better performance and long-term results.</p>
<h2>Increasing Use of Image-Guided Procedures</h2>
<p>Image-guided interventions are becoming an important trend in vascular medicine. Advanced imaging technologies allow physicians to accurately diagnose blockages and place stents with greater precision.</p>
<p>The combination of imaging systems and improved stent technology is enhancing treatment success rates and reducing procedural complications.</p>
<h2>Growing Focus on Personalized Treatment</h2>
<p>The venous stents market is moving toward personalized treatment approaches. Different patients require different stent sizes and designs based on anatomy and disease severity.</p>
<p>Manufacturers are developing a wider range of products to meet specific clinical requirements and improve patient outcomes.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Technology</h2>
<h3>Iliac Vein Stent Technology</h3>
<p>The iliac vein stent technology segment holds a significant share of the market due to the high prevalence of iliac vein compression and related disorders.</p>
<p>Iliac vein stents are widely used for treating venous obstruction caused by conditions such as May-Thurner syndrome and chronic venous disease. Their ability to restore blood flow and reduce symptoms makes them a preferred treatment option.</p>
<p>Growing awareness about iliac vein disorders and improvements in diagnostic techniques are driving segment growth.</p>
<h3>Wallstent Technology</h3>
<p>Wallstent technology represents another important segment in the venous stents market. These stents are known for their flexibility and self-expanding characteristics.</p>
<p>They are commonly used in vascular interventions where adaptability and long-term performance are required. Continuous product innovation is expected to support future growth of this segment.</p>
<hr>
<h1>By Disease</h1>
<h2>Acute DVT</h2>
<p>Acute deep vein thrombosis represents a major application area for venous stents. The increasing occurrence of blood clot-related disorders is contributing to demand for effective treatment options.</p>
<p>Venous stenting helps restore blood flow and prevents complications associated with untreated DVT.</p>
<h2>Chronic DVT / Post-Thrombotic Syndrome</h2>
<p>Chronic DVT and post-thrombotic syndrome represent a growing segment due to long-term complications following blood clot formation.</p>
<p>Patients experiencing chronic swelling, pain, and circulation problems often require advanced interventions such as venous stenting. The increasing number of chronic venous disease cases is expected to support segment expansion.</p>
<h2>NIVL / May-Thurner Syndrome (MTS)</h2>
<p>Non-thrombotic iliac vein lesions (NIVL) and May-Thurner syndrome are gaining attention as important applications for venous stents.</p>
<p>The growing diagnosis of these conditions and increased awareness among physicians are driving demand for specialized stent solutions.</p>
<h2>Others</h2>
<p>Other applications include various venous obstruction conditions requiring restoration of blood circulation. Increasing adoption of endovascular therapies is supporting this segment.</p>
<hr>
<h1>By Application</h1>
<h2>Leg</h2>
<p>The leg application segment dominates the market due to the high prevalence of lower extremity venous disorders.</p>
<p>Venous stents are commonly used to treat blockages in leg veins caused by DVT and chronic venous insufficiency. Rising cases of vascular diseases are increasing demand in this segment.</p>
<h2>Chest</h2>
<p>Chest applications include treatment of venous blockages affecting central veins. Increasing use of vascular access devices and rising cases of related complications are supporting growth.</p>
<h2>Abdomen</h2>
<p>Abdominal applications involve treatment of venous obstructions affecting major abdominal veins. Advances in vascular intervention procedures are increasing the use of venous stents in these applications.</p>
<h2>Others</h2>
<p>Other applications include specialized vascular treatments requiring restoration of venous flow.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a significant region in the venous stents market. The market size in North America was valued at USD 423.2 million in 2022.</p>
<p>The region benefits from advanced healthcare infrastructure, high adoption of innovative medical technologies, and increasing prevalence of venous diseases.</p>
<p>The presence of leading medical device companies and strong investment in vascular research further supports regional growth.</p>
<h2>Europe</h2>
<p>Europe is a major market due to increasing healthcare expenditure and growing awareness of advanced vascular treatments.</p>
<p>The region’s focus on minimally invasive procedures and improved healthcare access is contributing to market expansion.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness strong growth during the forecast period. Increasing healthcare investments, improving medical infrastructure, and rising awareness about vascular diseases are supporting market development.</p>
<p>Countries such as China, Japan, and India are experiencing increasing demand for advanced vascular devices due to growing patient populations and healthcare modernization.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>Latin America and the Middle East &amp; Africa regions are gradually adopting advanced vascular technologies. Improving healthcare facilities and increasing focus on specialized treatments are expected to create new opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The global venous stents market is highly competitive, with companies focusing on innovation, product launches, strategic partnerships, and research activities.</p>
<p>Major companies operating in the market include:</p>
<ul>
<li>
<p><strong>Abbott Laboratories</strong></p>
</li>
<li>
<p><strong>Becton, Dickinson and Company</strong></p>
</li>
<li>
<p><strong>Bentley</strong></p>
</li>
<li>
<p><strong>Boston Scientific Corporation</strong></p>
</li>
<li>
<p><strong>Cardinal Health</strong></p>
</li>
<li>
<p><strong>Cook Group Incorporated</strong></p>
</li>
<li>
<p><strong>Koninklijke Philips N.V.</strong></p>
</li>
<li>
<p><strong>Medtronic</strong></p>
</li>
<li>
<p><strong>Others</strong></p>
</li>
</ul>
<p>Market participants are investing in advanced stent technologies to improve flexibility, durability, and patient outcomes. Companies are also expanding their product portfolios and strengthening global distribution networks.</p>
<p>The increasing competition is encouraging innovation in stent materials, delivery systems, and treatment approaches.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the venous stents market appears highly promising due to increasing disease prevalence, technological advancements, and rising demand for minimally invasive treatments.</p>
<p>The integration of advanced imaging technologies, improved stent designs, and personalized vascular care approaches will continue to shape the industry.</p>
<p>As healthcare systems worldwide focus on improving vascular disease management, venous stents are expected to become an increasingly important treatment option. Rising awareness, expanding healthcare access, and continuous innovation will create significant growth opportunities through 2030.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>
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<title>Print Certificate Singapore: Elevate Recognition with Premium Printing Solutions</title>
<link>https://news.bangboxonline.com/print-certificate-singapore-elevate-recognition-with-premium-printing-solutions</link>
<guid>https://news.bangboxonline.com/print-certificate-singapore-elevate-recognition-with-premium-printing-solutions</guid>
<description><![CDATA[ Order professionally crafted certificates featuring premium paper, sharp detailing, and stylish finishes. Suitable for corporate awards, educational achievements, and event recognitions with quick printing service in Singapore. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a338bf903d68.jpg" length="61127" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 11:11:14 +0500</pubDate>
<dc:creator>landmarkprint</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Recognition is one of the most powerful motivators in the world. Whether you are celebrating academic excellence, corporate accomplishments, professional certifications, or special milestones, the quality of your certificates speaks volumes about the value of those achievements. If you are looking for <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product-category/certificate-printing/"><b>print certificate singapore</b></a></span></strong> services that deliver exceptional quality, now is the time to act.<o:p></o:p></p>
<p class="MsoNormal">A poorly printed certificate can diminish the impact of even the greatest accomplishment. On the other hand, a professionally produced certificate instantly creates a lasting impression, reinforcing credibility, prestige, and professionalism. This is why businesses, schools, training providers, and organizations across Singapore are choosing premium printing solutions that stand out from the crowd.<o:p></o:p></p>
<p class="MsoNormal"><b>The Power of Premium Certificate Printing<o:p></o:p></b></p>
<p class="MsoNormal">Certificates are more than pieces of paper. They represent dedication, hard work, and success. High-quality printing transforms ordinary documents into treasured keepsakes that recipients proudly display for years.<o:p></o:p></p>
<p class="MsoNormal">When you invest in professional certificate printing, you gain access to superior materials, vibrant colors, precise detailing, and flawless finishes. Every element contributes to a polished appearance that reflects positively on your organization. Choosing the right provider ensures every certificate captures attention and communicates excellence at first glance.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Quality Matters More Than Ever<o:p></o:p></b></p>
<p class="MsoNormal">Competition is fierce in every industry. Organizations constantly seek ways to strengthen their reputation and build trust. One of the simplest yet most effective ways to achieve this is through professional presentation.<o:p></o:p></p>
<p class="MsoNormal">A premium certificate creates a sense of accomplishment and legitimacy that generic printing simply cannot match. From employee recognition programs to educational institutions and corporate training events, professionally printed certificates help establish authority and reinforce brand image.<o:p></o:p></p>
<p class="MsoNormal">This is exactly why many organizations turn to <b><a href="https://landmarkprint.sg/">Landmark Print</a></b> for solutions that combine quality, speed, and reliability.<o:p></o:p></p>
<p class="MsoNormal"><b>Fast Turnaround for Time-Sensitive Projects<o:p></o:p></b></p>
<p class="MsoNormal">Deadlines can arrive faster than expected. Graduation ceremonies, award presentations, employee recognition events, and training completions often require printed materials within tight schedules.<o:p></o:p></p>
<p class="MsoNormal">Waiting until the last minute can be risky, but working with an experienced provider eliminates unnecessary stress. Professional printing services offer streamlined production processes that ensure your certificates are ready when you need them.<o:p></o:p></p>
<p class="MsoNormal">If your event is approaching quickly, securing your order today can help you avoid delays and ensure every recipient receives a beautifully finished certificate that reflects the significance of their achievement.<o:p></o:p></p>
<p class="MsoNormal"><b>Beyond Certificates: Expanding Professional Identity<o:p></o:p></b></p>
<p class="MsoNormal">Organizations often need more than certificates to support their operations and branding. Identification cards, membership cards, access cards, and loyalty cards play a crucial role in maintaining professional standards.<o:p></o:p></p>
<p class="MsoNormal">This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">pvc card printing</span></strong> becomes an essential service. Durable, attractive, and highly customizable cards help businesses improve security, enhance branding, and create a polished professional image. From employee identification to customer membership programs, professionally printed PVC cards deliver both functionality and visual appeal.<o:p></o:p></p>
<p class="MsoNormal"><b>Customization That Creates Lasting Impact<o:p></o:p></b></p>
<p class="MsoNormal">Every organization has unique requirements. Customization allows certificates and cards to align perfectly with specific goals, branding guidelines, and audience expectations.<o:p></o:p></p>
<p class="MsoNormal">Options may include premium paper stocks, foil stamping, embossing, custom borders, security features, and personalized recipient details. These enhancements transform standard certificates into prestigious awards worthy of display.<o:p></o:p></p>
<p class="MsoNormal">Likewise, <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product/plastic-name-cards/"><b>pvc card printing</b></a></span></strong> solutions can incorporate company logos, unique designs, variable data, and durable finishes that withstand daily use while maintaining a professional appearance.<o:p></o:p></p>
<p class="MsoNormal"><b>A Smart Investment in Professional Excellence<o:p></o:p></b></p>
<p class="MsoNormal">Some organizations view printing as a routine expense. In reality, it is an investment in reputation. Every certificate awarded and every card distributed becomes a reflection of your standards.<o:p></o:p></p>
<p class="MsoNormal">Choosing professional services helps ensure consistency, durability, and visual excellence. Recipients immediately notice the difference between average printing and premium production. That difference can strengthen trust, enhance credibility, and leave a lasting positive impression.<o:p></o:p></p>
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<p class="MsoNormal"><b>Stay Ahead with Premium Printing Solutions<o:p></o:p></b></p>
<p class="MsoNormal">The demand for professional recognition materials continues to grow. Organizations that prioritize presentation gain a competitive advantage by showcasing attention to detail and commitment to excellence.<o:p></o:p></p>
<p class="MsoNormal">Whether you need <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">print certificate singapore</span></strong> services for a corporate awards ceremony or require high-volume production for educational programs, acting early helps secure the best results. Premium printing solutions ensure every achievement receives the recognition it deserves while reinforcing your organization's professional image.<o:p></o:p></p>
<p class="MsoNormal">In addition, integrating <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">pvc card printing</span></strong> into your operations creates a cohesive and polished identity that supports long-term business growth.<o:p></o:p></p>
<p class="MsoNormal"><b>Choose Excellence Before the Opportunity Passes<o:p></o:p></b></p>
<p class="MsoNormal">Every achievement deserves recognition that matches its significance. High-quality certificates and professionally crafted cards communicate value, inspire confidence, and create memorable experiences for recipients.<o:p></o:p></p>
<p class="MsoNormal">Demand for premium printing services continues to rise, making early planning more important than ever. Whether you need elegant certificates, durable cards, or fully customized solutions, Landmark Print provides the expertise and quality required to bring your vision to life.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product-category/stamp/">rubber stamp company</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product-category/roll-up-banner-printing-singapore/">pull up banner printing</a></span><br></b><b><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/">print shop singapore</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>Getting Ready to Write: 6 Activities to Help Children Prepare for Writing</title>
<link>https://news.bangboxonline.com/getting-ready-to-write-6-activities-to-help-children-prepare-for-writing</link>
<guid>https://news.bangboxonline.com/getting-ready-to-write-6-activities-to-help-children-prepare-for-writing</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3389255e445.jpg" length="99231" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 10:59:50 +0500</pubDate>
<dc:creator>cbstherapy</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><span style="font-size: 14pt;">The expectation for kids to start writing is getting earlier and earlier all of the time.  However, the youngest children don’t have the <span style="color: #236fa1;"><strong><a href="https://cbstherapy.com/" target="_blank" rel="noopener" style="color: #236fa1;">physical development</a></strong></span> needed to use the small muscles in their fingers and hands to hold and control a pencil.  </span></p>
<p><span style="font-size: 14pt;">Writing is a foundational learning skill that helps requires visual-motor integration, bilateral coordination, midline crossing, etc.  It is correct that it is an important skill to master.  But how do you get young children started before jumping in with a pencil and paper?  Read on for several ideas to help kiddos get ready to write without actually writing.  </span></p>
<div>
<p></p>
<h2><span style="font-size: 18pt;">Strengthen Big Muscles First</span></h2>
<div><span style="font-size: 14pt;"> </span></div>
<p><span style="font-size: 14pt;">For a person to write successfully, they need to be able to stabilize their upper arm.  If the movement comes from their shoulder joint when they write, they will get tired out quickly.  Use play to strengthen the upper body.  Wheelbarrow walking, crawling, and animal walks all work well for this.  For an extra fun activity, tape a big piece of paper to the bottom of a child-sized table.  The child can lie underneath it and straighten their arm to paint. </span></p>
<p></p>
<h2><span style="font-size: 18pt;">Get vertical!</span></h2>
<p></p>
<p><span style="font-size: 14pt;">Tape a piece of paper to a wall or find an easel with a chalkboard or blackboard.  Let the child color to their heart’s content.  Kids enjoy the novelty of this activity, and it allows for practice with grasp and getting the wrist into the correct position for writing.  If this feels tricky, tape a sheet of paper to the wall and let them place stickers on it for a similar effect. </span></p>
<p></p>
<h2><span style="font-size: 18pt;">Draw!</span></h2>
<p></p>
<p><span style="font-size: 14pt;">Creating simple drawings is a great way to work on visual-motor integrations skills.  Sometimes referred to as hand-eye coordination, visual-motor integration involves using coordinated movements to make marks with intention.  Start with easy drawings and work your way up. An excellent progression could be drawing a smiley face, then a person, then a teddy bear.  First, demonstrate how to make it so that your child can copy you.  For ideas and inspiration, check YouTube or your local library for drawing guides.</span></p>
<p><span style="font-size: 14pt;"> </span></p>
<h2><span style="font-size: 18pt;">Letter Recognition</span></h2>
<p></p>
<p><span style="font-size: 14pt;">Letter recognition is a part of learning to write. Point out letters in books, on signs, blocks, and in their name. Focus on capital letters, to begin with since those are the first letters they will most likely learn to write. Alphabet magnets are a popular exploration item. With adult support, kids can start learning the names of the letters and recognize them. </span></p>
<h4><span style="font-size: 14pt;"> </span></h4>
<h2><span style="font-size: 18pt;">Write… But Not On Paper</span></h2>
<div><span style="font-size: 14pt;"> </span></div>
<p><span style="font-size: 14pt;">Practice creating letters in new and different ways! Try rolling out play-doh letters, making letters with sticks, lines and curves cut out of paper, Legos, and anything else you have handy. You can make a <span style="color: #236fa1;"><strong><a href="https://cbstherapy.com/services/" target="_blank" rel="noopener" style="color: #236fa1;">sensory</a></strong></span> tray with a box lid and fill it with rice or salt to trace letters. As a bonus, many children are kinesthetic learners, and this activity can help reinforce the other work you do. </span></p>
<h4><span style="font-size: 14pt;"> </span></h4>
<h2><span style="font-size: 18pt;">Kid-Size Tools</span></h2>
<div><span style="font-size: 14pt;"> </span></div>
<p><span style="font-size: 14pt;">When the concepts and skills are coming together, and your child is ready to start writing letters, use child-sized writing utensils. This promotes the development of a mature grasp. Start with bits of chalk and broken crayons. For older kids, try golf pencils. </span></p>
</div>]]> </content:encoded>
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<title>NCR Printing: Transform Your Business Documentation with Unmatched Professionalism</title>
<link>https://news.bangboxonline.com/ncr-printing-transform-your-business-documentation-with-unmatched-professionalism</link>
<guid>https://news.bangboxonline.com/ncr-printing-transform-your-business-documentation-with-unmatched-professionalism</guid>
<description><![CDATA[ Print professional NCR forms ideal for invoices, receipts, and order books. Available in multiple sizes and color copies, these carbonless forms ensure smooth documentation for businesses, retail outlets, and service providers. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33892b17563.jpg" length="50452" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 10:59:15 +0500</pubDate>
<dc:creator>landmarkprint</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Paperwork may seem simple, but inefficient processes can create costly mistakes, confusion, and lost opportunities. Handwritten copies and poorly reproduced documents often lead to errors that affect customer trust and internal productivity. High-quality printed carbonless forms eliminate these challenges by creating clean, clear duplicates instantly. This allows employees to focus on serving customers instead of wasting valuable time managing paperwork issues. The result is a smoother workflow, improved accuracy, and a stronger business image that customers immediately notice.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Premium Print Quality That Makes a Lasting Impression<o:p></o:p></b></p>
<p class="MsoNormal">Professional documents speak volumes about your company. Every invoice, quotation, receipt, or service report represents your brand. When clients receive sharp, well-designed forms, they associate your business with reliability and attention to detail. <b><a href="https://landmarkprint.sg/">Landmark Print</a></b> delivers exceptional print quality that helps businesses present themselves with confidence. Crisp text, precise layouts, and durable materials ensure every form maintains a professional appearance from the first copy to the last.<o:p></o:p></p>
<p class="MsoNormal"><b>Increase Productivity While Reducing Administrative Hassles<o:p></o:p></b></p>
<p class="MsoNormal">Imagine completing transactions faster, reducing filing errors, and keeping accurate records without additional effort. That's exactly what businesses gain when investing in professionally produced carbonless forms. Teams can process orders efficiently, provide immediate copies to customers, and maintain organized documentation without complicated procedures. These benefits translate into significant time savings across departments, helping businesses operate more effectively while enhancing customer satisfaction.<o:p></o:p></p>
<p class="MsoNormal"><b>Build Stronger Brand Recognition Through Custom Print Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Consistency is one of the most powerful marketing tools available to any business. Customized forms featuring company logos, contact details, branding elements, and tailored layouts reinforce your professional identity with every transaction. Businesses that prioritize branded documentation create stronger recognition and leave a more memorable impression on customers. In addition to forms, many organizations combine their branding strategy with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">sticker printing services</span></strong> to create cohesive marketing materials that strengthen visibility across products, packaging, and promotional campaigns.<o:p></o:p></p>
<p class="MsoNormal"><b>Gain a Competitive Advantage with Reliable Printing Expertise<o:p></o:p></b></p>
<p class="MsoNormal">The difference between average printing and exceptional printing can significantly impact business performance. Choosing an experienced provider ensures every project meets the highest standards of quality and consistency. Landmark Print understands the importance of dependable business documentation and delivers solutions designed to support organizations of all sizes. From small businesses to large enterprises, companies benefit from customized printing options that align perfectly with their operational needs and growth objectives.<o:p></o:p></p>
<p class="MsoNormal"><b>Unlock Marketing Opportunities Beyond Traditional Documents<o:p></o:p></b></p>
<p class="MsoNormal">Successful businesses know that every printed item can serve a marketing purpose. Strategic branding across forms, labels, and promotional materials helps create a unified customer experience. Many organizations complement their document systems with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product-category/stickers-printing-in-singapore/"><b>sticker printing services</b></a></span></strong> to increase brand exposure and create eye-catching packaging solutions. This combination not only improves operational efficiency but also expands opportunities to attract attention and strengthen customer loyalty in highly competitive markets.<o:p></o:p></p>
<p class="MsoNormal"><b>Act Now Before Inefficiency Costs You More <o:p></o:p></b></p>
<p class="MsoNormal">Every day spent using outdated documentation methods can result in lost productivity, preventable mistakes, and missed business opportunities. The demand for professional business materials continues to grow, making now the ideal time to upgrade your systems. Investing in <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product-category/ncr-printing/"><b>ncr printing</b></a></span></strong> provides immediate operational benefits while positioning your organization for long-term success. Companies that act quickly can improve workflows, enhance professionalism, and create a stronger foundation for growth before competitors gain an even greater advantage.<o:p></o:p></p>
<p class="MsoNormal"><b>Choose a Printing Partner Committed to Your Success<o:p></o:p></b></p>
<p class="MsoNormal">Selecting the right printing provider is one of the smartest decisions a business can make. Landmark Print combines expertise, precision, and customer-focused service to deliver outstanding results that support business growth. Whether you need custom forms, branded documentation, or <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">sticker printing services</span></strong>, every project is handled with exceptional attention to detail and quality. Businesses that prioritize professional printing solutions enjoy stronger efficiency, improved customer confidence, and a more powerful brand presence.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product/id-tags/">id card</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product/light-box-sticker-printing/">light box signage</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product-category/letterhead/">letterhead printing singapore</a></span><o:p></o:p></b></p>
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<title>Flyer Printing SG: The Fastest Way to Put Your Brand in Front of More Customers</title>
<link>https://news.bangboxonline.com/flyer-printing-sg-the-fastest-way-to-put-your-brand-in-front-of-more-customers</link>
<guid>https://news.bangboxonline.com/flyer-printing-sg-the-fastest-way-to-put-your-brand-in-front-of-more-customers</guid>
<description><![CDATA[ Print vibrant flyers in SG for promotions, events, and marketing campaigns. Choose your size, paper type, and finish. Ideal for business outreach, handouts, or mailers. Quick turnaround with sharp, professional results at great prices. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33842e816b6.jpg" length="59312" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 10:37:57 +0500</pubDate>
<dc:creator>landmarkprint</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's fiercely competitive business environment, visibility is everything. Every day that passes without an effective promotional strategy is a missed opportunity to connect with potential customers. If you're looking for a proven, high-impact marketing solution, <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/"><b>flyer printing sg</b></a></span></strong> services offer an unbeatable way to spread your message quickly, affordably, and effectively.<o:p></o:p></p>
<p class="MsoNormal">Businesses that act fast gain a significant advantage. Whether you're launching a new product, announcing a grand opening, promoting a sale, or increasing brand awareness, professionally printed flyers create immediate exposure that digital advertisements often struggle to match. The ability to physically place your message into the hands of potential customers creates a lasting impression that drives action.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Printed Flyers Continue to Deliver Outstanding Results<o:p></o:p></b></p>
<p class="MsoNormal">While digital marketing dominates conversations, printed promotional materials continue to generate exceptional engagement. Flyers are tangible, portable, and highly versatile. Unlike online advertisements that disappear with a scroll, a well-designed flyer remains visible and accessible long after it is received.<o:p></o:p></p>
<p class="MsoNormal">A professionally crafted flyer can communicate your key message within seconds. It captures attention, highlights your offers, and encourages customers to take the next step. This direct form of marketing remains one of the most cost-effective methods for reaching a broad audience without stretching your budget.<o:p></o:p></p>
<p class="MsoNormal">Businesses across industries continue to invest in <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">flyer printing sg</span></strong> because it consistently produces measurable results. From retail stores and restaurants to corporate organizations and event planners, flyers remain a trusted promotional tool capable of delivering remarkable returns.<o:p></o:p></p>
<p class="MsoNormal"><b>Speed Matters More Than Ever<o:p></o:p></b></p>
<p class="MsoNormal">In modern business, timing can make the difference between success and missed opportunity. Promotional campaigns often require quick execution, especially when advertising seasonal offers, limited-time discounts, or upcoming events.<o:p></o:p></p>
<p class="MsoNormal">This is where Landmark Print excels. Fast turnaround times allow businesses to respond to market opportunities without delay. Instead of waiting weeks for promotional materials, you can launch campaigns quickly and capitalize on customer interest while momentum is at its peak.<o:p></o:p></p>
<p class="MsoNormal">Every hour counts when competition is fierce. Immediate access to professionally printed materials <b>ensures your marketing remains agile, responsive, and effective.<o:p></o:p></b></p>
<p class="MsoNormal"><b>Professional Quality Creates Powerful First Impressions<o:p></o:p></b></p>
<p class="MsoNormal">Your marketing materials represent your brand. Poor print quality can damage credibility and reduce customer confidence. On the other hand, premium printing communicates professionalism, reliability, and attention to detail.<o:p></o:p></p>
<p class="MsoNormal">High-resolution graphics, vibrant colors, crisp text, and durable paper stocks elevate your message and make your brand stand out from competitors. Customers naturally gravitate toward businesses that present themselves professionally.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://landmarkprint.sg/">Landmark Print</a></b> focuses on delivering exceptional print quality that helps businesses create stronger connections with their target audience. Every flyer becomes an opportunity to reinforce trust and build brand recognition.<o:p></o:p></p>
<p class="MsoNormal"><b>More Than Flyers: Complete Business Branding Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Successful businesses often require more than promotional materials. Operational efficiency and professional branding go hand in hand. That's why many organizations also seek a dependable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">rubber stamp company</span></strong> to streamline daily workflows.<o:p></o:p></p>
<p class="MsoNormal">Custom stamps help businesses process documents efficiently while maintaining consistency across contracts, invoices, approvals, and administrative paperwork. A trusted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">rubber stamp company</span></strong> can provide customized solutions that enhance professionalism while saving valuable time.<o:p></o:p></p>
<p class="MsoNormal">Combining promotional materials with practical branding tools creates a cohesive business image that customers recognize and remember.<o:p></o:p></p>
<p class="MsoNormal"><b>The Competitive Edge Your Business Needs<o:p></o:p></b></p>
<p class="MsoNormal">Every business owner understands the challenge of standing out in crowded markets. The companies that succeed are those willing to invest in visibility and brand awareness before competitors seize the opportunity.<o:p></o:p></p>
<p class="MsoNormal">Strategic use of <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">flyer printing sg</span></strong> can dramatically increase local awareness, drive foot traffic, and generate valuable leads. Whether distributed door-to-door, inserted into packages, handed out at events, or displayed in high-traffic locations, flyers deliver your message directly to potential customers.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print helps businesses maximize these opportunities with professional solutions designed to generate attention and encourage customer action.<o:p></o:p></p>
<p class="MsoNormal"><b>Trusted Solutions for Growing Businesses<o:p></o:p></b></p>
<p class="MsoNormal">As organizations expand, consistency becomes increasingly important. From marketing materials to administrative tools, maintaining a professional image builds customer confidence and strengthens brand reputation.<o:p></o:p></p>
<p class="MsoNormal">Many growing companies choose a reliable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product-category/stamp/"><b>rubber stamp company</b></a></span></strong> alongside their printing provider to ensure every aspect of their operations reflects professionalism. Consistent branding across documents, promotional materials, and business communications helps establish authority and trust in competitive markets.<o:p></o:p></p>
<p class="MsoNormal">This integrated approach creates a stronger presence that supports long-term growth and customer loyalty.<o:p></o:p></p>
<p class="MsoNormal"><b>Act Now Before Your Competitors Do<o:p></o:p></b></p>
<p class="MsoNormal">Every day spent delaying your marketing efforts is a day your competitors may be gaining visibility and attracting potential customers. Businesses that move quickly often secure the greatest advantages, capturing attention before others enter the conversation.<o:p></o:p></p>
<p class="MsoNormal">Whether you're launching a campaign, promoting a special event, or expanding brand awareness, professionally printed materials can accelerate your success. Partnering with Landmark Print ensures you receive high-quality solutions tailored to your goals and delivered with efficiency.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product-category/stamp/">singapore rubber stamp maker</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product-category/stickers-printing-in-singapore/">sticker printing singapore</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product/id-tags/">id card</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Best Transportation Management System (TMS) Provider 2026</title>
<link>https://news.bangboxonline.com/best-transportation-management-system-tms-provider-2026</link>
<guid>https://news.bangboxonline.com/best-transportation-management-system-tms-provider-2026</guid>
<description><![CDATA[ A Transportation Management System (TMS) Provider plays a crucial role in modern U.S. logistics by helping businesses plan, track, and manage the movement of goods more efficiently. In 2026, companies rely on advanced TMS solutions to reduce transportation costs, improve delivery speed, and gain real-time visibility across supply chains. These systems automate key processes such as route planning, carrier selection, load management, and shipment tracking, making transportation more organized and less error-prone. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a338042e7d6d.jpg" length="67115" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 10:21:16 +0500</pubDate>
<dc:creator>Argus Logistics</dc:creator>
<media:keywords>Transportation Management System (Tms) Provider</media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr"><span>Introduction</span></h2>
<p dir="ltr"><span>Transportation is one of the most important parts of modern business in the United States. Every product you see in stores or receive at home depends on a smooth and well-planned shipping process. As companies grow and customer expectations rise, managing transportation becomes more complex. This is where a Transportation Management System (TMS) Provider becomes very important. It helps businesses plan, track, and control the movement of goods in a simple and organized way. In 2026, companies are using advanced digital tools to handle transportation better, reduce costs, and improve delivery speed.</span></p>
<p dir="ltr"><span>A Transportation Management System (Tms) Provider is no longer just an extra tool for businesses. It has become a key part of daily operations. It helps businesses manage transportation from start to finish, including planning routes, selecting carriers, tracking shipments, and managing deliveries. Instead of using manual methods or multiple systems, companies now rely on one platform that manages transportation in a smooth and efficient way. This helps save time, reduce mistakes, and improve overall performance.</span></p>
<h2 dir="ltr"><span>What a Transportation Management System Does</span></h2>
<p dir="ltr"><span>A Transportation Management System is a software solution that helps companies control how goods move from one place to another. In simple terms, it helps manage transportation in an organized and smart way. In 2026, these systems are more advanced than ever before. They use automation, real-time tracking, and smart data to improve logistics operations.</span></p>
<p dir="ltr"><span>A Transportation Management System (Tms) Provider gives businesses tools that help them plan shipments, choose the best delivery routes, and monitor goods during transit. It also helps in reducing paperwork and manual tasks. Everything is handled through one platform, which makes the process simple and easy to follow.</span></p>
<p dir="ltr"><span>These systems also connect with other business tools like inventory and warehouse systems. This means businesses can see everything in one place, which helps them make better decisions and avoid delays.</span></p>
<h2 dir="ltr"><span>Why Businesses Use a TMS Provider Today</span></h2>
<p dir="ltr"><span>Companies in the United States face many challenges in transportation, such as rising fuel prices, delivery delays, and customer demands for faster shipping. Because of this, businesses need a better way to handle logistics. A Transportation Management System (Tms) Provider helps solve these problems by making transportation more organized and efficient.</span></p>
<p dir="ltr"><span>One major reason businesses use TMS solutions is cost control. When transportation is planned properly, companies can reduce fuel usage and avoid unnecessary trips. This helps save money over time.</span></p>
<p dir="ltr"><span>Another important reason is visibility. Businesses and customers both want to know where shipments are at all times. A TMS provides real-time updates, which improves trust and reduces confusion.</span></p>
<p dir="ltr"><span>It also helps businesses improve delivery speed. When routes are planned in a better way, goods reach customers faster and with fewer delays.</span></p>
<h2 dir="ltr"><span>Key Features of a Modern TMS System</span></h2>
<p dir="ltr"><span>A modern Transportation Management System (Tms) Provider offers many useful features that help businesses manage transportation easily. One of the most important features is route planning. The system finds the best possible routes for delivery, which helps save time and fuel.</span></p>
<p dir="ltr"><span>Another key feature is carrier selection. The system helps businesses choose the best transport service based on cost, speed, and reliability. This makes the shipping process more efficient.</span></p>
<p dir="ltr"><span>Load management is also an important feature. It helps businesses use truck space properly so that fewer trips are needed. This reduces cost and improves delivery efficiency.</span></p>
<p dir="ltr"><span>Real-time tracking is another major feature. It allows businesses to see where shipments are at any time. This helps reduce uncertainty and improves communication with customers.</span></p>
<p dir="ltr"><span>The system also generates reports and data insights. These reports help businesses understand performance and find areas for improvement. Over time, this leads to better decision-making and stronger logistics planning.</span></p>
<h2 dir="ltr"><span>How TMS Helps Manage Transportation Smoothly</span></h2>
<p dir="ltr"><span>A Transportation Management System (Tms) Provider helps manage transportation in a step-by-step process. It starts with planning. The system collects all shipment details and decides how and when goods should be delivered.</span></p>
<p dir="ltr"><span>After planning, it assigns shipments to carriers. This process is done automatically based on cost, distance, and delivery time. This reduces manual work and saves time.</span></p>
<p dir="ltr"><span>During transportation, the system tracks every shipment in real time. If there is any delay or issue, the system alerts the business so they can take action quickly.</span></p>
<p dir="ltr"><span>At the end of the process, deliveries are confirmed, and all records are updated automatically. This creates a complete and clear record of all transportation activities.</span></p>
<p dir="ltr"><span>By handling everything from start to finish, the system helps businesses manage transportation in a smooth and reliable way.</span></p>
<h2 dir="ltr"><span>Benefits of Using a Transportation Management System</span></h2>
<p dir="ltr"><span>Using a Transportation Management System (Tms) Provider offers many benefits for businesses. One of the biggest benefits is better efficiency. Since many tasks are automated, employees can focus on more important work instead of manual coordination.</span></p>
<p dir="ltr"><span>Cost savings is another major benefit. When routes are optimized and shipments are planned properly, transportation costs go down significantly.</span></p>
<p dir="ltr"><span>Customer satisfaction also improves. When deliveries are on time and customers receive updates, they feel more confident in the business.</span></p>
<p dir="ltr"><span>Scalability is another advantage. As a business grows, shipping needs increase. A TMS can handle this growth without slowing down operations.</span></p>
<p dir="ltr"><span>Better data is also a key benefit. Businesses can use reports and insights to improve future planning and make smarter decisions.</span></p>
<h2 dir="ltr"><span>Industries That Use TMS Solutions</span></h2>
<p dir="ltr"><span>A Transportation Management System (Tms) Provider is used in many different industries across the United States. Retail companies use it to manage large numbers of daily deliveries and ensure products reach customers on time.</span></p>
<p dir="ltr"><span>Manufacturing companies use it to move raw materials and finished goods between factories and warehouses. This helps keep production running smoothly.</span></p>
<p dir="ltr"><span>E-commerce businesses depend heavily on TMS systems because they deal with high order volumes and fast delivery expectations. A TMS helps them stay organized and efficient.</span></p>
<p dir="ltr"><span>Distribution companies also use TMS platforms to manage bulk shipping and reduce transportation costs. Even service companies use these systems to move tools and equipment between job sites.</span></p>
<h2 dir="ltr"><span>Problems Without a TMS System</span></h2>
<p dir="ltr"><span>Businesses that do not use a </span><a href="https://arguslogistics.com/"><span>Transportation Management System (Tms) Provider</span></a><span> often face many problems. One of the biggest issues is lack of tracking. Without a system, it becomes hard to know where shipments are.</span></p>
<p dir="ltr"><span>Manual work also increases the chance of errors. Mistakes in shipping details or planning can lead to delays and extra costs.</span></p>
<p dir="ltr"><span>Transportation costs are usually higher without a system because routes are not optimized. This leads to wasted fuel and time.</span></p>
<p dir="ltr"><span>Communication problems also occur between teams, carriers, and customers. This creates confusion and slows down operations.</span></p>
<p dir="ltr"><span>All these problems show why using a TMS is important for modern businesses.</span></p>
<h2 dir="ltr"><span>Future of Transportation Management Systems</span></h2>
<p dir="ltr"><span>In 2026 and beyond, Transportation Management System (Tms) Provider solutions will continue to improve. One major trend is automation. More tasks will be handled automatically without human input.</span></p>
<p dir="ltr"><span>Artificial intelligence will also play a big role. It will help businesses predict delays, improve routes, and make better decisions.</span></p>
<p dir="ltr"><span>Systems will also become more connected. TMS platforms will work closely with warehouse and inventory systems to create a complete supply chain network.</span></p>
<p dir="ltr"><span>Another trend is sustainability. Businesses want to reduce fuel use and emissions, and TMS systems will help plan more eco-friendly routes.</span></p>
<p dir="ltr"><span>Overall, the future of transportation management is smarter, faster, and more automated.</span></p>
<h2 dir="ltr"><span>Choosing the Right TMS Provider</span></h2>
<p dir="ltr"><span>Choosing the right Transportation Management System (Tms) Provider is important for business success. Companies should look for systems that are easy to use and can grow with their needs.</span></p>
<p dir="ltr"><span>The system should also support real-time tracking and provide clear reports. This helps businesses stay in control of their transportation process.</span></p>
<p dir="ltr"><span>Integration is also important. A good system should work well with other tools like inventory and warehouse systems.</span></p>
<p dir="ltr"><span>Security is another key factor. Businesses must make sure their data is protected at all times.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>In 2026, transportation management is more important than ever for business success in the United States. A Transportation Management System (Tms) Provider helps companies manage transportation in a simple, fast, and organized way. It reduces costs, improves delivery speed, and gives better control over logistics operations. By using a system that properly </span><a href="https://arguslogistics.com/how-argus-manages-transportation-from-start-to-finish/"><span>Manages Transportation</span></a><span>, businesses can stay competitive and meet customer expectations more easily.</span></p>
<p></p>]]> </content:encoded>
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<title>Express Namecard Printing Singapore: The Fast&#45;Track Solution Every Business Needs Right Now</title>
<link>https://news.bangboxonline.com/express-namecard-printing-singapore-the-fast-track-solution-every-business-needs-right-now</link>
<guid>https://news.bangboxonline.com/express-namecard-printing-singapore-the-fast-track-solution-every-business-needs-right-now</guid>
<description><![CDATA[ To print a Name card in Singapore depends on your business requirement and the ideal customer requirements. For a Nmae card, you just need to include your name, business name, logo, and contact details. We work together to make your name card stand out which will make it a more effective look. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a33803cc03c3.jpg" length="47680" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 10:21:10 +0500</pubDate>
<dc:creator>landmarkprint</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's fiercely competitive business landscape, every second counts and every interaction matters. When a potential client, investor, or business partner asks for your contact information, handing over a professionally designed card can instantly elevate your credibility. This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/"><b>express namecard printing singapore</b></a></span></strong> becomes an absolute game-changer. Waiting days or weeks for business cards is no longer an option when opportunities appear without warning. Fast, reliable, and professional printing services ensure you are always ready to make an unforgettable impression.<o:p></o:p></p>
<p class="MsoNormal"><b>Speed Meets Professional Excellence<o:p></o:p></b></p>
<p class="MsoNormal">Businesses move at lightning speed, and your marketing materials should keep up. Whether you're preparing for a networking event, trade exhibition, product launch, or important client meeting, having access to quick turnaround printing services can make all the difference.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print understands the urgency modern businesses face. Instead of compromising quality for speed, businesses can enjoy premium printing solutions that deliver sharp designs, vibrant colors, and exceptional finishes within remarkably short timelines. This combination of efficiency and quality gives professionals a significant advantage when timing is critical.<o:p></o:p></p>
<p class="MsoNormal"><b>Stand Out From the Crowd with Premium Business Cards<o:p></o:p></b></p>
<p class="MsoNormal">A business card is much more than a simple piece of paper. It represents your brand, professionalism, and commitment to excellence. A well-crafted card communicates confidence before a single word is spoken.<o:p></o:p></p>
<p class="MsoNormal">Modern printing technology allows businesses to create cards with luxurious finishes, bold colors, sophisticated textures, and eye-catching designs. Whether you prefer minimalist elegance or a striking contemporary style, premium printing ensures your card leaves a lasting impact long after the meeting ends.<o:p></o:p></p>
<p class="MsoNormal">The right business card can transform an ordinary introduction into a memorable business opportunity.<o:p></o:p></p>
<p class="MsoNormal"><b>Never Miss a Business Opportunity Again<o:p></o:p></b></p>
<p class="MsoNormal">Imagine receiving a last-minute invitation to a major networking event only to realize your business cards are outdated or unavailable. Such situations can cost valuable connections and future revenue.<o:p></o:p></p>
<p class="MsoNormal">This is precisely why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">express namecard printing singapore</span></strong> has become an essential service for entrepreneurs, startups, sales professionals, and established corporations alike. Fast production timelines eliminate stress and ensure your marketing materials are ready exactly when you need them most.<o:p></o:p></p>
<p class="MsoNormal">In today's fast-moving market, preparation often determines success. Businesses equipped with high-quality printed materials gain a substantial competitive edge over those who are forced to rely solely on digital contact exchanges.<o:p></o:p></p>
<p class="MsoNormal"><b>Expand Your Brand Visibility Beyond Business Cards<o:p></o:p></b></p>
<p class="MsoNormal">While business cards remain a powerful networking tool, companies seeking maximum exposure should also invest in additional visual marketing materials. Strategic branding requires consistent visibility across multiple touchpoints.<o:p></o:p></p>
<p class="MsoNormal">One highly effective solution is <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">foam board printing singapore</span></strong>, which helps businesses create stunning displays for exhibitions, conferences, retail promotions, product launches, and corporate events. Foam boards offer a professional presentation that attracts attention and reinforces brand recognition in crowded environments.<o:p></o:p></p>
<p class="MsoNormal">Combining business cards with impactful display materials creates a cohesive marketing strategy that increases audience engagement and strengthens brand recall.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Events and Exhibitions with Stunning Displays<o:p></o:p></b></p>
<p class="MsoNormal">Trade shows and exhibitions present enormous opportunities to connect with potential customers. However, competition for attention can be intense. Businesses need visually compelling displays that immediately capture interest and communicate their message effectively.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://landmarkprint.sg/">Landmark Print</a></b> delivers professional printing solutions designed to help brands dominate exhibition spaces. High-quality display materials create a polished and trustworthy image that encourages visitors to engage with your business.<o:p></o:p></p>
<p class="MsoNormal">When paired with attractive business cards, exhibition displays create a complete branding experience that leaves attendees with a strong and positive impression of your company.<o:p></o:p></p>
<p class="MsoNormal"><b>Exceptional Quality That Reflects Your Brand<o:p></o:p></b></p>
<p class="MsoNormal">Your printed materials directly influence how customers perceive your business. Poor-quality printing can undermine credibility, while premium materials communicate professionalism and reliability.<o:p></o:p></p>
<p class="MsoNormal">This is why businesses continue to rely on <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product-category/foam-board-printing/"><b>foam board printing singapore</b></a></span></strong> for impactful visual presentations. Durable construction, vibrant graphics, and professional finishing help brands showcase products, services, and promotional messages with confidence.<o:p></o:p></p>
<p class="MsoNormal">Every printed piece becomes an extension of your brand identity, making quality an investment rather than an expense.<o:p></o:p></p>
<p class="MsoNormal"><b>The Competitive Advantage of Fast Turnaround Services<o:p></o:p></b></p>
<p class="MsoNormal">The business world rewards those who act quickly. Companies that can respond rapidly to opportunities often outperform competitors who struggle with delays and inefficiencies.<o:p></o:p></p>
<p class="MsoNormal">With <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">express namecard printing singapore</span></strong>, businesses gain the flexibility to adapt to changing circumstances without sacrificing professionalism. Whether you need cards for a sudden event, an urgent client meeting, or a new employee onboarding process, rapid printing solutions ensure you remain fully prepared.<o:p></o:p></p>
<p class="MsoNormal">Speed, convenience, and reliability combine to create a service that modern businesses simply cannot afford to overlook.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Action Today Before the Next Opportunity Arrives<o:p></o:p></b></p>
<p class="MsoNormal">Success often depends on being ready at the right moment. High-quality business cards and impactful display materials empower companies to present themselves professionally in every situation.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print provides businesses with the tools needed to maximize visibility, strengthen branding, and capture valuable opportunities. From premium cards to large-format displays, every solution is designed to help businesses stand out and succeed.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product/lanyard-printing/">lanyard printing</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product-category/ncr-printing/">ncr book printing</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/">print business cards singapore</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>Calabash NC Fishing Charters: The Ultimate Coastal Adventure Waiting for You</title>
<link>https://news.bangboxonline.com/calabash-nc-fishing-charters-the-ultimate-coastal-adventure-waiting-for-you</link>
<guid>https://news.bangboxonline.com/calabash-nc-fishing-charters-the-ultimate-coastal-adventure-waiting-for-you</guid>
<description><![CDATA[ Discover Calabash, NC fishing charters offering exciting offshore adventures, expert captains, and opportunities to catch seasonal fish species in beautiful coastal waters. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a337e715b76b.jpg" length="82713" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 10:13:37 +0500</pubDate>
<dc:creator>calabashfishingfleet</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">What if your next vacation included heart-pounding excitement, breathtaking coastal views, unforgettable family memories, and some of the best fishing opportunities on the Carolina coast? That's exactly what awaits when you book one of the incredible<span> </span><a href="https://calabashfishingfleet.com/"><strong>calabash nc fishing charters</strong></a><span> </span>offered by Calabash Fishing Fleet.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every year, visitors travel to Calabash searching for authentic coastal experiences, and few activities deliver more excitement than spending a day on the water. Whether you're an experienced angler chasing your next trophy catch or a first-time visitor looking for a memorable adventure,<span> </span>calabash nc fishing charters<span> </span>provide an experience that goes far beyond ordinary sightseeing.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Even better, after an exciting day on the water, you can continue your coastal journey by exploring the famous<span> </span>calabash seafood restaurants in calabash nc, creating the perfect combination of adventure, relaxation, and local flavor.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The demand for these unforgettable experiences continues to grow, making now the ideal time to secure your spot before availability becomes limited.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Calabash NC Fishing Charters Are So Popular</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">There is something truly special about being out on the open water. The anticipation of the next catch, the refreshing ocean breeze, and the stunning scenery create an atmosphere unlike anything else.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is why<span> </span>calabash nc fishing charters<span> </span>have become one of the most sought-after attractions in the region.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Unlike crowded tourist destinations and predictable vacation activities, fishing charters offer a unique blend of excitement and discovery. Every trip is different. Every cast holds potential. Every moment creates an opportunity for a new story.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Calabash Fishing Fleet, we specialize in delivering exceptional fishing adventures designed to maximize enjoyment, comfort, and success on the water. Our experienced crews know where the fish are, understand local conditions, and work tirelessly to help guests create unforgettable memories.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Experience the Thrill of a Lifetime</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Nothing compares to the excitement of feeling a fish strike your line.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The rush of adrenaline, the challenge of the fight, and the satisfaction of landing your catch create an experience that keeps anglers coming back year after year. Whether you're targeting popular coastal species or simply enjoying the thrill of the chase,<span> </span>calabash nc fishing charters<span> </span>offer endless opportunities for excitement.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Calabash Fishing Fleet, we provide access to productive fishing areas, reliable equipment, and experienced guidance that help maximize your chances of success.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every trip is an adventure, and every adventure has the potential to become the highlight of your vacation.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Perfect Activity for Families, Friends, and Visitors</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the greatest advantages of<span> </span>calabash nc fishing charters<span> </span>is their broad appeal.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Families enjoy spending quality time together away from screens and distractions. Friends create shared memories while enjoying friendly competition on the water. Visitors gain an authentic coastal experience that showcases the natural beauty of the region.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Fishing charters provide a unique opportunity to connect with nature, relax, and enjoy meaningful experiences with the people who matter most.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many guests discover that a fishing trip becomes the most memorable part of their entire vacation.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Continue the Adventure with Calabash Seafood Restaurants in Calabash NC</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">After an exciting day on the water, there's no better way to complete your coastal experience than by visiting the renowned<span> </span><a href="https://calabashfishingfleet.com/"><strong>calabash seafood restaurants in calabash nc</strong></a>.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Calabash has earned a national reputation for its seafood tradition, attracting visitors who want to experience fresh, flavorful dishes prepared with local expertise and hospitality.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many guests who enjoy<span> </span>calabash nc fishing charters<span> </span>choose to pair their adventure with a visit to the area's famous dining establishments. The combination of exciting fishing and delicious seafood creates a complete coastal experience that is difficult to match anywhere else.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The connection between fishing and dining is part of what makes Calabash such a beloved destination for travelers seeking authentic coastal charm.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Choose Calabash Fishing Fleet</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">With so many recreational options available, selecting the right charter company matters.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Calabash Fishing Fleet has earned a reputation for delivering exceptional service, memorable experiences, and customer-focused adventures that keep guests returning year after year.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Experienced Crews</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our knowledgeable captains and crew members bring years of local expertise to every trip. Their commitment to guest satisfaction helps create a smooth, enjoyable experience for anglers of all skill levels.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Comfortable Vessels</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every fishing adventure should be both exciting and comfortable. Our vessels are designed to provide a safe and enjoyable environment for individuals, families, and groups.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Outstanding Fishing Opportunities</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our<span> </span>calabash nc fishing charters<span> </span>are carefully planned to maximize opportunities for successful catches while showcasing the beauty of the Carolina coast.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Unforgettable Memories</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">We believe every trip should create stories worth sharing. Our team works hard to ensure each guest leaves with lasting memories and a desire to return.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Escape the Everyday Routine</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Modern life is filled with deadlines, schedules, notifications, and endless responsibilities.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A day aboard one of our<span> </span>calabash nc fishing charters<span> </span>offers the perfect escape. The peaceful rhythm of the water, the excitement of fishing, and the beauty of the surrounding environment provide a refreshing break from everyday stress.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many guests describe their charter experience as both energizing and relaxing—a rare combination that makes the adventure even more rewarding.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Following your trip, enjoying a meal at one of the celebrated<span> </span>calabash seafood restaurants in calabash nc<span> </span>provides the perfect opportunity to unwind and reflect on the day's excitement.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Limited Availability Creates Urgency</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the biggest mistakes visitors make is waiting too long to reserve their fishing adventure.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The popularity of<span> </span>calabash nc fishing charters<span> </span>means that preferred dates often fill quickly, especially during peak travel seasons. Families, vacationers, and fishing enthusiasts frequently book in advance to secure their desired trip dates.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every week that passes may mean fewer available spots and reduced scheduling flexibility.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">If you're planning a trip to the Carolina coast, booking now helps ensure you don't miss out on one of the area's most exciting attractions.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Create the Vacation Everyone Will Remember</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Great vacations aren't defined by how much time you spend sitting around. They're defined by the experiences you share, the adventures you enjoy, and the memories you create.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's exactly what<span> </span>calabash nc fishing charters<span> </span>deliver.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">From thrilling catches and beautiful coastal scenery to the incredible dining experiences available at<span> </span>calabash seafood restaurants in calabash nc, every moment contributes to an unforgettable journey.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"><a href="https://calabashfishingfleet.com/"><strong>Calabash Fishing Fleet</strong></a><span> </span>is committed to helping guests experience the very best of the Carolina coast through professionally guided fishing adventures that combine excitement, comfort, and exceptional service.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><strong><a href="https://calabashfishingfleet.com/">fishing charters calabash</a></strong></span></p>]]> </content:encoded>
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<title>Temp Gmail: A Simple Solution for Spam&#45;Free Online Registrations</title>
<link>https://news.bangboxonline.com/temp-gmail-a-simple-solution-for-spam-free-online-registrations</link>
<guid>https://news.bangboxonline.com/temp-gmail-a-simple-solution-for-spam-free-online-registrations</guid>
<description><![CDATA[ Temp Gmail helps you enjoy spam-free online registrations. Learn how temp mail Gmail, disposable Gmail, fake email generators, and throwaway email generators protect privacy. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a337bcd57ecf.jpg" length="66100" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 10:02:45 +0500</pubDate>
<dc:creator>tempgmailer</dc:creator>
<media:keywords>Temp Gmail</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><a href="https://tempgmailer.com/" target="_blank" rel="noopener"><strong><span>Temp Gmail</span></strong></a><span> is becoming one of the most popular tools for people who want spam-free online registrations and better privacy. Every day, internet users sign up for websites, apps, newsletters, free trials, and online services that require an email address. While these registrations may seem harmless, they often result in unwanted promotional emails, spam messages, and inbox clutter. This is where Temp Gmail provides a simple and effective solution.</span></p>
<p class="isSelectedEnd">By using a temporary email address instead of your personal inbox, you can enjoy online services without worrying about spam. Whether you need a temp mail Gmail address for a quick signup, a fake email generator for testing, a throwaway email generator for one-time use, or a disposable Gmail account for privacy, temporary email services make online registrations safer and more convenient.</p>
<h2><strong>What Is Temp Gmail?</strong></h2>
<p class="isSelectedEnd"><span>Temp Gmail is a temporary email service that generates short-term email addresses for users. These email addresses can receive messages, verification codes, and registration emails without requiring users to share their real email accounts.</span></p>
<p class="isSelectedEnd"><span>Unlike traditional email services, Temp Gmail is designed for temporary use. Once the purpose is completed, users can simply stop using the email address without worrying about future spam.</span></p>
<p class="isSelectedEnd"><span>This makes temporary email services an excellent option for people who value privacy and want a cleaner inbox.</span></p>
<h2><strong>Why Online Registrations Lead to Spam</strong></h2>
<p class="isSelectedEnd"><span>Many websites ask users to provide an email address before granting access to content or services. While some companies use email responsibly, others send the following:</span></p>
<ul data-spread="false">
<li><span>Promotional emails</span></li>
<li><span>Marketing newsletters</span></li>
<li><span>Product advertisements</span></li>
<li><span>Third-party offers</span></li>
<li><span>Frequent notifications</span></li>
</ul>
<p class="isSelectedEnd"><span>Over time, these messages can fill your inbox and make it difficult to find important emails.</span></p>
<p class="isSelectedEnd"><span>Using a </span><a href="https://tempgmailer.com/blog/email-privacy-security/disposable-gmail-the-smart-way-to-protect-your-inbox-tempgmailer" target="_blank" rel="noopener"><strong><span>disposable Gmail</span></strong></a><span> account helps prevent these unwanted messages from reaching your personal inbox.</span></p>
<h2><strong>How Temp Gmail Works</strong></h2>
<p class="isSelectedEnd"><span>The process is simple and user-friendly:</span></p>
<ol data-spread="false" start="1">
<li><span>Visit TempGmailer.</span></li>
<li><span>Generate a temporary email address instantly.</span></li>
<li><span>Use the email address during registration.</span></li>
<li><span>Receive verification emails in the temporary inbox.</span></li>
<li><span>Complete your registration.</span></li>
<li><span>Stop using the temporary email when it is no longer needed.</span></li>
</ol>
<p class="isSelectedEnd">A throwaway email generator makes this process even faster by creating unique email addresses within seconds.</p>
<h2><strong>Benefits of Using Temp Gmail</strong></h2>
<h3><strong>1. Avoid Spam Emails</strong></h3>
<p class="isSelectedEnd"><span>One of the biggest advantages of temp Gmail is spam prevention. Instead of exposing your primary email address to unknown websites, you can use a temporary address and keep unwanted messages away from your inbox.</span></p>
<h3><strong>2. Protect Your Privacy</strong></h3>
<p class="isSelectedEnd">Every registration requires sharing information. A temporary mail Gmail address acts as a protective layer between your personal inbox and the websites you visit.</p>
<p class="isSelectedEnd"><span>This helps reduce data collection and improves online privacy.</span></p>
<h3><strong>3. Quick and Easy Registration</strong></h3>
<p class="isSelectedEnd"><span>Creating a permanent email account takes time. A </span><a href="https://tempgmailer.com/blog/guide/throwaway-email-generator-the-ultimate-guide-for-beginners" target="_blank" rel="noopener"><strong><span>throwaway email generator</span></strong></a><span> provides instant access to a working email address without lengthy registration processes.</span></p>
<h3><strong>4. Better Inbox Organization</strong></h3>
<p class="isSelectedEnd"><span>A cluttered inbox can reduce productivity. By using temporary emails for non-essential registrations, you can keep your primary inbox organized and focused on important communication.</span></p>
<h3><strong>5. Enhanced Security</strong></h3>
<p class="isSelectedEnd"><span>Using a temporary email address minimizes the risk of exposing your real email to unknown websites. This can reduce phishing attempts and unwanted contact.</span></p>
<h2><strong>Common Uses of Temp Gmail</strong></h2>
<h3><strong>Website Registrations</strong></h3>
<p class="isSelectedEnd"><span>Many websites require email verification before granting access. Temp Gmail allows users to register quickly without using their personal email.</span></p>
<h3><strong>Free Trials</strong></h3>
<p class="isSelectedEnd"><span>Signing up for free trials often results in future promotional emails. A temporary email helps avoid unnecessary marketing messages after the trial period ends.</span></p>
<h3><strong>Online Downloads</strong></h3>
<p class="isSelectedEnd"><span>Some websites require email registration before allowing downloads. A </span>disposable Gmail<span> account provides an easy solution for accessing resources while protecting privacy.</span></p>
<h3><strong>App Testing</strong></h3>
<p class="isSelectedEnd"><span>Developers and testers often use a </span><a href="https://tempgmailer.com/blog/guide/fake-email-generator-for-instant-temporary-access-tempgmailer" target="_blank" rel="noopener"><strong><span>fake email generator</span></strong></a><span> to create temporary accounts and test registration systems.</span></p>
<h3><strong>Survey Participation</strong></h3>
<p class="isSelectedEnd"><span>Users can participate in online surveys and promotions without exposing their personal email address.</span></p>
<h2><strong>Temporary Gmail vs Regular Email</strong></h2>
<p class="isSelectedEnd"><span>A regular email account is designed for long-term communication, while temp Gmail focuses on temporary access.</span></p>
<h3><strong>Regular Email Advantages</strong></h3>
<ul data-spread="false">
<li><span>Permanent inbox</span></li>
<li><span>Account recovery options</span></li>
<li><span>Long-term storage</span></li>
<li><span>Professional communication</span></li>
</ul>
<h3><strong>Temp Gmail Advantages</strong></h3>
<ul data-spread="false">
<li><span>Better privacy</span></li>
<li><span>Reduced spam</span></li>
<li><span>Faster registration</span></li>
<li><span>No personal information required</span></li>
<li><span>Temporary access</span></li>
</ul>
<p class="isSelectedEnd"><span>For many users, combining both options provides the best balance between convenience and security.</span></p>
<h2><strong>Why Use a Fake Email Generator?</strong></h2>
<p class="isSelectedEnd">A fake email generator helps users create email addresses for situations where they do not want to share their personal inbox.</p>
<p class="isSelectedEnd"><span>This can be useful when:</span></p>
<ul data-spread="false">
<li><span>Testing websites</span></li>
<li><span>Exploring new platforms</span></li>
<li><span>Accessing temporary content</span></li>
<li><span>Registering for one-time services</span></li>
</ul>
<p class="isSelectedEnd"><span>Unlike fake email addresses that cannot receive messages, Temp Gmail provides functional email addresses capable of receiving verification emails.</span></p>
<h2><strong>Why Disposable Gmail Services Are Popular</strong></h2>
<p class="isSelectedEnd">The popularity of disposable Gmail services continues to grow because users are becoming more aware of online <a href="https://tempgmailer.com/blog/email-privacy-security/how-to-protect-your-email-privacy-online-tips-tools" target="_blank" rel="noopener"><strong>privacy</strong></a> risks.</p>
<p class="isSelectedEnd"><span>People want:</span></p>
<ul data-spread="false">
<li><span>Less spam</span></li>
<li><span>Better privacy</span></li>
<li><span>Cleaner inboxes</span></li>
<li><span>More control over personal data</span></li>
</ul>
<p class="isSelectedEnd"><span>Temporary email solutions provide all of these benefits while remaining simple to use.</span></p>
<h2><strong>Best Practices for Using Temp Gmail</strong></h2>
<p class="isSelectedEnd"><span>To maximize benefits:</span></p>
<ul data-spread="false">
<li><span>Use temporary emails for non-essential accounts.</span></li>
<li><span>Avoid using them for banking or sensitive information.</span></li>
<li><span>Generate a new email for different services when needed.</span></li>
<li><span>Choose a trusted provider such as TempGmailer.</span></li>
<li><span>Delete or abandon temporary addresses after use.</span></li>
</ul>
<p class="isSelectedEnd"><span>Following these tips can improve both privacy and online safety.</span></p>
<h2><strong>Why Choose TempGmailer?</strong></h2>
<p class="isSelectedEnd">TempGmailer is designed to provide fast, secure, and reliable temporary email access. Whether you need a temp mail Gmail address, a fake email generator, a throwaway email generator, or a disposable Gmail solution, TempGmailer offers a convenient way to stay protected online.</p>
<p class="isSelectedEnd"><span>The platform helps users avoid spam, protect personal information, and enjoy safer online registrations.</span></p>
<h2><strong>Conclusion</strong></h2>
<p class="isSelectedEnd"><strong><span>Temp Gmail</span></strong><span> is a simple solution for anyone who wants spam-free online registrations and better privacy. By using temporary email addresses, users can avoid unwanted marketing messages, protect their personal inboxes, and enjoy a safer browsing experience.</span></p>
<p class="isSelectedEnd"><span>Whether you need a </span>temp mail Gmail, fake email generator, throwaway email generator, or disposable Gmail<span> account,<strong> <a href="https://tempgmailer.com/blog/email-privacy-security/tempgmailer-the-ultimate-free-temporary-gmail-generator-for-privacy-spam-protection" target="_blank" rel="noopener">TempGmailer</a></strong> makes it easy to manage online registrations without compromising security. As privacy concerns continue to grow, temporary email services remain one of the smartest tools for modern internet users.</span></p>
<h2><strong>FAQs:</strong></h2>
<h3><strong>1. What is Temp Gmail?</strong></h3>
<p class="isSelectedEnd"><span>Temp Gmail is a temporary email service that provides short-term email addresses for registrations and privacy protection.</span></p>
<h3><strong>2. What is a throwaway email generator?</strong></h3>
<p class="isSelectedEnd"><span>A throwaway email generator creates temporary email addresses that can be used for one-time registrations and verification.</span></p>
<h3><strong>3. Why use a disposable Gmail account?</strong></h3>
<p class="isSelectedEnd"><span>A disposable Gmail account helps reduce spam, protect privacy, and keep your primary inbox clean.</span></p>
<h3><strong>4. Can a fake email generator receive emails?</strong></h3>
<p class="isSelectedEnd"><span>Yes, temporary email services generate working email addresses that can receive verification and confirmation emails.</span></p>
<h3><strong>5. Is temp Gmail safe for online registrations?</strong></h3>
<p><span>Yes, temp Gmail is a useful tool for protecting your personal email address during nonessential online registrations.</span></p>]]> </content:encoded>
</item>

<item>
<title>Custom Banner Printing Singapore: Transform Your Brand Visibility Instantly</title>
<link>https://news.bangboxonline.com/custom-banner-printing-singapore-transform-your-brand-visibility-instantly</link>
<guid>https://news.bangboxonline.com/custom-banner-printing-singapore-transform-your-brand-visibility-instantly</guid>
<description><![CDATA[ We offer custom banner printing services in singapore to fit your promotional or decorative needs. Visit our website to find products that meet your needs today.Through Banner printing in Singapore, you can easily communicate with customers about your brand and deliver the core message on a large scale. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a337aea0bbcb.jpg" length="57206" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 09:58:29 +0500</pubDate>
<dc:creator>landmarkprint</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s competitive marketplace, businesses have only a few seconds to capture attention. A striking banner can turn an ordinary storefront, exhibition booth, or promotional event into an unforgettable brand experience. This is why <b><a href="https://landmarkprint.sg/">custom banner printing singapore</a></b> has become an essential marketing solution for companies that want to stand out and dominate their industries. High-quality banners attract customers, communicate messages quickly, and create a powerful visual impact that keeps your brand in people's minds.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">Elevate Your Marketing Beyond Expectations<o:p></o:p></span></b></p>
<p class="MsoNormal">Traditional marketing methods are no longer enough to grab modern consumers. Businesses need eye-catching promotional materials that instantly generate curiosity and excitement. Professionally designed banners provide an affordable yet highly effective way to showcase products, announce grand openings, and promote special events. With expertly crafted designs and premium materials, <b>Landmark Print</b> helps businesses achieve exceptional visibility and leave a lasting impression wherever their banners are displayed.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">The Secret Weapon for Business Growth<o:p></o:p></span></b></p>
<p class="MsoNormal">A professionally printed banner does more than decorate a space. It acts as a silent salesperson that works around the clock. Whether placed at trade shows, retail stores, or corporate events, banners continuously communicate your message and attract potential customers. Investing in <b>custom banner printing singapore</b> gives businesses a competitive advantage by increasing brand recognition and drawing attention to products and services that deserve the spotlight.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">Expand Your Reach with Strategic Print Solutions<o:p></o:p></span></b></p>
<p class="MsoNormal">While banners capture attention from a distance, other promotional materials can reinforce your message and encourage action. Combining banners with <b>printing leaflet</b> services creates a complete marketing package that reaches customers on multiple levels. Leaflets provide detailed information, promotional offers, and company insights that complement the visual power of banners. Together, they form an effective strategy that boosts engagement and maximizes marketing results.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">Create Memorable Experiences That Inspire Action<o:p></o:p></span></b></p>
<p class="MsoNormal">Every successful marketing campaign aims to make a lasting impact. High-quality banners create excitement, establish credibility, and encourage customers to learn more about your business. Whether launching a new product or promoting an upcoming event, professionally printed materials help brands appear polished and trustworthy. Businesses that invest in premium print solutions often experience stronger customer interest and increased foot traffic.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">Stand Out in a Crowded Marketplace<o:p></o:p></span></b></p>
<p class="MsoNormal">Competition continues to grow across every industry, making it increasingly difficult to capture consumer attention. Businesses that fail to invest in strong visual marketing risk becoming invisible. This is where <b><a href="https://landmarkprint.sg/product/a6-budget-express-digital-flyer-printing-leaflet-brochure-flyer-printing-from-36/">printing leaflet</a></b> solutions work hand in hand with banners to strengthen brand communication. A professionally printed leaflet can deliver key information directly into customers' hands while banners spark their initial interest. This powerful combination significantly increases the chances of converting interest into sales.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">Deliver Professionalism That Builds Trust<o:p></o:p></span></b></p>
<p class="MsoNormal">Customers naturally gravitate toward brands that look established and reliable. Poor-quality promotional materials can damage credibility and reduce customer confidence. Choosing premium printing services ensures your marketing materials reflect the professionalism of your business. At <b><a href="https://landmarkprint.sg/">Landmark Print</a></b>, every project is handled with attention to detail, ensuring vibrant colors, durable materials, and exceptional finishes that enhance your company's image.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">Turn Every Promotion Into a Major Opportunity<o:p></o:p></span></b></p>
<p class="MsoNormal">Events, trade shows, and product launches represent valuable opportunities to attract new customers and expand market reach. Businesses that prepare impactful promotional materials often outperform competitors and enjoy stronger audience engagement. Investing in <b>custom banner printing singapore</b> allows companies to create visually impressive displays that generate excitement and encourage people to interact with the brand. Every banner becomes an opportunity to inspire curiosity and drive customer action.<o:p></o:p></p>
<p class="MsoNormal"><b><span style="font-size: 18.0pt; line-height: 107%;">Maximize Results with Integrated Print Marketing<o:p></o:p></span></b></p>
<p class="MsoNormal">A successful marketing campaign requires consistency across every promotional channel. Pairing banners with <b>printing leaflet</b> services helps businesses communicate their message more effectively and provide customers with additional information they can take home. This integrated approach increases brand recall and strengthens customer relationships. Companies seeking to create a memorable presence should never underestimate the value of combining multiple print solutions for maximum impact.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/">print business cards singapore</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product-category/poster-stand/">standing poster</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/">business card printing business</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
</item>

<item>
<title>IT Service Trends Every Business Owner Should Know</title>
<link>https://news.bangboxonline.com/it-service-trends-every-business-owner-should-know-71735</link>
<guid>https://news.bangboxonline.com/it-service-trends-every-business-owner-should-know-71735</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3378c39a46f.jpg" length="100949" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 09:49:29 +0500</pubDate>
<dc:creator>Total secure Technology</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Technology has become the backbone of modern business operations. Whether you run a small local company, a growing startup, or a large enterprise, your success increasingly depends on how effectively you use technology to improve productivity, enhance customer experiences, and protect valuable data. As digital transformation continues to reshape industries, understanding the latest IT trends is no longer optional—it is essential.</span></p>
<p dir="ltr"><span>Business owners who stay informed about emerging IT service trends can make smarter decisions, reduce operational costs, improve security, and gain a competitive advantage. Companies that fail to adapt often find themselves struggling with outdated systems, cybersecurity risks, and inefficient processes.</span></p>
<p dir="ltr"><span>For businesses seeking professional technology support, working with experts specializing in </span><a href="https://totalsecuretech.com/"><span>IT Service Elk Grove</span></a><span> solutions can help navigate these rapidly changing trends while ensuring systems remain secure, scalable, and efficient.</span></p>
<p dir="ltr"><span>In this article, we will explore the most important IT service trends every business owner should know, why they matter, and how they can positively impact your organization.</span></p>
<h2 dir="ltr"><span>Why IT Services Matter More Than Ever</span></h2>
<p dir="ltr"><span>The business landscape has changed dramatically over the last decade. Remote work, cloud computing, cybersecurity threats, and artificial intelligence have transformed how companies operate.</span></p>
<p dir="ltr"><span>Today's businesses rely on IT services for:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Network management</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Data protection</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cloud infrastructure</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Employee collaboration</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Customer communication</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Business continuity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Regulatory compliance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Digital transformation initiatives</span></p>
</li>
</ul>
<p dir="ltr"><span>Modern IT service providers do much more than fix computers. They act as strategic partners who help organizations leverage technology to achieve long-term business goals.</span></p>
<h2 dir="ltr"><span>Trend #1: Managed IT Services Continue to Grow</span></h2>
<p dir="ltr"><span>One of the biggest shifts in recent years is the growing demand for managed IT services.</span></p>
<p dir="ltr"><span>Instead of hiring large internal IT departments, many organizations are partnering with managed service providers (MSPs) to handle their technology needs.</span></p>
<h3 dir="ltr"><span>Benefits of Managed IT Services</span></h3>
<h4 dir="ltr"><span>Predictable Costs</span></h4>
<p dir="ltr"><span>Managed services typically operate on a fixed monthly fee, making budgeting easier.</span></p>
<h4 dir="ltr"><span>Access to Experts</span></h4>
<p dir="ltr"><span>Businesses gain access to specialists in networking, cybersecurity, cloud computing, and compliance without hiring multiple employees.</span></p>
<h4 dir="ltr"><span>Proactive Support</span></h4>
<p dir="ltr"><span>Rather than waiting for systems to break, MSPs monitor infrastructure continuously and resolve issues before they become major problems.</span></p>
<h4 dir="ltr"><span>Increased Productivity</span></h4>
<p dir="ltr"><span>Employees experience less downtime and can focus on their primary responsibilities.</span></p>
<p dir="ltr"><span>Many organizations seeking </span><span>IT Service Elk Grove</span><span> support are turning to managed services because they provide enterprise-level expertise at a fraction of the cost of maintaining an internal IT team.</span></p>
<h3 dir="ltr"><span>Trend #2: Cybersecurity Becomes a Top Business Priority</span></h3>
<p dir="ltr"><span>Cybercrime continues to rise globally. Hackers target organizations of all sizes, not just large corporations.</span></p>
<p dir="ltr"><span>Small and medium-sized businesses are often especially vulnerable because they may lack advanced security systems.</span></p>
<h4 dir="ltr"><span>Common Cyber Threats</span></h4>
<h5 dir="ltr"><span>Phishing Attacks</span></h5>
<p dir="ltr"><span>Fraudulent emails designed to steal sensitive information.</span></p>
<h5 dir="ltr"><span>Ransomware</span></h5>
<p dir="ltr"><span>Malicious software that encrypts company data until a ransom is paid.</span></p>
<h5 dir="ltr"><span>Data Breaches</span></h5>
<p dir="ltr"><span>Unauthorized access to confidential information.</span></p>
<h5 dir="ltr"><span>Insider Threats</span></h5>
<p dir="ltr"><span>Employees or contractors who intentionally or accidentally expose data.</span></p>
<h5 dir="ltr"><span>Modern Cybersecurity Strategies</span></h5>
<p dir="ltr"><span>Businesses are increasingly investing in:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Multi-factor authentication (MFA)</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Endpoint protection</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Security awareness training</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Advanced threat detection</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Zero-trust security frameworks</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Managed security services</span></p>
</li>
</ul>
<p dir="ltr"><span>As cybersecurity threats become more sophisticated, businesses are relying heavily on professional IT service providers to maintain strong security defenses.</span></p>
<p dir="ltr"><span>Trend #3: Cloud Computing Dominates Business Operations</span></p>
<p dir="ltr"><span>Cloud technology has become a cornerstone of modern business infrastructure.</span></p>
<p dir="ltr"><span>Instead of maintaining expensive on-premises servers, organizations are migrating applications and data to cloud environments.</span></p>
<h4 dir="ltr"><span>Advantages of Cloud Computing</span></h4>
<h5 dir="ltr"><span>Flexibility</span></h5>
<p dir="ltr"><span>Employees can access systems from anywhere.</span></p>
<h5 dir="ltr"><span>Scalability</span></h5>
<p dir="ltr"><span>Resources can be increased or decreased as business needs change.</span></p>
<h5 dir="ltr"><span>Cost Savings</span></h5>
<p dir="ltr"><span>Businesses avoid major hardware investments.</span></p>
<h5 dir="ltr"><span>Disaster Recovery</span></h5>
<p dir="ltr"><span>Cloud platforms offer reliable backup and recovery options.</span></p>
<h5 dir="ltr"><span>Collaboration</span></h5>
<p dir="ltr"><span>Teams can work together seamlessly regardless of location.</span></p>
<p dir="ltr"><span>Cloud adoption continues to grow because it enables businesses to remain agile while reducing infrastructure complexity.</span></p>
<h3 dir="ltr"><span>Trend #4: Artificial Intelligence Is Reshaping IT Services</span></h3>
<p dir="ltr"><span>Artificial Intelligence (AI) is transforming virtually every industry.</span></p>
<p dir="ltr"><span>IT service providers now use AI-powered tools to automate routine tasks, improve security, and enhance decision-making.</span></p>
<h4 dir="ltr"><span>AI Applications in IT Services</span></h4>
<h5 dir="ltr"><span>Automated Monitoring</span></h5>
<p dir="ltr"><span>AI can identify potential system issues before they impact operations.</span></p>
<h5 dir="ltr"><span>Chatbots</span></h5>
<p dir="ltr"><span>Customer support teams use AI-powered chatbots to provide instant assistance.</span></p>
<h5 dir="ltr"><span>Cybersecurity</span></h5>
<p dir="ltr"><span>Machine learning algorithms detect unusual activity and potential threats.</span></p>
<h5 dir="ltr"><span>Data Analytics</span></h5>
<p dir="ltr"><span>Businesses gain valuable insights from large amounts of data.</span></p>
<h5 dir="ltr"><span>Predictive Maintenance</span></h5>
<p dir="ltr"><span>AI predicts equipment failures before they occur.</span></p>
<p dir="ltr"><span>Organizations investing in AI-driven technologies are improving efficiency while reducing operational costs.</span></p>
<h3 dir="ltr"><span>Trend #5: Remote and Hybrid Work Technology Continues to Expand</span></h3>
<p dir="ltr"><span>The workplace has changed dramatically.</span></p>
<p dir="ltr"><span>Remote and hybrid work models have become permanent for many organizations.</span></p>
<p dir="ltr"><span>This shift requires robust technology solutions to maintain productivity and security.</span></p>
<h4 dir="ltr"><span>Essential Remote Work Technologies</span></h4>
<h5 dir="ltr"><span>Cloud Collaboration Tools</span></h5>
<p dir="ltr"><span>Platforms that allow employees to communicate and share files.</span></p>
<h5 dir="ltr"><span>Virtual Private Networks (VPNs)</span></h5>
<p dir="ltr"><span>Secure connections for remote workers.</span></p>
<h5 dir="ltr"><span>Unified Communications</span></h5>
<p dir="ltr"><span>Integrated voice, video, messaging, and collaboration solutions.</span></p>
<h5 dir="ltr"><span>Endpoint Security</span></h5>
<p dir="ltr"><span>Protection for laptops, smartphones, and remote devices.</span></p>
<p dir="ltr"><span>Businesses utilizing IT Service Elk Grove providers often seek guidance on implementing secure remote work infrastructures that support both flexibility and productivity.</span></p>
<h3 dir="ltr"><span>Trend #6: Zero Trust Security Becomes the New Standard</span></h3>
<p dir="ltr"><span>Traditional security models assumed users inside a network could be trusted.</span></p>
<p dir="ltr"><span>Modern cybersecurity strategies take a different approach.</span></p>
<h3 dir="ltr"><span>What Is Zero Trust?</span></h3>
<p dir="ltr"><span>The zero-trust model follows one simple principle:</span></p>
<h3 dir="ltr"><span>Never trust, always verify.</span></h3>
<p dir="ltr"><span>Every user, device, and application must continuously prove its legitimacy before gaining access to company resources.</span></p>
<h3 dir="ltr"><span>Key Components</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Identity verification</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Device authentication</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Access controls</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Continuous monitoring</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Least-privilege access</span></p>
</li>
</ul>
<p dir="ltr"><span>As cyber threats evolve, zero-trust frameworks are becoming a critical component of business security strategies.</span></p>
<h3 dir="ltr"><span>Trend #7: Automation Is Driving Efficiency</span></h3>
<p dir="ltr"><span>Businesses constantly look for ways to streamline operations.</span></p>
<p dir="ltr"><span>Automation helps eliminate repetitive tasks and improve efficiency.</span></p>
<h4 dir="ltr"><span>Areas Benefiting from Automation</span></h4>
<h5 dir="ltr"><span>IT Support</span></h5>
<p dir="ltr"><span>Automated ticket routing and issue resolution.</span></p>
<h5 dir="ltr"><span>Employee Onboarding</span></h5>
<p dir="ltr"><span>Provisioning user accounts and devices automatically.</span></p>
<h5 dir="ltr"><span>Software Updates</span></h5>
<p dir="ltr"><span>Automated patch management reduces vulnerabilities.</span></p>
<h5 dir="ltr"><span>Network Monitoring</span></h5>
<p dir="ltr"><span>Continuous performance tracking without manual intervention.</span></p>
<p dir="ltr"><span>Automation allows IT teams to focus on strategic initiatives instead of routine maintenance.</span></p>
<h3 dir="ltr"><span>Trend #8: Data Backup and Disaster Recovery Gain Importance</span></h3>
<h5 dir="ltr"><span>Data loss can be devastating.</span></h5>
<p dir="ltr"><span>Whether caused by ransomware, hardware failure, human error, or natural disasters, losing critical business data can lead to severe financial consequences.</span></p>
<h5 dir="ltr"><span>Modern Backup Strategies</span></h5>
<h5 dir="ltr"><span>Cloud Backups</span></h5>
<p dir="ltr"><span>Secure offsite storage.</span></p>
<h5 dir="ltr"><span>Hybrid Backups</span></h5>
<p dir="ltr"><span>Combining local and cloud-based backups.</span></p>
<h5 dir="ltr"><span>Continuous Data Protection</span></h5>
<p dir="ltr"><span>Real-time backup of critical information.</span></p>
<h5 dir="ltr"><span>Disaster Recovery Planning</span></h5>
<p dir="ltr"><span>Detailed strategies for restoring operations after disruptions.</span></p>
<p dir="ltr"><span>Business continuity planning has become an essential component of modern IT service offerings.</span></p>
<h3 dir="ltr"><span>Trend #9: Compliance and Regulatory Requirements Increase</span></h3>
<p dir="ltr"><span>Businesses must comply with various regulations regarding data privacy and security.</span></p>
<p dir="ltr"><span>Depending on the industry, these may include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>HIPAA</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>PCI-DSS</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>GDPR</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>CCPA</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>SOC 2</span></p>
</li>
</ul>
<p dir="ltr"><span>Failure to comply can result in substantial fines and reputational damage.</span></p>
<h4 dir="ltr"><span>How IT Services Help</span></h4>
<p dir="ltr"><span>Professional IT providers assist businesses by:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Conducting security assessments</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Implementing compliance controls</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Monitoring security policies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Maintaining audit documentation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Providing employee training</span></p>
</li>
</ul>
<p dir="ltr"><span>Compliance management has become a major area of focus for modern IT service providers.</span></p>
<h3 dir="ltr"><span>Trend #10: Business Intelligence and Data Analytics Drive Decision-Making</span></h3>
<p dir="ltr"><span>Data is one of the most valuable assets a business possesses.</span></p>
<p dir="ltr"><span>Organizations are increasingly using analytics tools to gain deeper insights into customer behavior, operational performance, and market trends.</span></p>
<h4 dir="ltr"><span>Benefits of Data Analytics</span></h4>
<h5 dir="ltr"><span>Better Decisions</span></h5>
<p dir="ltr"><span>Leaders can make data-driven choices.</span></p>
<h5 dir="ltr"><span>Improved Customer Experience</span></h5>
<p dir="ltr"><span>Businesses understand customer needs more effectively.</span></p>
<h5 dir="ltr"><span>Operational Efficiency</span></h5>
<p dir="ltr"><span>Analytics identifies bottlenecks and opportunities.</span></p>
<h5 dir="ltr"><span>Revenue Growth</span></h5>
<p dir="ltr"><span>Insights reveal new business opportunities.</span></p>
<p dir="ltr"><span>Companies leveraging analytics often outperform competitors because they can adapt more quickly to changing market conditions.</span></p>
<h3 dir="ltr"><span>Trend #11: Edge Computing Is Expanding</span></h3>
<p dir="ltr"><span>As businesses generate more data, edge computing is becoming increasingly important.</span></p>
<p dir="ltr"><span>Instead of processing all information in centralized cloud environments, edge computing processes data closer to where it is created.</span></p>
<h4 dir="ltr"><span>Advantages</span></h4>
<h5 dir="ltr"><span>Faster Processing</span></h5>
<p dir="ltr"><span>Reduced latency improves performance.</span></p>
<h5 dir="ltr"><span>Lower Bandwidth Costs</span></h5>
<p dir="ltr"><span>Less data must be transferred to central servers.</span></p>
<h5 dir="ltr"><span>Enhanced Reliability</span></h5>
<p dir="ltr"><span>Operations continue even during connectivity issues.</span></p>
<h5 dir="ltr"><span>Improved User Experience</span></h5>
<p dir="ltr"><span>Applications respond more quickly.</span></p>
<p dir="ltr"><span>Edge computing is particularly valuable for manufacturing, healthcare, retail, and IoT-driven industries.</span></p>
<h3 dir="ltr"><span>Trend #12: Internet of Things (IoT) Growth Continues</span></h3>
<p dir="ltr"><span>Connected devices are everywhere.</span></p>
<p dir="ltr"><span>From smart sensors and security cameras to industrial equipment and inventory tracking systems, IoT technology continues expanding rapidly.</span></p>
<h4 dir="ltr"><span>Business Applications</span></h4>
<h5 dir="ltr"><span>Asset Tracking</span></h5>
<p dir="ltr"><span>Monitor equipment and inventory in real time.</span></p>
<h5 dir="ltr"><span>Predictive Maintenance</span></h5>
<p dir="ltr"><span>Detect potential equipment failures early.</span></p>
<h5 dir="ltr"><span>Energy Management</span></h5>
<p dir="ltr"><span>Reduce utility costs through automation.</span></p>
<h5 dir="ltr"><span>Customer Experience</span></h5>
<p dir="ltr"><span>Provide more personalized services.</span></p>
<p dir="ltr"><span>Managing IoT environments requires specialized IT expertise to ensure security and reliability.</span></p>
<h3 dir="ltr"><span>Trend #13: Unified Communications Improves Collaboration</span></h3>
<p dir="ltr"><span>Communication tools have evolved significantly.</span></p>
<p dir="ltr"><span>Businesses increasingly rely on unified communications platforms that combine:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Voice calls</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Video conferencing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Messaging</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>File sharing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Collaboration tools</span></p>
</li>
</ul>
<h4 dir="ltr"><span>Benefits</span></h4>
<h5 dir="ltr"><span>Improved Productivity</span></h5>
<p dir="ltr"><span>Employees spend less time switching between applications.</span></p>
<h5 dir="ltr"><span>Better Customer Service</span></h5>
<p dir="ltr"><span>Faster response times and improved communication.</span></p>
<h5 dir="ltr"><span>Lower Costs</span></h5>
<p dir="ltr"><span>Reduced need for multiple communication systems.</span></p>
<h5 dir="ltr"><span>Enhanced Collaboration</span></h5>
<p dir="ltr"><span>Teams stay connected regardless of location.</span></p>
<p dir="ltr"><span>Unified communications is becoming a standard component of modern business technology strategies.</span></p>
<h3 dir="ltr"><span>Trend #14: Sustainability and Green IT Initiatives</span></h3>
<p dir="ltr"><span>Environmental responsibility is becoming increasingly important.</span></p>
<p dir="ltr"><span>Businesses are adopting sustainable technology practices to reduce costs and environmental impact.</span></p>
<h4 dir="ltr"><span>Green IT Strategies</span></h4>
<h5 dir="ltr"><span>Cloud Migration</span></h5>
<p dir="ltr"><span>Reducing energy consumption from on-site servers.</span></p>
<h5 dir="ltr"><span>Energy-Efficient Hardware</span></h5>
<p dir="ltr"><span>Lowering electricity usage.</span></p>
<h5 dir="ltr"><span>Device Recycling Programs</span></h5>
<p dir="ltr"><span>Reducing electronic waste.</span></p>
<h5 dir="ltr"><span>Virtualization</span></h5>
<p dir="ltr"><span>Maximizing server utilization.</span></p>
<p dir="ltr"><span>Sustainability initiatives often align with both environmental goals and financial savings.</span></p>
<h3 dir="ltr"><span>Trend #15: Strategic IT Consulting Becomes Essential</span></h3>
<p dir="ltr"><span>Technology decisions can significantly impact business success.</span></p>
<p dir="ltr"><span>As IT environments become more complex, organizations increasingly seek strategic guidance from technology consultants.</span></p>
<h4 dir="ltr"><span>Benefits of IT Consulting</span></h4>
<h5 dir="ltr"><span>Technology Roadmaps</span></h5>
<p dir="ltr"><span>Planning future investments.</span></p>
<h5 dir="ltr"><span>Risk Management</span></h5>
<p dir="ltr"><span>Identifying vulnerabilities before they become problems.</span></p>
<h5 dir="ltr"><span>Digital Transformation</span></h5>
<p dir="ltr"><span>Modernizing operations effectively.</span></p>
<h5 dir="ltr"><span>Cost Optimization</span></h5>
<p dir="ltr"><span>Ensuring technology budgets are used efficiently.</span></p>
<p dir="ltr"><span>Businesses utilizing IT Service Elk Grove providers frequently benefit from strategic consulting services that align technology investments with long-term business objectives.</span></p>
<h2 dir="ltr"><span>How Business Owners Can Prepare for These Trends</span></h2>
<p dir="ltr"><span>Understanding technology trends is only the first step.</span></p>
<p dir="ltr"><span>Business owners should take proactive measures to ensure their organizations remain competitive.</span></p>
<h3 dir="ltr"><span>Conduct Regular Technology Assessments</span></h3>
<p dir="ltr"><span>Evaluate current systems and identify improvement opportunities.</span></p>
<h3 dir="ltr"><span>Invest in Cybersecurity</span></h3>
<p dir="ltr"><span>Security should be treated as a business priority rather than an IT expense.</span></p>
<h3 dir="ltr"><span>Embrace Cloud Solutions</span></h3>
<p dir="ltr"><span>Cloud technologies provide flexibility and scalability.</span></p>
<h3 dir="ltr"><span>Train Employees</span></h3>
<p dir="ltr"><span>Human error remains one of the leading causes of security incidents.</span></p>
<h3 dir="ltr"><span>Partner with Experienced IT Professionals</span></h3>
<p dir="ltr"><span>Reliable technology partners can help businesses navigate emerging trends successfully.</span></p>
<h3 dir="ltr"><span>The Future of IT Services</span></h3>
<p dir="ltr"><span>The future of IT services will be shaped by innovation, automation, artificial intelligence, and cybersecurity advancements.</span></p>
<p dir="ltr"><span>Businesses that embrace these technologies will likely experience:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Greater efficiency</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Stronger security</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved customer experiences</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better decision-making</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increased profitability</span></p>
</li>
</ul>
<p dir="ltr"><span>Technology will continue evolving rapidly, making ongoing adaptation essential for long-term success.</span></p>
<p dir="ltr"><span>Organizations that proactively invest in modern IT strategies position themselves for growth while minimizing operational risks.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Technology is no longer merely a support function—it has become a strategic driver of business success. From cloud computing and cybersecurity to artificial intelligence and automation, today's IT landscape offers countless opportunities for organizations willing to embrace change.</span></p>
<p dir="ltr"><span>Understanding the latest trends helps business owners make informed decisions, reduce risks, improve productivity, and maintain a competitive edge. Whether implementing advanced cybersecurity measures, migrating to the cloud, or leveraging data analytics, businesses that stay ahead of technology trends are better equipped to thrive in an increasingly digital world.</span></p>
<p dir="ltr"><span>Partnering with a trusted provider specializing in IT Service Elk Grove solutions can help organizations navigate these changes confidently while building a secure, scalable, and future-ready technology foundation.</span></p>
<h2 dir="ltr"><span>Frequently Asked Questions (FAQs)</span></h2>
<h3 dir="ltr"><span>1. What are the most important IT service trends for businesses today?</span></h3>
<p dir="ltr"><span>The most important trends include cloud computing, cybersecurity, artificial intelligence, automation, managed IT services, remote work technologies, data analytics, and zero-trust security frameworks.</span></p>
<h3 dir="ltr"><span>2. Why are managed IT services becoming more popular?</span></h3>
<p dir="ltr"><span>Managed IT services provide businesses with access to expert support, proactive monitoring, predictable costs, enhanced security, and reduced downtime without the expense of maintaining a large in-house IT department.</span></p>
<h3 dir="ltr"><span>3. How does cloud computing benefit businesses?</span></h3>
<p dir="ltr"><span>Cloud computing offers scalability, flexibility, remote accessibility, disaster recovery capabilities, improved collaboration, and reduced infrastructure costs.</span></p>
<h3 dir="ltr"><span>4. What is zero-trust security?</span></h3>
<p dir="ltr"><span>Zero-trust security is a cybersecurity model that requires continuous verification of users, devices, and applications before granting access to business resources.</span></p>
<h3 dir="ltr"><span>5. How can artificial intelligence improve IT services?</span></h3>
<p dir="ltr"><span>AI helps automate repetitive tasks, improve cybersecurity, enhance monitoring, predict system failures, provide customer support through chatbots, and generate valuable business insights.</span></p>
<h3 dir="ltr"><span>6. Why is cybersecurity important for small businesses?</span></h3>
<p dir="ltr"><span>Small businesses are common targets for cybercriminals because they often have fewer security resources. Strong cybersecurity protects sensitive data, customer information, and business operations.</span></p>
<h3 dir="ltr"><span>7. What role does automation play in modern IT services?</span></h3>
<p dir="ltr"><span>Automation improves efficiency by handling repetitive tasks such as software updates, system monitoring, ticket management, and employee onboarding processes.</span></p>
<h3 dir="ltr"><span>8. How can businesses prepare for future IT trends?</span></h3>
<p dir="ltr"><span>Businesses should regularly assess their technology infrastructure, invest in cybersecurity, adopt cloud solutions, train employees, and partner with experienced IT service providers to stay ahead of evolving technology trends.</span></p>
<h3 dir="ltr"><span>9. What should I look for in an IT service provider?</span></h3>
<p dir="ltr"><span>Look for expertise in cybersecurity, cloud computing, managed services, disaster recovery, strategic consulting, proactive support, and a strong track record of helping businesses achieve their goals.</span></p>
<h3 dir="ltr"><span>10. How does IT Service Elk Grove support business growth?</span></h3>
<p dir="ltr"><span>IT Service Elk Grove providers help businesses improve operational efficiency, strengthen cybersecurity, optimize technology investments, support remote work environments, and implement scalable solutions that support long-term growth.</span></p>]]> </content:encoded>
</item>

<item>
<title>IT Service Trends Every Business Owner Should Know</title>
<link>https://news.bangboxonline.com/it-service-trends-every-business-owner-should-know</link>
<guid>https://news.bangboxonline.com/it-service-trends-every-business-owner-should-know</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3378c39a46f.jpg" length="100949" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 09:49:28 +0500</pubDate>
<dc:creator>Total secure Technology</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Technology has become the backbone of modern business operations. Whether you run a small local company, a growing startup, or a large enterprise, your success increasingly depends on how effectively you use technology to improve productivity, enhance customer experiences, and protect valuable data. As digital transformation continues to reshape industries, understanding the latest IT trends is no longer optional—it is essential.</span></p>
<p dir="ltr"><span>Business owners who stay informed about emerging IT service trends can make smarter decisions, reduce operational costs, improve security, and gain a competitive advantage. Companies that fail to adapt often find themselves struggling with outdated systems, cybersecurity risks, and inefficient processes.</span></p>
<p dir="ltr"><span>For businesses seeking professional technology support, working with experts specializing in </span><a href="https://totalsecuretech.com/"><span>IT Service Elk Grove</span></a><span> solutions can help navigate these rapidly changing trends while ensuring systems remain secure, scalable, and efficient.</span></p>
<p dir="ltr"><span>In this article, we will explore the most important IT service trends every business owner should know, why they matter, and how they can positively impact your organization.</span></p>
<h2 dir="ltr"><span>Why IT Services Matter More Than Ever</span></h2>
<p dir="ltr"><span>The business landscape has changed dramatically over the last decade. Remote work, cloud computing, cybersecurity threats, and artificial intelligence have transformed how companies operate.</span></p>
<p dir="ltr"><span>Today's businesses rely on IT services for:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Network management</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Data protection</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cloud infrastructure</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Employee collaboration</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Customer communication</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Business continuity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Regulatory compliance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Digital transformation initiatives</span></p>
</li>
</ul>
<p dir="ltr"><span>Modern IT service providers do much more than fix computers. They act as strategic partners who help organizations leverage technology to achieve long-term business goals.</span></p>
<h2 dir="ltr"><span>Trend #1: Managed IT Services Continue to Grow</span></h2>
<p dir="ltr"><span>One of the biggest shifts in recent years is the growing demand for managed IT services.</span></p>
<p dir="ltr"><span>Instead of hiring large internal IT departments, many organizations are partnering with managed service providers (MSPs) to handle their technology needs.</span></p>
<h3 dir="ltr"><span>Benefits of Managed IT Services</span></h3>
<h4 dir="ltr"><span>Predictable Costs</span></h4>
<p dir="ltr"><span>Managed services typically operate on a fixed monthly fee, making budgeting easier.</span></p>
<h4 dir="ltr"><span>Access to Experts</span></h4>
<p dir="ltr"><span>Businesses gain access to specialists in networking, cybersecurity, cloud computing, and compliance without hiring multiple employees.</span></p>
<h4 dir="ltr"><span>Proactive Support</span></h4>
<p dir="ltr"><span>Rather than waiting for systems to break, MSPs monitor infrastructure continuously and resolve issues before they become major problems.</span></p>
<h4 dir="ltr"><span>Increased Productivity</span></h4>
<p dir="ltr"><span>Employees experience less downtime and can focus on their primary responsibilities.</span></p>
<p dir="ltr"><span>Many organizations seeking </span><span>IT Service Elk Grove</span><span> support are turning to managed services because they provide enterprise-level expertise at a fraction of the cost of maintaining an internal IT team.</span></p>
<h3 dir="ltr"><span>Trend #2: Cybersecurity Becomes a Top Business Priority</span></h3>
<p dir="ltr"><span>Cybercrime continues to rise globally. Hackers target organizations of all sizes, not just large corporations.</span></p>
<p dir="ltr"><span>Small and medium-sized businesses are often especially vulnerable because they may lack advanced security systems.</span></p>
<h4 dir="ltr"><span>Common Cyber Threats</span></h4>
<h5 dir="ltr"><span>Phishing Attacks</span></h5>
<p dir="ltr"><span>Fraudulent emails designed to steal sensitive information.</span></p>
<h5 dir="ltr"><span>Ransomware</span></h5>
<p dir="ltr"><span>Malicious software that encrypts company data until a ransom is paid.</span></p>
<h5 dir="ltr"><span>Data Breaches</span></h5>
<p dir="ltr"><span>Unauthorized access to confidential information.</span></p>
<h5 dir="ltr"><span>Insider Threats</span></h5>
<p dir="ltr"><span>Employees or contractors who intentionally or accidentally expose data.</span></p>
<h5 dir="ltr"><span>Modern Cybersecurity Strategies</span></h5>
<p dir="ltr"><span>Businesses are increasingly investing in:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Multi-factor authentication (MFA)</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Endpoint protection</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Security awareness training</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Advanced threat detection</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Zero-trust security frameworks</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Managed security services</span></p>
</li>
</ul>
<p dir="ltr"><span>As cybersecurity threats become more sophisticated, businesses are relying heavily on professional IT service providers to maintain strong security defenses.</span></p>
<p dir="ltr"><span>Trend #3: Cloud Computing Dominates Business Operations</span></p>
<p dir="ltr"><span>Cloud technology has become a cornerstone of modern business infrastructure.</span></p>
<p dir="ltr"><span>Instead of maintaining expensive on-premises servers, organizations are migrating applications and data to cloud environments.</span></p>
<h4 dir="ltr"><span>Advantages of Cloud Computing</span></h4>
<h5 dir="ltr"><span>Flexibility</span></h5>
<p dir="ltr"><span>Employees can access systems from anywhere.</span></p>
<h5 dir="ltr"><span>Scalability</span></h5>
<p dir="ltr"><span>Resources can be increased or decreased as business needs change.</span></p>
<h5 dir="ltr"><span>Cost Savings</span></h5>
<p dir="ltr"><span>Businesses avoid major hardware investments.</span></p>
<h5 dir="ltr"><span>Disaster Recovery</span></h5>
<p dir="ltr"><span>Cloud platforms offer reliable backup and recovery options.</span></p>
<h5 dir="ltr"><span>Collaboration</span></h5>
<p dir="ltr"><span>Teams can work together seamlessly regardless of location.</span></p>
<p dir="ltr"><span>Cloud adoption continues to grow because it enables businesses to remain agile while reducing infrastructure complexity.</span></p>
<h3 dir="ltr"><span>Trend #4: Artificial Intelligence Is Reshaping IT Services</span></h3>
<p dir="ltr"><span>Artificial Intelligence (AI) is transforming virtually every industry.</span></p>
<p dir="ltr"><span>IT service providers now use AI-powered tools to automate routine tasks, improve security, and enhance decision-making.</span></p>
<h4 dir="ltr"><span>AI Applications in IT Services</span></h4>
<h5 dir="ltr"><span>Automated Monitoring</span></h5>
<p dir="ltr"><span>AI can identify potential system issues before they impact operations.</span></p>
<h5 dir="ltr"><span>Chatbots</span></h5>
<p dir="ltr"><span>Customer support teams use AI-powered chatbots to provide instant assistance.</span></p>
<h5 dir="ltr"><span>Cybersecurity</span></h5>
<p dir="ltr"><span>Machine learning algorithms detect unusual activity and potential threats.</span></p>
<h5 dir="ltr"><span>Data Analytics</span></h5>
<p dir="ltr"><span>Businesses gain valuable insights from large amounts of data.</span></p>
<h5 dir="ltr"><span>Predictive Maintenance</span></h5>
<p dir="ltr"><span>AI predicts equipment failures before they occur.</span></p>
<p dir="ltr"><span>Organizations investing in AI-driven technologies are improving efficiency while reducing operational costs.</span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<h3 dir="ltr"><span>Trend #5: Remote and Hybrid Work Technology Continues to Expand</span></h3>
<p dir="ltr"><span>The workplace has changed dramatically.</span></p>
<p dir="ltr"><span>Remote and hybrid work models have become permanent for many organizations.</span></p>
<p dir="ltr"><span>This shift requires robust technology solutions to maintain productivity and security.</span></p>
<h4 dir="ltr"><span>Essential Remote Work Technologies</span></h4>
<h5 dir="ltr"><span>Cloud Collaboration Tools</span></h5>
<p dir="ltr"><span>Platforms that allow employees to communicate and share files.</span></p>
<h5 dir="ltr"><span>Virtual Private Networks (VPNs)</span></h5>
<p dir="ltr"><span>Secure connections for remote workers.</span></p>
<h5 dir="ltr"><span>Unified Communications</span></h5>
<p dir="ltr"><span>Integrated voice, video, messaging, and collaboration solutions.</span></p>
<h5 dir="ltr"><span>Endpoint Security</span></h5>
<p dir="ltr"><span>Protection for laptops, smartphones, and remote devices.</span></p>
<p dir="ltr"><span>Businesses utilizing IT Service Elk Grove providers often seek guidance on implementing secure remote work infrastructures that support both flexibility and productivity.</span></p>
<h3 dir="ltr"><span>Trend #6: Zero Trust Security Becomes the New Standard</span></h3>
<p dir="ltr"><span>Traditional security models assumed users inside a network could be trusted.</span></p>
<p dir="ltr"><span>Modern cybersecurity strategies take a different approach.</span></p>
<h3 dir="ltr"><span>What Is Zero Trust?</span></h3>
<p dir="ltr"><span>The zero-trust model follows one simple principle:</span></p>
<h3 dir="ltr"><span>Never trust, always verify.</span></h3>
<p dir="ltr"><span>Every user, device, and application must continuously prove its legitimacy before gaining access to company resources.</span></p>
<h3 dir="ltr"><span>Key Components</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Identity verification</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Device authentication</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Access controls</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Continuous monitoring</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Least-privilege access</span></p>
</li>
</ul>
<p dir="ltr"><span>As cyber threats evolve, zero-trust frameworks are becoming a critical component of business security strategies.</span></p>
<h3 dir="ltr"><span>Trend #7: Automation Is Driving Efficiency</span></h3>
<p dir="ltr"><span>Businesses constantly look for ways to streamline operations.</span></p>
<p dir="ltr"><span>Automation helps eliminate repetitive tasks and improve efficiency.</span></p>
<h4 dir="ltr"><span>Areas Benefiting from Automation</span></h4>
<h5 dir="ltr"><span>IT Support</span></h5>
<p dir="ltr"><span>Automated ticket routing and issue resolution.</span></p>
<h5 dir="ltr"><span>Employee Onboarding</span></h5>
<p dir="ltr"><span>Provisioning user accounts and devices automatically.</span></p>
<h5 dir="ltr"><span>Software Updates</span></h5>
<p dir="ltr"><span>Automated patch management reduces vulnerabilities.</span></p>
<h5 dir="ltr"><span>Network Monitoring</span></h5>
<p dir="ltr"><span>Continuous performance tracking without manual intervention.</span></p>
<p dir="ltr"><span>Automation allows IT teams to focus on strategic initiatives instead of routine maintenance.</span></p>
<h3 dir="ltr"><span>Trend #8: Data Backup and Disaster Recovery Gain Importance</span></h3>
<h5 dir="ltr"><span>Data loss can be devastating.</span></h5>
<p dir="ltr"><span>Whether caused by ransomware, hardware failure, human error, or natural disasters, losing critical business data can lead to severe financial consequences.</span></p>
<h5 dir="ltr"><span>Modern Backup Strategies</span></h5>
<h5 dir="ltr"><span>Cloud Backups</span></h5>
<p dir="ltr"><span>Secure offsite storage.</span></p>
<h5 dir="ltr"><span>Hybrid Backups</span></h5>
<p dir="ltr"><span>Combining local and cloud-based backups.</span></p>
<h5 dir="ltr"><span>Continuous Data Protection</span></h5>
<p dir="ltr"><span>Real-time backup of critical information.</span></p>
<h5 dir="ltr"><span>Disaster Recovery Planning</span></h5>
<p dir="ltr"><span>Detailed strategies for restoring operations after disruptions.</span></p>
<p dir="ltr"><span>Business continuity planning has become an essential component of modern IT service offerings.</span></p>
<h3 dir="ltr"><span>Trend #9: Compliance and Regulatory Requirements Increase</span></h3>
<p dir="ltr"><span>Businesses must comply with various regulations regarding data privacy and security.</span></p>
<p dir="ltr"><span>Depending on the industry, these may include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>HIPAA</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>PCI-DSS</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>GDPR</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>CCPA</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>SOC 2</span></p>
</li>
</ul>
<p dir="ltr"><span>Failure to comply can result in substantial fines and reputational damage.</span></p>
<h4 dir="ltr"><span>How IT Services Help</span></h4>
<p dir="ltr"><span>Professional IT providers assist businesses by:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Conducting security assessments</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Implementing compliance controls</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Monitoring security policies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Maintaining audit documentation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Providing employee training</span></p>
</li>
</ul>
<p dir="ltr"><span>Compliance management has become a major area of focus for modern IT service providers.</span></p>
<h3 dir="ltr"><span>Trend #10: Business Intelligence and Data Analytics Drive Decision-Making</span></h3>
<p dir="ltr"><span>Data is one of the most valuable assets a business possesses.</span></p>
<p dir="ltr"><span>Organizations are increasingly using analytics tools to gain deeper insights into customer behavior, operational performance, and market trends.</span></p>
<h4 dir="ltr"><span>Benefits of Data Analytics</span></h4>
<h5 dir="ltr"><span>Better Decisions</span></h5>
<p dir="ltr"><span>Leaders can make data-driven choices.</span></p>
<h5 dir="ltr"><span>Improved Customer Experience</span></h5>
<p dir="ltr"><span>Businesses understand customer needs more effectively.</span></p>
<h5 dir="ltr"><span>Operational Efficiency</span></h5>
<p dir="ltr"><span>Analytics identifies bottlenecks and opportunities.</span></p>
<h5 dir="ltr"><span>Revenue Growth</span></h5>
<p dir="ltr"><span>Insights reveal new business opportunities.</span></p>
<p dir="ltr"><span>Companies leveraging analytics often outperform competitors because they can adapt more quickly to changing market conditions.</span></p>
<h3 dir="ltr"><span>Trend #11: Edge Computing Is Expanding</span></h3>
<p dir="ltr"><span>As businesses generate more data, edge computing is becoming increasingly important.</span></p>
<p dir="ltr"><span>Instead of processing all information in centralized cloud environments, edge computing processes data closer to where it is created.</span></p>
<h4 dir="ltr"><span>Advantages</span></h4>
<h5 dir="ltr"><span>Faster Processing</span></h5>
<p dir="ltr"><span>Reduced latency improves performance.</span></p>
<h5 dir="ltr"><span>Lower Bandwidth Costs</span></h5>
<p dir="ltr"><span>Less data must be transferred to central servers.</span></p>
<h5 dir="ltr"><span>Enhanced Reliability</span></h5>
<p dir="ltr"><span>Operations continue even during connectivity issues.</span></p>
<h5 dir="ltr"><span>Improved User Experience</span></h5>
<p dir="ltr"><span>Applications respond more quickly.</span></p>
<p dir="ltr"><span>Edge computing is particularly valuable for manufacturing, healthcare, retail, and IoT-driven industries.</span></p>
<h3 dir="ltr"><span>Trend #12: Internet of Things (IoT) Growth Continues</span></h3>
<p dir="ltr"><span>Connected devices are everywhere.</span></p>
<p dir="ltr"><span>From smart sensors and security cameras to industrial equipment and inventory tracking systems, IoT technology continues expanding rapidly.</span></p>
<h4 dir="ltr"><span>Business Applications</span></h4>
<h5 dir="ltr"><span>Asset Tracking</span></h5>
<p dir="ltr"><span>Monitor equipment and inventory in real time.</span></p>
<h5 dir="ltr"><span>Predictive Maintenance</span></h5>
<p dir="ltr"><span>Detect potential equipment failures early.</span></p>
<h5 dir="ltr"><span>Energy Management</span></h5>
<p dir="ltr"><span>Reduce utility costs through automation.</span></p>
<h5 dir="ltr"><span>Customer Experience</span></h5>
<p dir="ltr"><span>Provide more personalized services.</span></p>
<p dir="ltr"><span>Managing IoT environments requires specialized IT expertise to ensure security and reliability.</span></p>
<h3 dir="ltr"><span>Trend #13: Unified Communications Improves Collaboration</span></h3>
<p dir="ltr"><span>Communication tools have evolved significantly.</span></p>
<p dir="ltr"><span>Businesses increasingly rely on unified communications platforms that combine:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Voice calls</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Video conferencing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Messaging</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>File sharing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Collaboration tools</span></p>
</li>
</ul>
<h4 dir="ltr"><span>Benefits</span></h4>
<h5 dir="ltr"><span>Improved Productivity</span></h5>
<p dir="ltr"><span>Employees spend less time switching between applications.</span></p>
<h5 dir="ltr"><span>Better Customer Service</span></h5>
<p dir="ltr"><span>Faster response times and improved communication.</span></p>
<h5 dir="ltr"><span>Lower Costs</span></h5>
<p dir="ltr"><span>Reduced need for multiple communication systems.</span></p>
<h5 dir="ltr"><span>Enhanced Collaboration</span></h5>
<p dir="ltr"><span>Teams stay connected regardless of location.</span></p>
<p dir="ltr"><span>Unified communications is becoming a standard component of modern business technology strategies.</span></p>
<h3 dir="ltr"><span>Trend #14: Sustainability and Green IT Initiatives</span></h3>
<p dir="ltr"><span>Environmental responsibility is becoming increasingly important.</span></p>
<p dir="ltr"><span>Businesses are adopting sustainable technology practices to reduce costs and environmental impact.</span></p>
<h4 dir="ltr"><span>Green IT Strategies</span></h4>
<h5 dir="ltr"><span>Cloud Migration</span></h5>
<p dir="ltr"><span>Reducing energy consumption from on-site servers.</span></p>
<h5 dir="ltr"><span>Energy-Efficient Hardware</span></h5>
<p dir="ltr"><span>Lowering electricity usage.</span></p>
<h5 dir="ltr"><span>Device Recycling Programs</span></h5>
<p dir="ltr"><span>Reducing electronic waste.</span></p>
<h5 dir="ltr"><span>Virtualization</span></h5>
<p dir="ltr"><span>Maximizing server utilization.</span></p>
<p dir="ltr"><span>Sustainability initiatives often align with both environmental goals and financial savings.</span></p>
<h3 dir="ltr"><span>Trend #15: Strategic IT Consulting Becomes Essential</span></h3>
<p dir="ltr"><span>Technology decisions can significantly impact business success.</span></p>
<p dir="ltr"><span>As IT environments become more complex, organizations increasingly seek strategic guidance from technology consultants.</span></p>
<h4 dir="ltr"><span>Benefits of IT Consulting</span></h4>
<h5 dir="ltr"><span>Technology Roadmaps</span></h5>
<p dir="ltr"><span>Planning future investments.</span></p>
<h5 dir="ltr"><span>Risk Management</span></h5>
<p dir="ltr"><span>Identifying vulnerabilities before they become problems.</span></p>
<h5 dir="ltr"><span>Digital Transformation</span></h5>
<p dir="ltr"><span>Modernizing operations effectively.</span></p>
<h5 dir="ltr"><span>Cost Optimization</span></h5>
<p dir="ltr"><span>Ensuring technology budgets are used efficiently.</span></p>
<p dir="ltr"><span>Businesses utilizing IT Service Elk Grove providers frequently benefit from strategic consulting services that align technology investments with long-term business objectives.</span></p>
<h2 dir="ltr"><span>How Business Owners Can Prepare for These Trends</span></h2>
<p dir="ltr"><span>Understanding technology trends is only the first step.</span></p>
<p dir="ltr"><span>Business owners should take proactive measures to ensure their organizations remain competitive.</span></p>
<h3 dir="ltr"><span>Conduct Regular Technology Assessments</span></h3>
<p dir="ltr"><span>Evaluate current systems and identify improvement opportunities.</span></p>
<h3 dir="ltr"><span>Invest in Cybersecurity</span></h3>
<p dir="ltr"><span>Security should be treated as a business priority rather than an IT expense.</span></p>
<h3 dir="ltr"><span>Embrace Cloud Solutions</span></h3>
<p dir="ltr"><span>Cloud technologies provide flexibility and scalability.</span></p>
<h3 dir="ltr"><span>Train Employees</span></h3>
<p dir="ltr"><span>Human error remains one of the leading causes of security incidents.</span></p>
<h3 dir="ltr"><span>Partner with Experienced IT Professionals</span></h3>
<p dir="ltr"><span>Reliable technology partners can help businesses navigate emerging trends successfully.</span></p>
<h3 dir="ltr"><span>The Future of IT Services</span></h3>
<p dir="ltr"><span>The future of IT services will be shaped by innovation, automation, artificial intelligence, and cybersecurity advancements.</span></p>
<p dir="ltr"><span>Businesses that embrace these technologies will likely experience:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Greater efficiency</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Stronger security</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved customer experiences</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better decision-making</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increased profitability</span></p>
</li>
</ul>
<p dir="ltr"><span>Technology will continue evolving rapidly, making ongoing adaptation essential for long-term success.</span></p>
<p dir="ltr"><span>Organizations that proactively invest in modern IT strategies position themselves for growth while minimizing operational risks.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Technology is no longer merely a support function—it has become a strategic driver of business success. From cloud computing and cybersecurity to artificial intelligence and automation, today's IT landscape offers countless opportunities for organizations willing to embrace change.</span></p>
<p dir="ltr"><span>Understanding the latest trends helps business owners make informed decisions, reduce risks, improve productivity, and maintain a competitive edge. Whether implementing advanced cybersecurity measures, migrating to the cloud, or leveraging data analytics, businesses that stay ahead of technology trends are better equipped to thrive in an increasingly digital world.</span></p>
<p dir="ltr"><span>Partnering with a trusted provider specializing in IT Service Elk Grove solutions can help organizations navigate these changes confidently while building a secure, scalable, and future-ready technology foundation.</span></p>
<h2 dir="ltr"><span>Frequently Asked Questions (FAQs)</span></h2>
<h3 dir="ltr"><span>1. What are the most important IT service trends for businesses today?</span></h3>
<p dir="ltr"><span>The most important trends include cloud computing, cybersecurity, artificial intelligence, automation, managed IT services, remote work technologies, data analytics, and zero-trust security frameworks.</span></p>
<h3 dir="ltr"><span>2. Why are managed IT services becoming more popular?</span></h3>
<p dir="ltr"><span>Managed IT services provide businesses with access to expert support, proactive monitoring, predictable costs, enhanced security, and reduced downtime without the expense of maintaining a large in-house IT department.</span></p>
<h3 dir="ltr"><span>3. How does cloud computing benefit businesses?</span></h3>
<p dir="ltr"><span>Cloud computing offers scalability, flexibility, remote accessibility, disaster recovery capabilities, improved collaboration, and reduced infrastructure costs.</span></p>
<h3 dir="ltr"><span>4. What is zero-trust security?</span></h3>
<p dir="ltr"><span>Zero-trust security is a cybersecurity model that requires continuous verification of users, devices, and applications before granting access to business resources.</span></p>
<h3 dir="ltr"><span>5. How can artificial intelligence improve IT services?</span></h3>
<p dir="ltr"><span>AI helps automate repetitive tasks, improve cybersecurity, enhance monitoring, predict system failures, provide customer support through chatbots, and generate valuable business insights.</span></p>
<h3 dir="ltr"><span>6. Why is cybersecurity important for small businesses?</span></h3>
<p dir="ltr"><span>Small businesses are common targets for cybercriminals because they often have fewer security resources. Strong cybersecurity protects sensitive data, customer information, and business operations.</span></p>
<h3 dir="ltr"><span>7. What role does automation play in modern IT services?</span></h3>
<p dir="ltr"><span>Automation improves efficiency by handling repetitive tasks such as software updates, system monitoring, ticket management, and employee onboarding processes.</span></p>
<h3 dir="ltr"><span>8. How can bus</span></h3>
<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a3378b0eb51c.jpg" alt=""></p>
<h3 dir="ltr"><span> for future IT trends?</span></h3>
<p dir="ltr"><span>Businesses should regularly assess their technology infrastructure, invest in cybersecurity, adopt cloud solutions, train employees, and partner with experienced IT service providers to stay ahead of evolving technology trends.</span></p>
<h3 dir="ltr"><span>9. What should I look for in an IT service provider?</span></h3>
<p dir="ltr"><span>Look for expertise in cybersecurity, cloud computing, managed services, disaster recovery, strategic consulting, proactive support, and a strong track record of helping businesses achieve their goals.</span></p>
<h3 dir="ltr"><span>10. How does IT Service Elk Grove support business growth?</span></h3>
<p dir="ltr"><span>IT Service Elk Grove providers help businesses improve operational efficiency, strengthen cybersecurity, optimize technology investments, support remote work environments, and implement scalable solutions that support long-term growth.</span></p>]]> </content:encoded>
</item>

<item>
<title>How Shopify Sellers Can Source Better Products from Taobao and Chinese Dropshippers</title>
<link>https://news.bangboxonline.com/How-Shopify-Sellers-Can-Source-Better-Products-from-Taobao-and-Chinese-Dropshippers</link>
<guid>https://news.bangboxonline.com/How-Shopify-Sellers-Can-Source-Better-Products-from-Taobao-and-Chinese-Dropshippers</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="100949" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 09:28:02 +0500</pubDate>
<dc:creator>alexa heles</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p></p>
<p></p>
<p>For many eCommerce sellers, launching a Shopify store is no longer the hardest part. The bigger challenge is finding products that are affordable, reliable, and different enough to stand out in a crowded market. This is why more sellers are exploring Taobao and working with Chinese dropshippers to build a more flexible supply chain.</p>
<p>Taobao is one of China’s largest online marketplaces, offering a wide range of products across fashion, home goods, accessories, electronics, beauty, pet supplies, lifestyle items, and more. For Shopify sellers, it can be a valuable sourcing channel because it provides huge product variety, competitive prices, and access to fast-moving consumer trends.</p>
<p>However, using Taobao for international eCommerce is not always simple. The platform is mainly built for Chinese domestic buyers, so overseas sellers may face language barriers, payment limitations, supplier communication issues, quality risks, and complicated shipping processes. A product may look attractive online, but sellers still need to confirm its quality, stock availability, packaging, and delivery options before selling it to global customers.</p>
<p>This is where professional Chinese dropshippers become useful. Instead of managing multiple suppliers manually, Shopify sellers can work with a China-based dropshipping and fulfillment partner to handle sourcing, quality checks, warehousing, packaging, order processing, and international shipping.</p>
<p>For sellers looking for a<a href="https://blog.buckydrop.com/dropshipping-from-taobao-to-shopify-a-comprehensive-guide/"><span> </span>taobao dropshipping shopify</a><span> </span>solution, the goal should not only be finding cheap products. A stronger strategy is to create a smoother workflow from product discovery to customer delivery. This helps sellers save time, reduce mistakes, and provide a better shopping experience.</p>
<p>A reliable dropshipping partner should support sourcing from multiple Chinese marketplaces, not only Taobao. Platforms such as 1688, Alibaba, AliExpress, Tmall, JD, and Weidian can also provide useful product options. By comparing products across different sources, sellers can find better prices, more stable suppliers, and more suitable products for their niche.</p>
<p>Shopify integration is also important. When orders, tracking numbers, inventory updates, and fulfillment tasks can be managed more automatically, sellers can spend less time on manual work and more time on marketing, product pages, customer service, and brand growth.</p>
<p>BuckyDrop is an all-in-one dropshipping and fulfillment platform designed to help online sellers source products from China and sell through platforms such as Shopify. It helps sellers find products from Taobao and other Chinese marketplaces, manage orders, inspect product quality, customize packaging, and ship products to customers worldwide.</p>
<p>For Shopify sellers who want to move beyond basic dropshipping, BuckyDrop can also support branding services such as custom packaging, private label options, product customization, and print-on-demand. These services help sellers create a more professional customer experience instead of sending generic packages from random suppliers.</p>
<p>Today, customers expect accurate product information, reliable delivery, clear tracking, and better packaging. Because of this, dropshipping is becoming more brand-focused. Sellers who build a real niche, test products carefully, and work with reliable<span> </span><a href="https://blog.buckydrop.com/what-is-the-best-chinese-dropshipping-site/">Chinese dropshippers</a><span> </span>have a better chance of creating a sustainable Shopify business.</p>
<p>In short, Taobao offers strong product opportunities, but it requires the right process to use effectively. With a partner like BuckyDrop, Shopify sellers can simplify sourcing, fulfillment, quality control, and branding while accessing China’s large product supply chain more efficiently.</p>]]> </content:encoded>
</item>

<item>
<title>Smart Water Networks: IoT Flow Monitoring Revolution</title>
<link>https://news.bangboxonline.com/Smart-Water-Networks%3A-IoT-Flow-Monitoring-Revolution</link>
<guid>https://news.bangboxonline.com/Smart-Water-Networks%3A-IoT-Flow-Monitoring-Revolution</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="100949" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 08:54:12 +0500</pubDate>
<dc:creator>Ruiqi Zheng</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal"><span>Water distribution networks face mounting challenges in the modern era. Aging infrastructure, increasing demand, and the need for real-time operational transparency have created an urgent requirement for advanced flow monitoring solutions. Traditional measurement systems often fall short, particularly in remote locations where power infrastructure is limited and data connectivity remains unreliable.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>The Critical Pain Points of Water Network Management</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Municipal water networks and industrial facilities alike struggle with several fundamental challenges. Inaccurate flow measurement leads to revenue loss and resource waste, while the absence of real-time visibility prevents operators from responding quickly to leaks, pressure anomalies, or distribution inefficiencies. In remote monitoring stations, the cost of running power lines can be prohibitive, and conventional meters require frequent manual readings that introduce delays and human error.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Furthermore, water networks increasingly demand bidirectional flow tracking to account for complex distribution patterns and reverse flows. Traditional mechanical meters cannot capture this data with sufficient precision, and many lack the connectivity infrastructure needed for centralized monitoring across geographically dispersed assets.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Electromagnetic Flow Measurement: The Foundation of Modern Water Monitoring</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Electromagnetic flowmeters have emerged as the gold standard for water network applications due to their non-intrusive measurement principle and exceptional accuracy. These devices operate based on Faraday's law of electromagnetic induction: when conductive liquid flows through a magnetic field, it generates an electromotive force proportional to the flow velocity. This fundamental principle enables highly accurate measurement without moving parts that could wear out or create pressure drops.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>The technology's advantages extend beyond basic measurement. Electromagnetic meters can handle bidirectional flow, maintain accuracy across wide flow ranges from 0.1 to 10 m/s, and operate reliably with various water qualities, including those containing suspended solids or varying conductivity levels. Modern implementations achieve measurement accuracy of ±0.5%, ±0.3%, or even ±0.2% under optimized conditions, providing the precision necessary for revenue-grade water metering and resource management.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Battery-Powered Solutions for Remote Water Monitoring</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>One of the most significant innovations addressing water network challenges involves battery-powered electromagnetic flowmeters designed specifically for locations lacking electrical infrastructure. These specialized units integrate high-capacity internal batteries capable of supporting long-term operation without external power sources, making them ideal for remote water monitoring stations, agricultural distribution points, and wilderness conservation areas.</span><span><o:p></o:p></span></p>
<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a336b832ae28.jpg" alt=""></p>
<p class="MsoNormal"><span><o:p> </o:p></span></p>
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<p class="MsoNormal"><span>Kaifeng XinYa Instrument Co., Ltd. has developed battery-powered flowmeter systems with IP68 ingress protection ratings, allowing sensors to be buried underground or operated under up to three meters of water. This submerged reliability proves essential for applications where surface installation is impractical or where flood conditions may occur. The devices incorporate intelligent power management features, including automatic LCD shutdown and low-power dormancy modes, which maximize battery lifespan while maintaining continuous measurement capability.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>To prevent data loss during communication interruptions, these systems store 120 groups of monthly total data internally, capturing forward flow, reverse flow, and net accumulation. This internal data retention ensures that even if wireless connectivity fails temporarily, no measurement information is lost, and operators can retrieve complete historical records once communication is restored.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>IoT Integration and Cloud-Based Visualization</span></b><span><o:p></o:p></span></p>
<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a336bd333435.jpg" alt=""></p>
<p class="MsoNormal"><span><o:p> </o:p></span></p>
<p class="MsoNormal"><span><o:p> </o:p></span></p>
<p class="MsoNormal"><span>The true transformation in water network monitoring comes from integrating precision flow measurement with Internet of Things connectivity and cloud-based data platforms. Modern electromagnetic flowmeter systems support multiple communication protocols including RS485, RS232, GPRS, Bluetooth, and WiFi in both STA and AP modes, enabling flexible deployment across diverse infrastructure environments.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Kaifeng XinYa Instrument Co., Ltd. has developed an Instrument IoT Big Data Platform that centralizes device management and provides real-time data analytics for water network operators. The platform receives flow data from distributed measurement points and presents it through web-based dashboards accessible from any location. With a default data refresh rate of five seconds and 60-point historical curve tracking, operators gain unprecedented operational transparency.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>This cloud-based approach enables multiple critical capabilities. Operators can identify leaks through abnormal flow patterns, optimize pressure management across distribution zones, and generate comprehensive reports for regulatory compliance and revenue accounting. The platform supports RESTful API integration via HTTP GET and POST requests with JSON data format, allowing water utilities to incorporate flow data into existing SCADA systems or enterprise resource planning platforms.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Multi-Output Flexibility for Diverse System Integration</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Water network monitoring often requires integration with various control systems, local displays, and billing infrastructure. Advanced electromagnetic flowmeters provide simultaneous multi-output interfaces including 4-20mA analog signals, frequency outputs, and pulse signals. This flexibility ensures compatibility with programmable logic controllers, distributed control systems, and local totalizer counters without requiring signal conversion hardware.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>The 4-20mA output follows industry standards for process control integration, while pulse outputs support direct connection to mechanical or electronic totalizers for local flow accumulation. Frequency outputs enable precise flow rate transmission to recording devices or control systems. Additionally, MODBUS-RTU protocol compliance ensures seamless communication with standard industrial networks.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Self-Diagnostic Intelligence and Reliability</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Modern water network monitoring systems must minimize downtime and enable rapid troubleshooting when issues occur. Advanced electromagnetic flowmeters incorporate self-diagnostic capabilities that automatically detect common problems including empty pipe conditions, excitation circuit breaks, and flow range overflows. These diagnostic functions generate immediate alarms transmitted through the IoT platform, allowing maintenance teams to respond proactively before minor issues escalate into system failures.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>The square wave pulse excitation technology employed in high-performance systems ensures zero-point stability across diverse water qualities and temperature ranges. Variable frequency, bidirectional constant current drive systems for excitation coils maintain measurement accuracy even as electrical conditions fluctuate. Surface Mount Technology circuit board construction enhances reliability in harsh environmental conditions, while factory-calibrated replacement boards enable zero accuracy loss during maintenance procedures.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Heat Measurement Applications in District Heating Networks</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Beyond simple flow measurement, electromagnetic flowmeter technology enables heat measurement in district heating networks when combined with temperature sensing. By measuring flow rate and calculating enthalpy difference (Δh) based on supply and return temperatures, systems can accurately determine thermal energy delivery in accordance with the CJ128-2007 industry standard for heat measurement calculations.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>This integrated capability proves particularly valuable for municipal heating utilities that require both flow accuracy and thermal energy accounting for billing purposes. Battery-powered units with heat measurement functionality can be deployed at individual building connection points, providing granular energy consumption data without the infrastructure cost of hardwired installations.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>The Future of Water Network Intelligence</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>As water networks evolve toward fully intelligent operations, the integration of precision electromagnetic flow measurement with IoT connectivity and cloud-based analytics represents the foundation for next-generation resource management. Real-time visibility across distribution networks enables predictive maintenance, optimized pressure control, and rapid leak detection that collectively reduce non-revenue water losses and operational costs.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>The combination of battery-powered deployment flexibility, IP68 environmental protection, multi-protocol communication support, and cloud platform integration addresses the complete spectrum of water network monitoring challenges. From remote agricultural applications to complex municipal distribution systems, modern electromagnetic flowmeter technology provides the accuracy, reliability, and connectivity required for effective water resource management in an increasingly data-driven operational environment.</span><span><o:p></o:p></span></p>]]> </content:encoded>
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<title>Commercial and residential painting services</title>
<link>https://news.bangboxonline.com/Commercial-and-residential-painting-services</link>
<guid>https://news.bangboxonline.com/Commercial-and-residential-painting-services</guid>
<description><![CDATA[ Vancouver Painters BC - Celestial Painting offers professional painting services in Vancouver BC, including commercial and residential painting services. ]]></description>
<enclosure url="" length="100949" type="image/jpeg"/>
<pubDate>Thu, 18 Jun 2026 02:03:59 +0500</pubDate>
<dc:creator>Celestialpainting</dc:creator>
<media:keywords>Commercial and residential painting services</media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr"><span>Professional Painting Services in Vancouver for Residential and Commercial Properties</span></h2>
<p dir="ltr"><span>A fresh coat of paint can completely transform the appearance, feel, and value of any property. Whether you are planning to upgrade your home interiors, refresh your building exterior, or improve your business space, choosing reliable </span><span>painting services in Vancouver</span><span> is essential for achieving long-lasting and visually appealing results. Professional painters bring the right combination of experience, high-quality materials, and advanced techniques that ensure every project is completed efficiently and beautifully.</span></p>
<p dir="ltr"><span>Property owners across Vancouver understand that painting is not just about aesthetics — it also plays a crucial role in protecting surfaces from moisture, wear, and environmental damage. With expert guidance and professional execution, painting becomes a smart investment that enhances comfort, durability, and property value.</span><span><br><br></span></p>
<h2 dir="ltr"><span>Why Hiring a Professional Vancouver Painter Matters</span></h2>
<p dir="ltr"><span>Working with an experienced Vancouver painter ensures that your painting project is handled with attention to detail and industry best practices. Professional painters begin by assessing the condition of walls, ceilings, and exterior surfaces to identify necessary repairs and preparation work. Proper surface preparation, including sanding, filling cracks, priming, and cleaning, is key to achieving a flawless and long-lasting finish.</span></p>
<p dir="ltr"><span>In addition, professionals understand how Vancouver’s climate can affect paint performance. They recommend suitable paint types and coatings that can withstand rain, humidity, and temperature fluctuations. By hiring skilled experts from trusted </span><a href="https://celestialpainting.com/"><span>Painting services in Vancouver</span></a><span>, property owners can avoid common issues such as peeling paint, uneven finishes, or premature fading.</span><span><br><br></span></p>
<h2 dir="ltr"><span>Comprehensive Residential Painting Services Vancouver</span></h2>
<p dir="ltr"><span>Homeowners looking to improve their living spaces can benefit greatly from professional </span><span>painting services Vancouver</span><span> that focus on both interior and exterior transformations. Interior painting allows homeowners to create personalized environments that reflect their style while improving comfort and visual harmony. From living rooms and bedrooms to kitchens and hallways, expert painters ensure smooth finishes and clean edges that elevate the overall ambience of a home.</span></p>
<p dir="ltr"><span>Exterior residential painting is equally important. It not only enhances curb appeal but also protects the structure from weather-related damage. High-quality exterior coatings act as a barrier against moisture penetration, UV exposure, and surface deterioration. This helps extend the lifespan of siding, trim, and other architectural elements while reducing long-term maintenance costs.</span></p>
<p dir="ltr"><span>Professional painters also offer colour consultation services to help homeowners choose shades that complement lighting conditions, interior décor, and neighborhood aesthetics. The result is a well-coordinated and visually appealing home that stands out for all the right reasons.</span><span><br><br></span></p>
<h2 dir="ltr"><span>Trusted Painting Company Vancouver for Commercial Spaces</span></h2>
<p dir="ltr"><span>Businesses require painting solutions that balance aesthetics with functionality. A reputable </span><a href="https://celestialpainting.com/"><span>Painting company Vancouver</span></a><span> understands the importance of completing projects on schedule while maintaining high quality standards. Commercial painting services are designed to minimize disruptions to daily operations while delivering impressive visual upgrades.</span></p>
<p dir="ltr"><span>From office buildings and retail stores to warehouses and hospitality venues, commercial painters have the expertise to manage projects of all sizes. They use durable coatings suited for high-traffic environments and industrial conditions. These protective finishes help maintain a clean and professional appearance while improving safety and longevity.</span></p>
<p dir="ltr"><span>A well-painted commercial property also contributes to brand perception. Customers and clients are more likely to trust and engage with businesses that maintain clean, modern, and welcoming spaces. By investing in professional painting, business owners can create environments that enhance productivity, employee satisfaction, and customer experience.</span><span><br><br></span></p>
<h2 dir="ltr"><span>Commercial and Residential Painting Services for Every Need</span></h2>
<p dir="ltr"><span>Choosing experts in </span><span>commercial and residential painting services</span><span> provides flexibility and convenience for property owners who manage multiple spaces. Whether it is a small apartment repainting project or a full-scale commercial renovation, professional painters follow structured workflows that ensure consistency and quality.</span></p>
<p dir="ltr"><span>Modern painting companies use advanced tools such as spray equipment, eco-friendly paints, and innovative surface treatments that improve efficiency and results. They also follow strict safety protocols and quality checks throughout the process. Clients benefit from clear communication, accurate timelines, and transparent pricing that make the entire experience smooth and stress-free.</span></p>
<p dir="ltr"><span>Additionally, professional painters focus on maintaining cleanliness during and after the project. Proper masking, drop cloth usage, and post-project cleanup ensure that properties remain functional and tidy. This attention to detail reflects a commitment to customer satisfaction and professional excellence.</span><span><br><br></span></p>
<h2 dir="ltr"><span>Benefits of Hiring Professional Painters Vancouver</span></h2>
<p dir="ltr"><span>There are numerous advantages to working with experienced </span><span>professional painters Vancouver</span><span> who understand the technical and aesthetic aspects of painting. First, they save property owners valuable time by managing every stage of the project efficiently. Second, they deliver superior workmanship that reduces the need for frequent repainting or repairs.</span></p>
<p dir="ltr"><span>Professional painters also have access to premium paint brands and finishes that are not always available to the general public. These high-quality products provide better coverage, durability, and colour retention. Furthermore, experts stay updated with the latest trends and techniques, helping clients achieve modern and stylish results that align with current design preferences.</span></p>
<p dir="ltr"><span>Another key benefit is safety. Painting projects, especially exterior or large commercial jobs, can involve working at heights or handling specialized equipment. Professionals are trained to manage these risks effectively, ensuring both worker and property safety.</span><span><br><br></span></p>
<h2 dir="ltr"><span>Transform Your Property with Expert Painting in Vancouver</span></h2>
<p dir="ltr"><span>Investing in high-quality </span><span>painting in Vancouver</span><span> is one of the most effective ways to enhance both residential and commercial properties. Whether you want to create a cozy home atmosphere, modernize your workspace, or improve building protection, professional painting services offer reliable solutions tailored to your goals.</span></p>
<p dir="ltr"><span>By choosing a trusted team specializing in </span><a href="https://celestialpainting.com/"><span>Commercial and residential painting</span></a><span>, property owners gain access to skilled craftsmanship, efficient project management, and long-lasting finishes. The combination of technical expertise, premium materials, and customer-focused service ensures results that not only look impressive but also stand the test of time.</span></p>
<p dir="ltr"><span>Ultimately, professional painting is more than a cosmetic upgrade — it is a strategic investment in comfort, durability, and property value. With the right painters, every project becomes an opportunity to transform spaces into vibrant, functional, and inspiring environments.</span></p>]]> </content:encoded>
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<title>Where Can Property Owners Find Reliable Painting Solutions?</title>
<link>https://news.bangboxonline.com/where-can-property-owners-find-reliable-painting-solutions</link>
<guid>https://news.bangboxonline.com/where-can-property-owners-find-reliable-painting-solutions</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32e52a5dfb1.jpg" length="57322" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 23:19:40 +0500</pubDate>
<dc:creator>Tim Pratt</dc:creator>
<media:keywords>Commercial Painting Services, Affordable Home Painting Services Near Me, Best Painting Services</media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr"><span>Introduction</span></h2>
<p dir="ltr"><span>Painting is one of the most effective ways to improve the appearance and condition of residential and commercial properties. A professionally painted property creates a clean and welcoming environment while helping protect surfaces from daily wear and environmental exposure. Whether updating a home or maintaining a business facility, quality painting delivers long-term benefits.</span></p>
<p dir="ltr"><span>Many property owners focus on color selection, but successful painting projects require much more than choosing attractive shades. Surface preparation, repairs, product selection, and proper application techniques all contribute to the final result. These steps help ensure durability and visual appeal.</span></p>
<p dir="ltr"><span>Modern paint products provide advanced protection against moisture, fading, stains, and everyday damage. Property owners can choose finishes that complement architectural styles while supporting easier maintenance. Quality coatings help preserve surfaces and improve overall property value.</span></p>
<p dir="ltr"><span>Professional painters bring experience and technical knowledge that contribute to successful outcomes. Their expertise allows them to identify potential concerns and implement effective solutions before problems develop. Understanding where to find reliable painting solutions helps property owners make informed decisions that support both appearance and long-term maintenance goals.</span></p>
<h2 dir="ltr"><span>Professional Benefits of Commercial Painting Services in Virginia</span></h2>
<p dir="ltr"><span>Businesses often depend on </span><strong><a href="https://woodbridgepainting.net/">Commercial Painting Services Virginia</a></strong><span> to maintain attractive and professional environments. A well-painted commercial property creates a positive impression on customers, employees, and visitors while helping reinforce a company's image and reputation.</span></p>
<p dir="ltr"><span>Commercial painting projects require careful planning and efficient execution. Professional painters understand how to work around operational schedules while minimizing disruptions to business activities. Their experience helps ensure projects remain organized and productive.</span></p>
<p dir="ltr"><span>Professional painting teams also use durable products designed specifically for commercial settings. These coatings withstand heavy traffic and frequent use while maintaining their appearance. Proper preparation further enhances durability and long-term performance.</span></p>
<p dir="ltr"><span>Investing in commercial painting supports property maintenance goals and contributes to a more appealing workplace. Attractive facilities help businesses protect valuable assets while creating positive experiences for everyone who enters the property.</span></p>
<h2 dir="ltr"><span>Where Should Homeowners Look for Quality Painting Professionals?</span></h2>
<p dir="ltr"><span>Homeowners seeking quality painting services should focus on experience, reliability, and workmanship. Professional painters offer valuable expertise that helps ensure projects are completed correctly from start to finish. Their knowledge supports durable and attractive results.</span></p>
<p dir="ltr"><span>A reputable painting company begins by evaluating the property's condition and discussing project goals with the homeowner. This assessment helps identify preparation requirements and establish a plan tailored to the property's needs. Proper planning contributes significantly to project success.</span></p>
<p dir="ltr"><span>Professional painters also provide recommendations regarding colors, finishes, and maintenance strategies. Their guidance helps homeowners make informed decisions that improve both appearance and long-term performance. Expert advice often prevents costly mistakes.</span></p>
<p dir="ltr"><span>Choosing experienced professionals allows homeowners to enjoy greater confidence throughout the project. Reliable service and attention to detail help create finishes that remain beautiful and durable for years.</span></p>
<h2 dir="ltr"><span>Advantages of Affordable Home Painting Services Near Me</span></h2>
<p dir="ltr"><span>Many property owners search for </span><strong><a href="https://woodbridgepainting.net/about-us/">Affordable Home Painting Services Near Me</a></strong><span> because they want excellent results while managing project costs. Affordable painting does not mean sacrificing quality when experienced professionals use efficient methods and proven techniques.</span></p>
<p dir="ltr"><span>Professional painters help homeowners maximize value by recommending suitable products and practical solutions. Their expertise allows them to balance durability, appearance, and budget considerations. Careful planning contributes to cost-effective results.</span></p>
<p dir="ltr"><span>Affordable painting services also save homeowners time and effort. Experienced teams manage preparation, painting, and cleanup while maintaining quality standards throughout the project. This convenience improves the overall customer experience.</span></p>
<p dir="ltr"><span>By choosing affordable professional painting services, homeowners can enhance both interior and exterior spaces while protecting valuable surfaces. Attractive finishes and reliable workmanship contribute to long-term property care and satisfaction.</span></p>
<h2 dir="ltr"><span>Why Does Professional Painting Deliver Better Long-Term Results?</span></h2>
<p dir="ltr"><span>Professional painting delivers lasting results because experienced painters understand every aspect of the process. Their expertise helps ensure surfaces are prepared correctly and products are selected according to specific project requirements. These factors influence both durability and appearance.</span></p>
<p dir="ltr"><span>Preparation remains one of the most important stages of painting. Professional painters clean surfaces, repair imperfections, and apply primers when needed. These steps improve adhesion and help create a smooth, durable finish.</span></p>
<p dir="ltr"><span>Experienced painters also understand how environmental conditions affect paint performance. Their recommendations help property owners choose products that withstand local weather conditions and daily use. Proper product selection contributes to longevity.</span></p>
<p dir="ltr"><span>Attention to detail during application further improves results. Consistent coverage and professional techniques help create attractive finishes that remain in excellent condition while requiring less maintenance over time.</span></p>
<h2 dir="ltr"><span>Benefits of Choosing the Best Painting Services in Woodbridge</span></h2>
<p dir="ltr"><span>Property owners often rely on </span><a href="https://woodbridgepainting.net/"><span><strong>Best Painting Services in Woodbridge</strong></span></a><span> because experienced professionals provide dependable workmanship and customer-focused service. Their commitment to quality helps ensure projects meet high standards from beginning to end.</span></p>
<p dir="ltr"><span>Professional painters begin each project with a detailed assessment of surfaces and project requirements. This planning process helps create customized solutions that align with customer expectations. Effective communication supports successful outcomes.</span></p>
<p dir="ltr"><span>Quality painting services emphasize preparation, product selection, and application techniques that improve durability and appearance. Every stage of the project receives careful attention to ensure reliable performance and attractive finishes.</span></p>
<p dir="ltr"><span>Choosing trusted painting professionals helps homeowners and business owners achieve lasting improvements while reducing future maintenance concerns. Quality workmanship remains one of the most valuable aspects of any painting investment.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Professional painting remains one of the most practical and effective methods for improving residential and commercial properties. Quality workmanship enhances appearance while helping protect surfaces from environmental exposure and everyday wear. Proper preparation and expert application continue to play essential roles in achieving dependable results.</span></p>
<p dir="ltr"><span>Modern painting solutions provide durability, flexibility, and aesthetic value that support a wide range of property styles. Carefully selected finishes help create attractive environments while contributing to easier maintenance and long-term performance. These advantages often increase property value and owner satisfaction.</span></p>
<p dir="ltr"><span>Experienced painting professionals bring technical expertise and attention to detail that support successful project outcomes. Their knowledge helps ensure every phase of the painting process is completed according to high standards. Professional guidance also simplifies important decisions regarding products and planning.</span></p>
<p dir="ltr"><span>Whether maintaining a family home or updating a commercial property, professional painting services continue to provide meaningful benefits. Durable finishes, quality materials, and skilled workmanship help property owners enjoy long-lasting protection and enhanced visual appeal.</span></p>]]> </content:encoded>
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<title>Cold Climate Air Source Heat Pump Market Forecast: Growing Consumer Awareness of Carbon Reduction Benefits</title>
<link>https://news.bangboxonline.com/cold-climate-air-source-heat-pump-market-forecast-growing-consumer-awareness-of-carbon-reduction-benefits</link>
<guid>https://news.bangboxonline.com/cold-climate-air-source-heat-pump-market-forecast-growing-consumer-awareness-of-carbon-reduction-benefits</guid>
<description><![CDATA[ Cold Climate Air Source Heat Pump Market is expected to grow at 10.5% CAGR from 2026 to 2032, from USD 072 billion to USD 1.46 Billion. ]]></description>
<enclosure url="" length="57322" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 23:18:45 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<div class="qMYqUG_convSearchResultHighlightRoot">
<div class="" data-turn-id-container="request-6a2acd01-771c-83e8-98b8-d278b5fa25d0-19" data-is-intersecting="true">
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<div class="min-h-8 text-message relative flex w-full flex-col items-end gap-2 text-start break-words whitespace-normal outline-none keyboard-focused:focus-ring [.text-message+&amp;]:mt-1" dir="auto" data-message-author-role="assistant" data-message-id="d86f58d0-b648-4c16-8754-036cb0207585" data-turn-start-message="true" data-message-model-slug="gpt-5-5" tabindex="0">
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<div class="markdown prose dark:prose-invert wrap-break-word w-full dark markdown-new-styling">
<h1 data-section-id="1td3p2p" data-start="0" data-end="123"><strong data-start="2" data-end="123"><a href="https://www.stellarmr.com/report/Cold-climate-Air-Source-Heat-Pump-Market/1532">Cold Climate Air Source Heat Pump Market</a>: Accelerating Energy-Efficient Heating Solutions in Harsh Weather Conditions</strong></h1>
<p data-start="125" data-end="700">The global<span> </span><strong data-start="136" data-end="189">Cold Climate Air Source Heat Pump (CCASHP) Market</strong><span> </span>is experiencing strong growth as governments, businesses, and homeowners increasingly seek energy-efficient and environmentally friendly heating solutions. Cold climate air source heat pumps are advanced heating systems specifically designed to operate efficiently in regions that experience extremely low temperatures. Unlike conventional heating systems that rely on fossil fuels, these heat pumps extract heat from outdoor air and transfer it indoors, providing reliable heating even in sub-zero conditions.</p>
<p data-start="702" data-end="1054">Growing concerns about climate change, rising energy costs, and the global transition toward low-carbon technologies are driving demand for cold climate heat pump systems. As countries strengthen energy efficiency regulations and promote renewable energy adoption, the market is expected to witness significant expansion throughout the forecast period.</p>
<h2 data-section-id="16k1c3u" data-start="1056" data-end="1111"><strong data-start="1059" data-end="1111">Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Cold-climate-Air-Source-Heat-Pump-Market/1532">https://www.stellarmr.com/report/req_sample/Cold-climate-Air-Source-Heat-Pump-Market/1532</a> <br></strong></h2>
<h2 data-section-id="16k1c3u" data-start="1056" data-end="1111"><strong data-start="1059" data-end="1111">Understanding Cold Climate Air Source Heat Pumps</strong></h2>
<p data-start="1113" data-end="1561">Cold climate air source heat pumps are specialized HVAC systems engineered to maintain high heating performance in cold environments. Traditional air source heat pumps often lose efficiency when outdoor temperatures drop significantly. However, modern cold climate models utilize advanced compressors, enhanced refrigerants, variable-speed technologies, and optimized heat exchangers to deliver efficient operation even at temperatures below -20°C.</p>
<p data-start="1563" data-end="1890">These systems can provide both heating and cooling functions, making them versatile solutions for residential, commercial, and institutional buildings. By reducing dependence on conventional heating fuels such as oil, propane, and natural gas, cold climate heat pumps help lower energy consumption and greenhouse gas emissions.</p>
<p data-start="1892" data-end="2036">Their ability to provide year-round comfort while improving energy efficiency has made them increasingly attractive across cold-weather regions.</p>
<h2 data-section-id="1404vf4" data-start="2038" data-end="2078"><strong data-start="2041" data-end="2078">Key Factors Driving Market Growth</strong></h2>
<p data-start="2080" data-end="2454">One of the primary drivers of the cold climate air source heat pump market is the growing emphasis on decarbonization. Governments worldwide are implementing policies aimed at reducing carbon emissions from buildings, which account for a substantial share of global energy consumption. Heat pumps are viewed as a critical technology for achieving these sustainability goals.</p>
<p data-start="2456" data-end="2771">Rising energy prices are another significant growth factor. Homeowners and businesses are seeking alternatives that can lower heating costs while maintaining comfort. Cold climate heat pumps offer substantial energy savings compared to conventional electric resistance heating systems and fossil fuel-based boilers.</p>
<p data-start="2773" data-end="3006">Government incentives, tax credits, and rebate programs are also supporting market adoption. Many countries provide financial assistance for heat pump installations as part of broader clean energy and building efficiency initiatives.</p>
<p data-start="3008" data-end="3193">Additionally, growing awareness regarding indoor comfort, environmental sustainability, and long-term energy savings is encouraging consumers to invest in advanced heating technologies.</p>
<h2 data-section-id="1dr4gy4" data-start="3195" data-end="3253"><strong data-start="3198" data-end="3253">Technological Innovations Transforming the Industry</strong></h2>
<p data-start="3255" data-end="3525">Continuous technological advancements are significantly enhancing the performance of cold climate air source heat pumps. Variable-speed inverter compressors allow systems to adjust heating output according to demand, improving efficiency and reducing energy consumption.</p>
<p data-start="3527" data-end="3798">Advanced refrigerant technologies are enabling better performance at extremely low temperatures while reducing environmental impact. Manufacturers are increasingly adopting low-global-warming-potential (GWP) refrigerants to comply with evolving environmental regulations.</p>
<p data-start="3800" data-end="4021">Smart controls and connectivity features are becoming standard across modern heat pump systems. Homeowners can remotely monitor and adjust system performance using mobile applications, optimizing comfort and energy usage.</p>
<p data-start="4023" data-end="4302">Artificial intelligence and machine learning technologies are also being integrated into HVAC systems to improve predictive maintenance, energy management, and operational efficiency. These innovations help reduce system downtime while maximizing performance throughout the year.</p>
<h2 data-section-id="1b41irx" data-start="4304" data-end="4339"><strong data-start="4307" data-end="4339">Market Segmentation Analysis</strong></h2>
<p data-start="4341" data-end="4461">The cold climate air source heat pump market can be segmented based on type, application, capacity, and end-user sector.</p>
<p data-start="4463" data-end="4734">By type, ducted heat pump systems account for a significant market share due to their ability to provide whole-building heating and cooling. Ductless mini-split systems are also gaining popularity because of their flexible installation options and high energy efficiency.</p>
<p data-start="4736" data-end="4982">Based on application, residential buildings represent the largest market segment. Increasing consumer demand for energy-efficient home heating solutions continues to drive adoption across single-family homes and multi-family housing developments.</p>
<p data-start="4984" data-end="5248">Commercial applications are also expanding rapidly. Office buildings, educational institutions, healthcare facilities, hotels, and retail establishments are increasingly adopting cold climate heat pumps to reduce operating costs and achieve sustainability targets.</p>
<p data-start="5250" data-end="5399">Industrial and institutional sectors are emerging as additional growth areas as organizations seek cleaner heating alternatives for large facilities.</p>
<h2 data-section-id="1tvwjx9" data-start="5401" data-end="5431"><strong data-start="5404" data-end="5431">Regional Market Outlook</strong></h2>
<p data-start="5433" data-end="5797">North America represents one of the largest markets for cold climate air source heat pumps. The United States and Canada are witnessing increasing adoption due to supportive government policies, rising energy costs, and growing awareness of energy-efficient technologies. Northern states and provinces with harsh winter climates are particularly important markets.</p>
<p data-start="5799" data-end="6050">Europe continues to lead global heat pump adoption. Countries such as Norway, Sweden, Finland, Germany, and France have implemented ambitious climate policies and building efficiency standards that encourage widespread deployment of heat pump systems.</p>
<p data-start="6052" data-end="6327">The Asia-Pacific region is expected to experience strong growth during the forecast period. Increasing urbanization, rising energy demand, and government initiatives promoting energy-efficient buildings are driving adoption in countries such as China, Japan, and South Korea.</p>
<p data-start="6329" data-end="6493">Emerging markets are also showing growing interest as energy efficiency becomes a key priority for infrastructure development and residential construction projects.</p>
<h2 data-section-id="178pgxt" data-start="6495" data-end="6523"><strong data-start="6498" data-end="6523">Competitive Landscape</strong></h2>
<p data-start="6525" data-end="6842">The market is highly competitive, with leading HVAC manufacturers investing heavily in research and development to improve product performance and efficiency. Companies are focusing on advanced compressor technologies, environmentally friendly refrigerants, smart controls, and integrated energy management solutions.</p>
<p data-start="6844" data-end="7152">Strategic partnerships with utility providers, government agencies, and construction companies are helping manufacturers expand market reach and accelerate adoption. Product innovation remains a key differentiator as companies compete to offer higher efficiency ratings and superior cold-weather performance.</p>
<h2 data-section-id="16k1c3u" data-start="1056" data-end="1111"><strong data-start="1059" data-end="1111">Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Cold-climate-Air-Source-Heat-Pump-Market/1532">https://www.stellarmr.com/report/req_sample/Cold-climate-Air-Source-Heat-Pump-Market/1532</a> <br></strong></h2>
<h2 data-section-id="1k8588c" data-start="7154" data-end="7189"><strong data-start="7157" data-end="7189">Challenges Facing the Market</strong></h2>
<p data-start="7191" data-end="7411">Despite strong growth potential, the market faces several challenges. High upfront installation costs remain a barrier for some consumers, particularly in regions where traditional heating systems are deeply established.</p>
<p data-start="7413" data-end="7653">Performance concerns in extremely cold climates may still affect adoption, although technological advancements continue to improve reliability and efficiency. Retrofitting older buildings can also present technical and financial challenges.</p>
<p data-start="7655" data-end="7789">Additionally, workforce shortages and limited availability of trained HVAC technicians may slow installation rates in certain regions.</p>
<h2 data-section-id="1lg6x0p" data-start="7791" data-end="7812"><strong data-start="7794" data-end="7812">Future Outlook</strong></h2>
<p data-start="7814" data-end="8034">The future of the Cold Climate Air Source Heat Pump Market appears highly promising. Increasing emphasis on energy efficiency, carbon reduction, and renewable heating technologies will continue to drive demand worldwide.</p>
<p data-start="8036" data-end="8368">Advancements in compressor design, refrigerants, smart controls, and system integration will further enhance performance and affordability. As governments strengthen climate commitments and consumers seek sustainable heating solutions, cold climate heat pumps are expected to become a cornerstone of modern building heating systems.</p>
<p data-start="8370" data-end="8610" data-is-last-node="" data-is-only-node="">With growing investments in clean energy infrastructure and building electrification, the market is well-positioned for long-term growth, playing a crucial role in the global transition toward a more sustainable and energy-efficient future.</p>
</div>
</div>
</div>
</div>
<div class="z-0 flex min-h-[46px] justify-start"> </div>
<div class="mt-3 w-full empty:hidden"> </div>
</div>
</div>
</section>
</div>
</div>
<div class="pointer-events-none -mt-px h-px translate-y-[calc(var(--scroll-root-safe-area-inset-bottom)-14*var(--spacing))]"> </div>
<h1 data-section-id="16p3qjy" data-start="0" data-end="108"><strong style="font-size: 11px;">About Stellar Market Research:</strong></h1>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
<p>3rd Floor, Navale IT Park, Phase 2</p>
<p>Pune Banglore Highway, Narhe,</p>
<p>Pune, Maharashtra 411041, India</p>
<p><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong></p>
<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
</item>

<item>
<title>The Essential Role of Excavation and Septic Planning in Successful Property Development</title>
<link>https://news.bangboxonline.com/the-essential-role-of-excavation-and-septic-planning-in-successful-property-development-71708</link>
<guid>https://news.bangboxonline.com/the-essential-role-of-excavation-and-septic-planning-in-successful-property-development-71708</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="57322" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 23:01:07 +0500</pubDate>
<dc:creator>Khanu Ji</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><span>Whether you’re building a new home in a rural area or upgrading an existing property, the groundwork beneath your feet determines the long-term stability, safety, and functionality of everything above it. Excavation and septic system installation are often overlooked until problems arise—but by then, they can become expensive and complicated to fix.</span></p>
<p><span>Understanding how proper site preparation and wastewater management work together is key to avoiding delays, structural issues, and environmental concerns. This article explores why professional excavation and septic services matter, what goes into a well-executed project, and how property owners can make informed decisions from the start.</span></p>
<h2><span>Why Excavation Is the Foundation of Every Strong Build</span></h2>
<p><span>Excavation is far more than digging a hole. It’s a precise process that prepares land for construction by shaping the terrain, ensuring proper drainage, and creating a stable base for foundations, utilities, driveways, and septic systems.</span></p>
<p><span>When done correctly, excavation helps prevent long-term issues such as:</span></p>
<ul>
<li>
<p><span>Foundation shifting or cracking due to unstable soil</span></p>
</li>
<li>
<p><span>Water pooling around structures</span></p>
</li>
<li>
<p><span>Improper grading that leads to erosion</span></p>
</li>
<li>
<p><span>Damage to underground utilities or piping</span></p>
</li>
</ul>
<p><span>Professional excavation teams evaluate soil composition, slope, and moisture levels before beginning work. This ensures the land is not only workable but optimized for whatever structure will be built on it. In rural and semi-rural areas, where terrain can vary widely even within a single property, this step is especially critical.</span></p>
<p><span>A poorly prepared site may not show problems immediately—but over time, it can compromise the entire investment.</span></p>
<h2><span>Septic Systems: A Critical Piece of Rural Infrastructure</span></h2>
<p><span>For properties not connected to municipal sewer systems, septic installations are essential. A properly designed septic system safely processes household wastewater and returns treated effluent to the ground without harming the surrounding environment.</span></p>
<p><span>However, septic systems are highly sensitive to placement and installation quality. Factors such as soil absorption rate, groundwater level, and property size all influence system design. If these elements are ignored or miscalculated, homeowners may face backups, foul odors, contamination risks, or costly replacements.</span></p>
<p><span>A successful septic installation requires coordination between excavation professionals, soil testers, and system designers. This ensures the tank and drain field are placed in optimal conditions for long-term performance.</span></p>
<p><span>Routine maintenance also plays a role, but even the best-maintained system will fail prematurely if it wasn’t installed correctly in the first place.</span></p>
<h2><span>Professional Site Work Makes the Difference</span></h2>
<p><span>Choosing experienced professionals for excavation and septic installation can significantly reduce risks and improve efficiency. Proper equipment, technical knowledge, and field experience allow contractors to anticipate challenges before they become problems.</span></p>
<p><span>For example, unexpected rock formations, high water tables, or uneven bedrock can all disrupt a project. Skilled operators adjust excavation plans in real time, ensuring the site remains suitable for construction without unnecessary delays or damage.</span></p>
<p><span>If you’re planning a residential or commercial project and want a clearer understanding of what professional site preparation looks like, it helps to </span><strong><a href="https://weaverexcavating.net/">visit Weaver Excavating &amp; Septic</a></strong><span><strong> </strong>for context on how these services are typically handled in real-world projects. Companies like this demonstrate how excavation and septic work are integrated into a seamless process—from initial land clearing to final system installation.</span></p>
<p><span>Seeing how professionals coordinate these steps can help property owners better understand timelines, costs, and what to expect during development.</span></p>
<h2><span>Common Challenges in Excavation and Septic Projects</span></h2>
<p><span>Even well-planned projects can encounter obstacles. Being aware of these challenges ahead of time helps property owners prepare and avoid unnecessary setbacks.</span></p>
<p><span>Some of the most common issues include:</span></p>
<ul>
<li>
<p><strong>Poor soil conditions:</strong><span><strong> </strong>Clay-heavy or overly sandy soils may require additional engineering.</span></p>
</li>
<li>
<p><strong>Drainage problems:</strong><span><strong> </strong>Improper grading can lead to water accumulation around foundations or drain fields.</span></p>
</li>
<li>
<p><strong>Underground obstructions:</strong><span><strong> </strong>Rocks, roots, or old structures can slow excavation work.</span></p>
</li>
<li>
<p><strong>Permit and regulation delays:</strong><span><strong> </strong>Local codes often require inspections and approvals before installation.</span></p>
</li>
<li>
<p><strong>Weather disruptions:</strong><span><strong> </strong>Heavy rain or freezing conditions can halt progress and affect soil stability.</span></p>
</li>
</ul>
<p><span>Addressing these factors early in the planning stage can save both time and money. In many cases, a thorough site evaluation before breaking ground is the most cost-effective step in the entire project.</span></p>
<h2><span>How Property Owners Can Prepare for a Smooth Project</span></h2>
<p><span>While excavation and septic installation are handled by professionals, property owners still play an important role in ensuring the project runs smoothly. Preparation and communication go a long way in avoiding misunderstandings or delays.</span></p>
<p><span>Here are a few practical steps to take:</span></p>
<ol>
<li>
<p><span>Get a site evaluation early</span><span> – Understand soil conditions and layout options before finalizing plans.</span></p>
</li>
<li>
<p><span>Confirm property boundaries</span><span> – Avoid disputes or accidental encroachment issues.</span></p>
</li>
<li>
<p><span>Check local regulations</span><span> – Permits and inspections may be required before excavation begins.</span></p>
</li>
<li>
<p><span>Plan for access routes</span><span> – Heavy equipment needs clear entry points to the site.</span></p>
</li>
<li>
<p><span>Discuss long-term usage needs</span><span> – Future expansions or additional buildings may affect septic design.</span></p>
</li>
</ol>
<p><span>By taking these steps, property owners can better align expectations with contractors and ensure the project progresses efficiently from start to finish.</span></p>
<h2><span>Building with Confidence from the Ground Up</span></h2>
<p><span>Excavation and septic system installation form the backbone of many residential and commercial developments, especially in areas without municipal infrastructure. When these systems are designed and installed correctly, they provide decades of reliable performance with minimal issues.</span></p>
<p><span>Cutting corners during the early stages of construction often leads to expensive corrections later. That’s why working with experienced professionals, investing in proper site evaluation, and understanding the process are all essential parts of responsible property development.</span></p>
<p><span>From grading land to installing wastewater systems, every step matters. A strong foundation—both literal and environmental—starts with informed planning and skilled execution.</span></p>]]> </content:encoded>
</item>

<item>
<title>The Essential Role of Excavation and Septic Planning in Successful Property Development</title>
<link>https://news.bangboxonline.com/the-essential-role-of-excavation-and-septic-planning-in-successful-property-development-71707</link>
<guid>https://news.bangboxonline.com/the-essential-role-of-excavation-and-septic-planning-in-successful-property-development-71707</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="57322" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 23:00:58 +0500</pubDate>
<dc:creator>Khanu Ji</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><span>Whether you’re building a new home in a rural area or upgrading an existing property, the groundwork beneath your feet determines the long-term stability, safety, and functionality of everything above it. Excavation and septic system installation are often overlooked until problems arise—but by then, they can become expensive and complicated to fix.</span></p>
<p><span>Understanding how proper site preparation and wastewater management work together is key to avoiding delays, structural issues, and environmental concerns. This article explores why professional excavation and septic services matter, what goes into a well-executed project, and how property owners can make informed decisions from the start.</span></p>
<h2><span>Why Excavation Is the Foundation of Every Strong Build</span></h2>
<p><span>Excavation is far more than digging a hole. It’s a precise process that prepares land for construction by shaping the terrain, ensuring proper drainage, and creating a stable base for foundations, utilities, driveways, and septic systems.</span></p>
<p><span>When done correctly, excavation helps prevent long-term issues such as:</span></p>
<ul>
<li>
<p><span>Foundation shifting or cracking due to unstable soil</span></p>
</li>
<li>
<p><span>Water pooling around structures</span></p>
</li>
<li>
<p><span>Improper grading that leads to erosion</span></p>
</li>
<li>
<p><span>Damage to underground utilities or piping</span></p>
</li>
</ul>
<p><span>Professional excavation teams evaluate soil composition, slope, and moisture levels before beginning work. This ensures the land is not only workable but optimized for whatever structure will be built on it. In rural and semi-rural areas, where terrain can vary widely even within a single property, this step is especially critical.</span></p>
<p><span>A poorly prepared site may not show problems immediately—but over time, it can compromise the entire investment.</span></p>
<h2><span>Septic Systems: A Critical Piece of Rural Infrastructure</span></h2>
<p><span>For properties not connected to municipal sewer systems, septic installations are essential. A properly designed septic system safely processes household wastewater and returns treated effluent to the ground without harming the surrounding environment.</span></p>
<p><span>However, septic systems are highly sensitive to placement and installation quality. Factors such as soil absorption rate, groundwater level, and property size all influence system design. If these elements are ignored or miscalculated, homeowners may face backups, foul odors, contamination risks, or costly replacements.</span></p>
<p><span>A successful septic installation requires coordination between excavation professionals, soil testers, and system designers. This ensures the tank and drain field are placed in optimal conditions for long-term performance.</span></p>
<p><span>Routine maintenance also plays a role, but even the best-maintained system will fail prematurely if it wasn’t installed correctly in the first place.</span></p>
<h2><span>Professional Site Work Makes the Difference</span></h2>
<p><span>Choosing experienced professionals for excavation and septic installation can significantly reduce risks and improve efficiency. Proper equipment, technical knowledge, and field experience allow contractors to anticipate challenges before they become problems.</span></p>
<p><span>For example, unexpected rock formations, high water tables, or uneven bedrock can all disrupt a project. Skilled operators adjust excavation plans in real time, ensuring the site remains suitable for construction without unnecessary delays or damage.</span></p>
<p><span>If you’re planning a residential or commercial project and want a clearer understanding of what professional site preparation looks like, it helps to </span><strong><a href="https://weaverexcavating.net/">visit Weaver Excavating &amp; Septic</a></strong><span><strong> </strong>for context on how these services are typically handled in real-world projects. Companies like this demonstrate how excavation and septic work are integrated into a seamless process—from initial land clearing to final system installation.</span></p>
<p><span>Seeing how professionals coordinate these steps can help property owners better understand timelines, costs, and what to expect during development.</span></p>
<h2><span>Common Challenges in Excavation and Septic Projects</span></h2>
<p><span>Even well-planned projects can encounter obstacles. Being aware of these challenges ahead of time helps property owners prepare and avoid unnecessary setbacks.</span></p>
<p><span>Some of the most common issues include:</span></p>
<ul>
<li>
<p><strong>Poor soil conditions:</strong><span><strong> </strong>Clay-heavy or overly sandy soils may require additional engineering.</span></p>
</li>
<li>
<p><strong>Drainage problems:</strong><span><strong> </strong>Improper grading can lead to water accumulation around foundations or drain fields.</span></p>
</li>
<li>
<p><strong>Underground obstructions:</strong><span><strong> </strong>Rocks, roots, or old structures can slow excavation work.</span></p>
</li>
<li>
<p><strong>Permit and regulation delays:</strong><span><strong> </strong>Local codes often require inspections and approvals before installation.</span></p>
</li>
<li>
<p><strong>Weather disruptions:</strong><span><strong> </strong>Heavy rain or freezing conditions can halt progress and affect soil stability.</span></p>
</li>
</ul>
<p><span>Addressing these factors early in the planning stage can save both time and money. In many cases, a thorough site evaluation before breaking ground is the most cost-effective step in the entire project.</span></p>
<h2><span>How Property Owners Can Prepare for a Smooth Project</span></h2>
<p><span>While excavation and septic installation are handled by professionals, property owners still play an important role in ensuring the project runs smoothly. Preparation and communication go a long way in avoiding misunderstandings or delays.</span></p>
<p><span>Here are a few practical steps to take:</span></p>
<ol>
<li>
<p><span>Get a site evaluation early</span><span> – Understand soil conditions and layout options before finalizing plans.</span></p>
</li>
<li>
<p><span>Confirm property boundaries</span><span> – Avoid disputes or accidental encroachment issues.</span></p>
</li>
<li>
<p><span>Check local regulations</span><span> – Permits and inspections may be required before excavation begins.</span></p>
</li>
<li>
<p><span>Plan for access routes</span><span> – Heavy equipment needs clear entry points to the site.</span></p>
</li>
<li>
<p><span>Discuss long-term usage needs</span><span> – Future expansions or additional buildings may affect septic design.</span></p>
</li>
</ol>
<p><span>By taking these steps, property owners can better align expectations with contractors and ensure the project progresses efficiently from start to finish.</span></p>
<h2><span>Building with Confidence from the Ground Up</span></h2>
<p><span>Excavation and septic system installation form the backbone of many residential and commercial developments, especially in areas without municipal infrastructure. When these systems are designed and installed correctly, they provide decades of reliable performance with minimal issues.</span></p>
<p><span>Cutting corners during the early stages of construction often leads to expensive corrections later. That’s why working with experienced professionals, investing in proper site evaluation, and understanding the process are all essential parts of responsible property development.</span></p>
<p><span>From grading land to installing wastewater systems, every step matters. A strong foundation—both literal and environmental—starts with informed planning and skilled execution.</span></p>]]> </content:encoded>
</item>

<item>
<title>The Essential Role of Excavation and Septic Planning in Successful Property Development</title>
<link>https://news.bangboxonline.com/the-essential-role-of-excavation-and-septic-planning-in-successful-property-development-71706</link>
<guid>https://news.bangboxonline.com/the-essential-role-of-excavation-and-septic-planning-in-successful-property-development-71706</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="57322" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 23:00:48 +0500</pubDate>
<dc:creator>Khanu Ji</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><span>Whether you’re building a new home in a rural area or upgrading an existing property, the groundwork beneath your feet determines the long-term stability, safety, and functionality of everything above it. Excavation and septic system installation are often overlooked until problems arise—but by then, they can become expensive and complicated to fix.</span></p>
<p><span>Understanding how proper site preparation and wastewater management work together is key to avoiding delays, structural issues, and environmental concerns. This article explores why professional excavation and septic services matter, what goes into a well-executed project, and how property owners can make informed decisions from the start.</span></p>
<h2><span>Why Excavation Is the Foundation of Every Strong Build</span></h2>
<p><span>Excavation is far more than digging a hole. It’s a precise process that prepares land for construction by shaping the terrain, ensuring proper drainage, and creating a stable base for foundations, utilities, driveways, and septic systems.</span></p>
<p><span>When done correctly, excavation helps prevent long-term issues such as:</span></p>
<ul>
<li>
<p><span>Foundation shifting or cracking due to unstable soil</span></p>
</li>
<li>
<p><span>Water pooling around structures</span></p>
</li>
<li>
<p><span>Improper grading that leads to erosion</span></p>
</li>
<li>
<p><span>Damage to underground utilities or piping</span></p>
</li>
</ul>
<p><span>Professional excavation teams evaluate soil composition, slope, and moisture levels before beginning work. This ensures the land is not only workable but optimized for whatever structure will be built on it. In rural and semi-rural areas, where terrain can vary widely even within a single property, this step is especially critical.</span></p>
<p><span>A poorly prepared site may not show problems immediately—but over time, it can compromise the entire investment.</span></p>
<h2><span>Septic Systems: A Critical Piece of Rural Infrastructure</span></h2>
<p><span>For properties not connected to municipal sewer systems, septic installations are essential. A properly designed septic system safely processes household wastewater and returns treated effluent to the ground without harming the surrounding environment.</span></p>
<p><span>However, septic systems are highly sensitive to placement and installation quality. Factors such as soil absorption rate, groundwater level, and property size all influence system design. If these elements are ignored or miscalculated, homeowners may face backups, foul odors, contamination risks, or costly replacements.</span></p>
<p><span>A successful septic installation requires coordination between excavation professionals, soil testers, and system designers. This ensures the tank and drain field are placed in optimal conditions for long-term performance.</span></p>
<p><span>Routine maintenance also plays a role, but even the best-maintained system will fail prematurely if it wasn’t installed correctly in the first place.</span></p>
<h2><span>Professional Site Work Makes the Difference</span></h2>
<p><span>Choosing experienced professionals for excavation and septic installation can significantly reduce risks and improve efficiency. Proper equipment, technical knowledge, and field experience allow contractors to anticipate challenges before they become problems.</span></p>
<p><span>For example, unexpected rock formations, high water tables, or uneven bedrock can all disrupt a project. Skilled operators adjust excavation plans in real time, ensuring the site remains suitable for construction without unnecessary delays or damage.</span></p>
<p><span>If you’re planning a residential or commercial project and want a clearer understanding of what professional site preparation looks like, it helps to </span><strong><a href="https://weaverexcavating.net/">visit Weaver Excavating &amp; Septic</a></strong><span><strong> </strong>for context on how these services are typically handled in real-world projects. Companies like this demonstrate how excavation and septic work are integrated into a seamless process—from initial land clearing to final system installation.</span></p>
<p><span>Seeing how professionals coordinate these steps can help property owners better understand timelines, costs, and what to expect during development.</span></p>
<h2><span>Common Challenges in Excavation and Septic Projects</span></h2>
<p><span>Even well-planned projects can encounter obstacles. Being aware of these challenges ahead of time helps property owners prepare and avoid unnecessary setbacks.</span></p>
<p><span>Some of the most common issues include:</span></p>
<ul>
<li>
<p><strong>Poor soil conditions:</strong><span><strong> </strong>Clay-heavy or overly sandy soils may require additional engineering.</span></p>
</li>
<li>
<p><strong>Drainage problems:</strong><span><strong> </strong>Improper grading can lead to water accumulation around foundations or drain fields.</span></p>
</li>
<li>
<p><strong>Underground obstructions:</strong><span><strong> </strong>Rocks, roots, or old structures can slow excavation work.</span></p>
</li>
<li>
<p><strong>Permit and regulation delays:</strong><span><strong> </strong>Local codes often require inspections and approvals before installation.</span></p>
</li>
<li>
<p><strong>Weather disruptions:</strong><span><strong> </strong>Heavy rain or freezing conditions can halt progress and affect soil stability.</span></p>
</li>
</ul>
<p><span>Addressing these factors early in the planning stage can save both time and money. In many cases, a thorough site evaluation before breaking ground is the most cost-effective step in the entire project.</span></p>
<h2><span>How Property Owners Can Prepare for a Smooth Project</span></h2>
<p><span>While excavation and septic installation are handled by professionals, property owners still play an important role in ensuring the project runs smoothly. Preparation and communication go a long way in avoiding misunderstandings or delays.</span></p>
<p><span>Here are a few practical steps to take:</span></p>
<ol>
<li>
<p><span>Get a site evaluation early</span><span> – Understand soil conditions and layout options before finalizing plans.</span></p>
</li>
<li>
<p><span>Confirm property boundaries</span><span> – Avoid disputes or accidental encroachment issues.</span></p>
</li>
<li>
<p><span>Check local regulations</span><span> – Permits and inspections may be required before excavation begins.</span></p>
</li>
<li>
<p><span>Plan for access routes</span><span> – Heavy equipment needs clear entry points to the site.</span></p>
</li>
<li>
<p><span>Discuss long-term usage needs</span><span> – Future expansions or additional buildings may affect septic design.</span></p>
</li>
</ol>
<p><span>By taking these steps, property owners can better align expectations with contractors and ensure the project progresses efficiently from start to finish.</span></p>
<h2><span>Building with Confidence from the Ground Up</span></h2>
<p><span>Excavation and septic system installation form the backbone of many residential and commercial developments, especially in areas without municipal infrastructure. When these systems are designed and installed correctly, they provide decades of reliable performance with minimal issues.</span></p>
<p><span>Cutting corners during the early stages of construction often leads to expensive corrections later. That’s why working with experienced professionals, investing in proper site evaluation, and understanding the process are all essential parts of responsible property development.</span></p>
<p><span>From grading land to installing wastewater systems, every step matters. A strong foundation—both literal and environmental—starts with informed planning and skilled execution.</span></p>]]> </content:encoded>
</item>

<item>
<title>The Essential Role of Excavation and Septic Planning in Successful Property Development</title>
<link>https://news.bangboxonline.com/the-essential-role-of-excavation-and-septic-planning-in-successful-property-development</link>
<guid>https://news.bangboxonline.com/the-essential-role-of-excavation-and-septic-planning-in-successful-property-development</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="57322" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 23:00:34 +0500</pubDate>
<dc:creator>Khanu Ji</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><span>Whether you’re building a new home in a rural area or upgrading an existing property, the groundwork beneath your feet determines the long-term stability, safety, and functionality of everything above it. Excavation and septic system installation are often overlooked until problems arise—but by then, they can become expensive and complicated to fix.</span></p>
<p><span>Understanding how proper site preparation and wastewater management work together is key to avoiding delays, structural issues, and environmental concerns. This article explores why professional excavation and septic services matter, what goes into a well-executed project, and how property owners can make informed decisions from the start.</span></p>
<h2><span>Why Excavation Is the Foundation of Every Strong Build</span></h2>
<p><span>Excavation is far more than digging a hole. It’s a precise process that prepares land for construction by shaping the terrain, ensuring proper drainage, and creating a stable base for foundations, utilities, driveways, and septic systems.</span></p>
<p><span>When done correctly, excavation helps prevent long-term issues such as:</span></p>
<ul>
<li>
<p><span>Foundation shifting or cracking due to unstable soil</span></p>
</li>
<li>
<p><span>Water pooling around structures</span></p>
</li>
<li>
<p><span>Improper grading that leads to erosion</span></p>
</li>
<li>
<p><span>Damage to underground utilities or piping</span></p>
</li>
</ul>
<p><span>Professional excavation teams evaluate soil composition, slope, and moisture levels before beginning work. This ensures the land is not only workable but optimized for whatever structure will be built on it. In rural and semi-rural areas, where terrain can vary widely even within a single property, this step is especially critical.</span></p>
<p><span>A poorly prepared site may not show problems immediately—but over time, it can compromise the entire investment.</span></p>
<h2><span>Septic Systems: A Critical Piece of Rural Infrastructure</span></h2>
<p><span>For properties not connected to municipal sewer systems, septic installations are essential. A properly designed septic system safely processes household wastewater and returns treated effluent to the ground without harming the surrounding environment.</span></p>
<p><span>However, septic systems are highly sensitive to placement and installation quality. Factors such as soil absorption rate, groundwater level, and property size all influence system design. If these elements are ignored or miscalculated, homeowners may face backups, foul odors, contamination risks, or costly replacements.</span></p>
<p><span>A successful septic installation requires coordination between excavation professionals, soil testers, and system designers. This ensures the tank and drain field are placed in optimal conditions for long-term performance.</span></p>
<p><span>Routine maintenance also plays a role, but even the best-maintained system will fail prematurely if it wasn’t installed correctly in the first place.</span></p>
<h2><span>Professional Site Work Makes the Difference</span></h2>
<p><span>Choosing experienced professionals for excavation and septic installation can significantly reduce risks and improve efficiency. Proper equipment, technical knowledge, and field experience allow contractors to anticipate challenges before they become problems.</span></p>
<p><span>For example, unexpected rock formations, high water tables, or uneven bedrock can all disrupt a project. Skilled operators adjust excavation plans in real time, ensuring the site remains suitable for construction without unnecessary delays or damage.</span></p>
<p><span>If you’re planning a residential or commercial project and want a clearer understanding of what professional site preparation looks like, it helps to </span><strong><a href="https://weaverexcavating.net/">visit Weaver Excavating &amp; Septic</a></strong><span><strong> </strong>for context on how these services are typically handled in real-world projects. Companies like this demonstrate how excavation and septic work are integrated into a seamless process—from initial land clearing to final system installation.</span></p>
<p><span>Seeing how professionals coordinate these steps can help property owners better understand timelines, costs, and what to expect during development.</span></p>
<h2><span>Common Challenges in Excavation and Septic Projects</span></h2>
<p><span>Even well-planned projects can encounter obstacles. Being aware of these challenges ahead of time helps property owners prepare and avoid unnecessary setbacks.</span></p>
<p><span>Some of the most common issues include:</span></p>
<ul>
<li>
<p><strong>Poor soil conditions:</strong><span><strong> </strong>Clay-heavy or overly sandy soils may require additional engineering.</span></p>
</li>
<li>
<p><strong>Drainage problems:</strong><span><strong> </strong>Improper grading can lead to water accumulation around foundations or drain fields.</span></p>
</li>
<li>
<p><strong>Underground obstructions:</strong><span><strong> </strong>Rocks, roots, or old structures can slow excavation work.</span></p>
</li>
<li>
<p><strong>Permit and regulation delays:</strong><span><strong> </strong>Local codes often require inspections and approvals before installation.</span></p>
</li>
<li>
<p><strong>Weather disruptions:</strong><span><strong> </strong>Heavy rain or freezing conditions can halt progress and affect soil stability.</span></p>
</li>
</ul>
<p><span>Addressing these factors early in the planning stage can save both time and money. In many cases, a thorough site evaluation before breaking ground is the most cost-effective step in the entire project.</span></p>
<h2><span>How Property Owners Can Prepare for a Smooth Project</span></h2>
<p><span>While excavation and septic installation are handled by professionals, property owners still play an important role in ensuring the project runs smoothly. Preparation and communication go a long way in avoiding misunderstandings or delays.</span></p>
<p><span>Here are a few practical steps to take:</span></p>
<ol>
<li>
<p><span>Get a site evaluation early</span><span> – Understand soil conditions and layout options before finalizing plans.</span></p>
</li>
<li>
<p><span>Confirm property boundaries</span><span> – Avoid disputes or accidental encroachment issues.</span></p>
</li>
<li>
<p><span>Check local regulations</span><span> – Permits and inspections may be required before excavation begins.</span></p>
</li>
<li>
<p><span>Plan for access routes</span><span> – Heavy equipment needs clear entry points to the site.</span></p>
</li>
<li>
<p><span>Discuss long-term usage needs</span><span> – Future expansions or additional buildings may affect septic design.</span></p>
</li>
</ol>
<p><span>By taking these steps, property owners can better align expectations with contractors and ensure the project progresses efficiently from start to finish.</span></p>
<h2><span>Building with Confidence from the Ground Up</span></h2>
<p><span>Excavation and septic system installation form the backbone of many residential and commercial developments, especially in areas without municipal infrastructure. When these systems are designed and installed correctly, they provide decades of reliable performance with minimal issues.</span></p>
<p><span>Cutting corners during the early stages of construction often leads to expensive corrections later. That’s why working with experienced professionals, investing in proper site evaluation, and understanding the process are all essential parts of responsible property development.</span></p>
<p><span>From grading land to installing wastewater systems, every step matters. A strong foundation—both literal and environmental—starts with informed planning and skilled execution.</span></p>]]> </content:encoded>
</item>

<item>
<title>Non&#45;Fungible Token Market Forecast: Increasing Use of NFTs in Digital Art and Media</title>
<link>https://news.bangboxonline.com/non-fungible-token-market-forecast-increasing-use-of-nfts-in-digital-art-and-media</link>
<guid>https://news.bangboxonline.com/non-fungible-token-market-forecast-increasing-use-of-nfts-in-digital-art-and-media</guid>
<description><![CDATA[ The Non Fungible Token Market size was valued at USD 65.41 billion in 2025. The global Non Fungible Token Market is expected to reach USD 507.50 billion by 2032 with a CAGR of 34% from 2026 to 2032. ]]></description>
<enclosure url="" length="57322" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 22:13:45 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<h1><strong><a href="https://www.stellarmr.com/report/Non-Fungible-Token-Market/1521">Non-Fungible Token (NFT) Market</a>: Revolutionizing Digital Ownership and Asset Monetization</strong></h1>
<p>The global Non-Fungible Token (NFT) market has emerged as one of the most transformative innovations within the blockchain ecosystem, fundamentally changing how digital assets are created, owned, traded, and monetized. NFTs are unique digital tokens stored on blockchain networks that represent ownership of specific assets, including digital art, collectibles, music, virtual real estate, gaming items, videos, and intellectual property. Unlike cryptocurrencies such as Bitcoin or Ethereum, NFTs are non-interchangeable, meaning each token possesses distinct characteristics and value.</p>
<p>The NFT market gained worldwide attention through high-profile digital art sales, celebrity endorsements, and the rapid growth of blockchain-based gaming platforms. While the market has experienced periods of volatility, continuous innovation and expanding real-world applications continue to drive long-term interest in NFT technologies across multiple industries.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Non-Fungible-Token-Market/1521">https://www.stellarmr.com/report/req_sample/Non-Fungible-Token-Market/1521</a> <br></strong></h2>
<h2><strong>Understanding Non-Fungible Tokens</strong></h2>
<p>Non-Fungible Tokens are blockchain-based digital assets that verify ownership and authenticity through decentralized ledger technology. Each NFT contains unique metadata and identification codes that distinguish it from every other token, making it impossible to replicate or exchange on a one-to-one basis.</p>
<p>NFTs are typically created using smart contracts on blockchain platforms such as Ethereum, Polygon, Solana, and Binance Smart Chain. These smart contracts automatically manage ownership records, royalty payments, and transaction verification, ensuring transparency and security.</p>
<p>The technology enables creators to tokenize digital and physical assets while maintaining verifiable ownership histories. Artists, musicians, content creators, game developers, and brands increasingly use NFTs to engage audiences and generate new revenue streams.</p>
<h2><strong>Key Factors Driving Market Growth</strong></h2>
<p>One of the primary drivers of the NFT market is the growing demand for digital ownership. As consumers spend more time in digital environments, the desire to own unique virtual assets has increased significantly. NFTs provide a secure mechanism for establishing ownership rights in the digital world.</p>
<p>The rapid expansion of blockchain gaming is another major growth catalyst. Many modern games incorporate NFTs to represent in-game assets such as characters, weapons, skins, and virtual land. Players can buy, sell, and trade these assets across marketplaces, creating entirely new digital economies.</p>
<p>The creator economy is also fueling market expansion. NFTs allow artists, musicians, photographers, and content creators to monetize their work directly without relying heavily on traditional intermediaries. Smart contracts can automatically provide royalties whenever NFT assets are resold, creating recurring revenue opportunities.</p>
<p>Additionally, increasing adoption of Web3 technologies and decentralized finance (DeFi) ecosystems continues to support broader NFT market development.</p>
<h2><strong>Applications Across Multiple Industries</strong></h2>
<p>While digital art remains one of the most recognized NFT applications, the technology has expanded into numerous sectors.</p>
<p>In the gaming industry, NFTs enable true ownership of digital assets and facilitate play-to-earn business models. Players can transfer or sell valuable in-game items across supported ecosystems.</p>
<p>The entertainment sector is utilizing NFTs for exclusive content distribution, fan engagement programs, digital collectibles, and event ticketing. Musicians and celebrities are increasingly launching NFT collections to connect directly with audiences.</p>
<p>Real estate applications are also emerging, with NFTs being explored for property tokenization, ownership verification, and transaction efficiency. Virtual real estate within metaverse platforms has become a notable segment of NFT activity.</p>
<p>Luxury brands are adopting NFTs for product authentication, digital fashion collections, and customer loyalty initiatives. These applications help combat counterfeiting while enhancing brand engagement.</p>
<h2><strong>Technological Innovations Shaping the Market</strong></h2>
<p>Technological advancements continue to expand NFT functionality and accessibility. Layer-2 blockchain solutions and alternative networks are reducing transaction costs and improving scalability, making NFT transactions more efficient.</p>
<p>Interoperability technologies are enabling NFT assets to move across multiple blockchain ecosystems, increasing their utility and market reach. Cross-chain compatibility is expected to become increasingly important as the industry matures.</p>
<p>Artificial intelligence is also influencing NFT creation and marketplace operations. AI-generated artwork, automated asset management, and intelligent recommendation systems are enhancing user experiences and expanding creative possibilities.</p>
<p>The integration of NFTs with augmented reality (AR), virtual reality (VR), and metaverse platforms is creating immersive digital ownership experiences that extend beyond simple collectibles.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Non-Fungible-Token-Market/1521">https://www.stellarmr.com/report/req_sample/Non-Fungible-Token-Market/1521</a> <br></strong></h2>
<h2><strong>Market Segmentation Analysis</strong></h2>
<p>The NFT market can be segmented based on asset type, application, end user, and blockchain platform.</p>
<p>By asset type, digital art and collectibles remain significant segments due to strong consumer interest and creator participation. Gaming assets represent one of the fastest-growing categories, driven by blockchain gaming adoption and virtual economies.</p>
<p>Based on application, gaming, collectibles, art, entertainment, sports memorabilia, and virtual real estate account for major market activity. Emerging applications in intellectual property management and enterprise solutions are also gaining attention.</p>
<p>In terms of end users, individual collectors, investors, gamers, creators, brands, and enterprises all contribute to market growth.</p>
<h2><strong>Regional Market Outlook</strong></h2>
<p>North America remains a major NFT market due to strong blockchain adoption, high digital asset participation, and significant venture capital investment. The United States continues to lead in NFT innovation, marketplace development, and creator engagement.</p>
<p>Europe is experiencing growing adoption across digital art, gaming, and luxury brand applications. Regulatory clarity and increasing blockchain awareness are supporting market expansion throughout the region.</p>
<p>The Asia-Pacific region is expected to witness substantial growth due to strong gaming communities, rising cryptocurrency adoption, and increasing investments in blockchain technologies. Countries such as Japan, South Korea, Singapore, China, and India are emerging as important NFT innovation hubs.</p>
<h2><strong>Challenges Facing the Market</strong></h2>
<p>Despite its potential, the NFT market faces several challenges. Market volatility and speculative trading can impact investor confidence and asset valuations. Regulatory uncertainty surrounding digital assets remains a concern in many jurisdictions.</p>
<p>Environmental concerns related to blockchain energy consumption have also attracted attention, although many newer blockchain networks are adopting energy-efficient consensus mechanisms.</p>
<p>Security risks, intellectual property disputes, and marketplace fraud continue to present challenges that require ongoing technological and regulatory solutions.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the NFT market appears highly promising as blockchain technology continues to evolve and digital ownership becomes increasingly important. The integration of NFTs into gaming, entertainment, finance, identity management, and metaverse ecosystems is expected to unlock new growth opportunities.</p>
<p>As scalability improves and regulatory frameworks mature, NFTs are likely to transition from speculative digital collectibles to foundational components of the broader digital economy. Organizations that focus on innovation, interoperability, and real-world utility will be best positioned to capitalize on the next phase of NFT market development.</p>
<h1><strong style="font-size: 11px;">About Stellar Market Research:</strong></h1>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
<p>3rd Floor, Navale IT Park, Phase 2</p>
<p>Pune Banglore Highway, Narhe,</p>
<p>Pune, Maharashtra 411041, India</p>
<p><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong></p>
<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
</item>

<item>
<title>Guaiacwood Oil Market Forecast: Increasing Use in Cosmetics and Personal Care Products</title>
<link>https://news.bangboxonline.com/guaiacwood-oil-market-forecast-increasing-use-in-cosmetics-and-personal-care-products</link>
<guid>https://news.bangboxonline.com/guaiacwood-oil-market-forecast-increasing-use-in-cosmetics-and-personal-care-products</guid>
<description><![CDATA[ The Guaiacwood Oil Market size was valued at USD 2.17 Billion in 2025 and the total Guaiacwood Oil Market is expected to grow at a CAGR of 6.7% from 2026 to 2032, reaching nearly at USD 3.42 Billion. ]]></description>
<enclosure url="" length="57322" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 22:09:34 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<h1><strong><a href="https://www.stellarmr.com/report/Guaiacwood-Oil-Market/1519">Guaiacwood Oil Market</a>: Expanding Demand for Natural Fragrances and Therapeutic Applications</strong></h1>
<p>The global Guaiacwood Oil market is experiencing steady growth as demand for natural essential oils continues to rise across the fragrance, cosmetics, aromatherapy, and pharmaceutical industries. Extracted from the wood of the guaiac tree, primarily native to South America, guaiacwood oil is valued for its rich, woody, smoky, and slightly sweet aroma. Its unique scent profile and therapeutic properties have made it a sought-after ingredient in luxury perfumes, personal care products, wellness therapies, and natural health formulations.</p>
<p>As consumers increasingly prefer plant-based and sustainable ingredients, guaiacwood oil has gained attention as a premium natural alternative to synthetic fragrance compounds. The market is benefiting from growing awareness of aromatherapy, expanding demand for organic cosmetics, and increasing interest in holistic wellness products worldwide.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Guaiacwood-Oil-Market/1519">https://www.stellarmr.com/report/req_sample/Guaiacwood-Oil-Market/1519</a> <br></strong></h2>
<h2><strong>Understanding Guaiacwood Oil</strong></h2>
<p>Guaiacwood oil is an essential oil obtained through steam distillation of the wood from the guaiac tree species. The oil contains various natural compounds, including guaiol and bulnesol, which contribute to its distinctive fragrance and beneficial properties.</p>
<p>Traditionally, guaiacwood has been used in herbal medicine and natural healing practices for its anti-inflammatory, antimicrobial, and soothing effects. Today, the oil is widely utilized in fine fragrances, skincare products, soaps, candles, massage oils, and aromatherapy blends.</p>
<p>Its warm, balsamic scent makes it a popular base note in premium perfumes, where it enhances fragrance longevity and adds depth to complex scent compositions.</p>
<h2><strong>Key Factors Driving Market Growth</strong></h2>
<p>One of the primary drivers of the guaiacwood oil market is the growing global preference for natural and organic products. Consumers are increasingly seeking clean-label personal care items that contain plant-derived ingredients rather than synthetic chemicals. This trend has significantly increased the demand for natural essential oils across multiple industries.</p>
<p>The expansion of the global fragrance industry is another important growth factor. Luxury perfume manufacturers continuously seek unique and high-quality natural ingredients to differentiate their products. Guaiacwood oil's distinctive aroma makes it highly valuable in premium fragrance formulations.</p>
<p>Rising interest in aromatherapy and wellness practices is also contributing to market growth. Many consumers use essential oils to support relaxation, stress reduction, and emotional well-being. Guaiacwood oil is often incorporated into aromatherapy blends due to its calming and grounding characteristics.</p>
<p>Additionally, increasing disposable incomes and growing consumer spending on premium personal care products are supporting the expansion of the market, particularly in emerging economies.</p>
<h2><strong>Applications Across Multiple Industries</strong></h2>
<p>The versatility of guaiacwood oil has enabled its adoption across several industries. In the fragrance sector, it serves as a key ingredient in luxury perfumes, colognes, and scented products. Its rich woody profile blends effectively with floral, spicy, and resinous notes, creating sophisticated fragrance compositions.</p>
<p>In the cosmetics and personal care industry, guaiacwood oil is used in skincare formulations, soaps, shampoos, and body care products. Manufacturers value the oil for its natural origin and potential skin-conditioning properties.</p>
<p>The aromatherapy sector represents another significant application area. Wellness practitioners and consumers use guaiacwood oil in diffusers, massage therapies, and relaxation treatments designed to promote mental calmness and stress relief.</p>
<p>Pharmaceutical and herbal medicine applications are also expanding as researchers continue exploring the biological properties of natural essential oils and plant-based compounds.</p>
<h2><strong>Market Segmentation Analysis</strong></h2>
<p>The guaiacwood oil market can be segmented based on product type, application, distribution channel, and end-use industry.</p>
<p>By product type, conventional guaiacwood oil currently accounts for a significant share of the market. However, organic guaiacwood oil is witnessing faster growth as consumers increasingly prioritize sustainability and chemical-free products.</p>
<p>Based on application, fragrances and perfumes represent the largest segment due to extensive use in luxury scent formulations. Cosmetics, personal care products, aromatherapy, and pharmaceutical applications also contribute substantially to overall demand.</p>
<p>In terms of distribution channels, specialty stores, health and wellness retailers, direct sales, and e-commerce platforms play important roles. Online retail channels are experiencing particularly strong growth due to expanding digital commerce and consumer preference for convenient purchasing options.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Guaiacwood-Oil-Market/1519">https://www.stellarmr.com/report/req_sample/Guaiacwood-Oil-Market/1519</a> <br></strong></h2>
<h2><strong>Regional Market Outlook</strong></h2>
<p>Europe remains a major market for guaiacwood oil due to its strong fragrance and cosmetics industries. Countries such as France, Germany, Italy, and the United Kingdom are significant consumers of premium essential oils and natural fragrance ingredients.</p>
<p>North America also holds a substantial market share, supported by growing consumer interest in organic products, aromatherapy, and wellness solutions. The United States continues to be one of the largest markets for natural personal care products and essential oils.</p>
<p>The Asia-Pacific region is expected to witness the fastest growth during the forecast period. Rising disposable incomes, increasing beauty and wellness awareness, and expanding cosmetics manufacturing activities in countries such as China, India, Japan, and South Korea are driving regional demand.</p>
<p>Latin America also plays an important role due to the presence of natural raw material sources and growing interest in botanical extracts and essential oils.</p>
<h2><strong>Challenges Facing the Market</strong></h2>
<p>Despite positive growth prospects, the guaiacwood oil market faces several challenges. Limited availability of raw materials and concerns regarding sustainable harvesting practices can impact supply chains and pricing stability.</p>
<p>Environmental regulations and conservation efforts related to guaiac tree species may also affect production capacity. Manufacturers must balance commercial demand with responsible sourcing practices to ensure long-term sustainability.</p>
<p>Additionally, fluctuations in essential oil prices and competition from synthetic fragrance alternatives may influence market dynamics. Maintaining consistent product quality and purity remains essential for market participants.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the guaiacwood oil market appears promising as consumer demand for natural, sustainable, and wellness-oriented products continues to grow. The expansion of the fragrance, cosmetics, and aromatherapy industries is expected to create new opportunities for manufacturers and suppliers.</p>
<p>Advancements in sustainable sourcing, organic certification programs, and innovative product formulations will further support market development. As consumers increasingly prioritize authenticity, environmental responsibility, and natural ingredients, guaiacwood oil is expected to strengthen its position as a valuable component in premium fragrance and wellness products worldwide.</p>
<p>With rising global interest in plant-based solutions and holistic lifestyles, the guaiacwood oil market is poised for steady long-term growth across multiple industries.</p>
<h1><strong style="font-size: 11px;">About Stellar Market Research:</strong></h1>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
<p>3rd Floor, Navale IT Park, Phase 2</p>
<p>Pune Banglore Highway, Narhe,</p>
<p>Pune, Maharashtra 411041, India</p>
<p><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong></p>
<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
</item>

<item>
<title>Bispecific Antibodies Market Forecast: Expanding Oncology Applications Fueling Market Expansion</title>
<link>https://news.bangboxonline.com/bispecific-antibodies-market-forecast-expanding-oncology-applications-fueling-market-expansion</link>
<guid>https://news.bangboxonline.com/bispecific-antibodies-market-forecast-expanding-oncology-applications-fueling-market-expansion</guid>
<description><![CDATA[ Bispecific Antibodies Market Size was valued at USD 13.09 Billion in 2024 and is expected to reach USD 244.77 Billion by 2032 at a CAGR of 44.2 % over the forecast period. ]]></description>
<enclosure url="" length="57322" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 22:03:44 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<h1><strong><a href="https://www.stellarmr.com/report/Bispecific-Antibodies-Market/1517">Bispecific Antibodies Market</a>: Transforming Next-Generation Targeted Therapies</strong></h1>
<p>The global bispecific antibodies market is witnessing extraordinary growth as advances in biotechnology, immunotherapy, and precision medicine revolutionize the treatment of cancer and other complex diseases. Bispecific antibodies are engineered proteins capable of simultaneously binding to two different antigens or targets, enabling enhanced therapeutic effectiveness compared to traditional monoclonal antibodies. Their unique ability to engage multiple biological pathways has positioned them as one of the most promising innovations in modern biopharmaceutical development.</p>
<p>According to industry estimates, the bispecific antibodies market was valued at approximately USD 13.09 billion in 2024 and is expected to reach nearly USD 244.77 billion by 2032, expanding at a CAGR of 44.2% during the forecast period. The rapid growth is being fueled by increasing cancer prevalence, expanding clinical pipelines, technological advancements in antibody engineering, and rising investments in targeted biologic therapies.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Bispecific-Antibodies-Market/1517">https://www.stellarmr.com/report/req_sample/Bispecific-Antibodies-Market/1517</a> <br></strong></h2>
<h2><strong>Understanding Bispecific Antibodies</strong></h2>
<p>Bispecific antibodies (bsAbs) are genetically engineered antibodies designed to recognize and bind two distinct antigens or epitopes simultaneously. Unlike conventional monoclonal antibodies that target only one antigen, bispecific antibodies can bridge immune cells and disease targets, creating more effective therapeutic responses.</p>
<p>These antibodies have gained particular importance in oncology, where they can connect T-cells directly to cancer cells, triggering targeted immune-mediated destruction. Their dual-targeting capability also enables the modulation of multiple disease pathways at the same time, improving treatment outcomes and reducing resistance mechanisms. Beyond cancer, bispecific antibodies are being explored for autoimmune disorders, infectious diseases, and inflammatory conditions.</p>
<h2><strong>Key Factors Driving Market Growth</strong></h2>
<p>One of the primary drivers of market expansion is the rising global burden of cancer. As cancer incidence continues to increase worldwide, healthcare providers and researchers are seeking more effective and targeted treatment options. Bispecific antibodies offer significant advantages by enhancing immune system activation while reducing damage to healthy tissues.</p>
<p>The growing demand for precision medicine is another major factor supporting market growth. Modern healthcare increasingly focuses on personalized treatment approaches tailored to individual patient characteristics and disease profiles. Bispecific antibodies align perfectly with this trend by providing highly targeted therapeutic mechanisms.</p>
<p>Additionally, pharmaceutical and biotechnology companies are making substantial investments in research and development. The number of bispecific antibody candidates in clinical trials has expanded significantly in recent years, creating a robust pipeline of potential therapies for multiple disease indications.</p>
<h2><strong>Technological Advancements Revolutionizing Development</strong></h2>
<p>Advances in antibody engineering technologies have dramatically improved the design, stability, and effectiveness of bispecific antibodies. Innovative platforms such as DuoBody®, CrossMab®, and XmAb® technologies have enabled researchers to develop molecules with improved manufacturability, longer half-lives, and enhanced therapeutic performance.</p>
<p>Bispecific T-cell Engagers (BiTEs) have emerged as one of the most successful therapeutic formats within the market. These molecules redirect T-cells toward cancer cells, promoting highly targeted immune responses. Other advanced formats such as Dual-Affinity Re-Targeting Proteins (DARTs) and Tandem Diabodies (TandAbs) are also gaining attention for their potential to improve efficacy and safety profiles.</p>
<p>Artificial intelligence is increasingly contributing to antibody discovery and optimization. AI-powered drug development platforms are accelerating candidate selection, reducing development timelines, and improving the probability of clinical success. Emerging collaborations between biotechnology companies and AI developers are further enhancing innovation across the sector.</p>
<h2><strong>Market Segmentation Analysis</strong></h2>
<p>The bispecific antibodies market can be segmented based on drug type, indication, and distribution channel.</p>
<p>By drug type, Immunoglobulin G (IgG)-based bispecific antibodies account for a substantial market share due to their stability, long circulation time, and established therapeutic mechanisms. Non-IgG formats are also gaining traction because of their flexibility and specialized applications.</p>
<p>Based on indication, cancer remains the dominant segment and is expected to maintain its leadership throughout the forecast period. The increasing incidence of hematologic malignancies and solid tumors continues to drive demand for advanced immunotherapies. Autoimmune diseases represent another important growth area as researchers explore bispecific approaches for conditions such as rheumatoid arthritis, multiple sclerosis, and psoriasis.</p>
<p>Hospital pharmacies currently represent the largest distribution channel due to the specialized administration requirements of many bispecific antibody therapies. Retail and online pharmacy channels are expected to expand as approved products become more widely available.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Bispecific-Antibodies-Market/1517">https://www.stellarmr.com/report/req_sample/Bispecific-Antibodies-Market/1517</a> <br></strong></h2>
<h2><strong>Regional Market Outlook</strong></h2>
<p>North America currently dominates the global bispecific antibodies market due to strong biotechnology infrastructure, significant R&amp;D investments, favorable regulatory frameworks, and the presence of leading pharmaceutical companies. The United States remains a major center for antibody research, clinical trials, and commercial development.</p>
<p>Europe is expected to experience substantial growth, supported by strong healthcare systems, increasing research funding, and growing adoption of advanced biologic therapies. Countries such as Germany, the United Kingdom, and Switzerland are playing important roles in market expansion.</p>
<p>The Asia-Pacific region is emerging as one of the fastest-growing markets. Rising healthcare investments, expanding biotechnology sectors, increasing cancer prevalence, and supportive government initiatives are driving growth in countries such as China, Japan, South Korea, and India.</p>
<h2><strong>Competitive Landscape</strong></h2>
<p>The market features intense competition among major pharmaceutical and biotechnology companies. Industry leaders such as Amgen, Roche, Novartis, Regeneron, Pfizer, AstraZeneca, and Bristol Myers Squibb continue investing heavily in bispecific antibody development. At the same time, innovative biotechnology firms including Xencor, MacroGenics, Affimed, and Zymeworks are contributing novel platforms and promising clinical candidates. Strategic partnerships, licensing agreements, and collaborative research programs remain common throughout the industry.</p>
<h2><strong>Challenges Facing the Market</strong></h2>
<p>Despite strong growth prospects, the market faces several challenges. The complexity of antibody engineering and manufacturing can result in high development costs and extended production timelines. Regulatory approval processes remain rigorous, requiring extensive clinical evidence to demonstrate safety and efficacy.</p>
<p>Additionally, reimbursement considerations, treatment affordability, and competition from other immunotherapy approaches may influence market adoption. Ensuring scalable manufacturing while maintaining product quality remains a key challenge for developers.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the bispecific antibodies market appears exceptionally promising. Continued advancements in antibody engineering, increasing regulatory support, expanding clinical pipelines, and growing demand for targeted therapies are expected to sustain rapid market growth.</p>
<p>As precision medicine becomes increasingly central to healthcare, bispecific antibodies are likely to play a critical role in the treatment of cancer, autoimmune diseases, and other complex conditions. Companies that invest in innovative platforms, strategic collaborations, and next-generation therapeutic development will be well-positioned to capitalize on the immense opportunities emerging within this transformative market.</p>
<h1><strong style="font-size: 11px;">About Stellar Market Research:</strong></h1>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
<p>3rd Floor, Navale IT Park, Phase 2</p>
<p>Pune Banglore Highway, Narhe,</p>
<p>Pune, Maharashtra 411041, India</p>
<p><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong></p>
<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
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<title>Raw Pet Food Market Forecast: Increasing Awareness of Pet Health Boosting Adoption</title>
<link>https://news.bangboxonline.com/raw-pet-food-market-forecast-increasing-awareness-of-pet-health-boosting-adoption</link>
<guid>https://news.bangboxonline.com/raw-pet-food-market-forecast-increasing-awareness-of-pet-health-boosting-adoption</guid>
<description><![CDATA[ The Raw Pet Food Market to grow from USD 4.51 Bn. in 2025 to USD 9.42 Bn. by 2032 at CAGR of 11.10%, driven by pet humanization, premium raw diets, and rising demand for natural pet nutrition. ]]></description>
<enclosure url="" length="57322" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 21:52:38 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<h1><strong><a href="https://www.mmrstatistics.com/reports/488706/raw-pet-food-market">Raw Pet Food Market</a>: Transforming Pet Nutrition Through Natural Feeding Trends</strong></h1>
<p>The global raw pet food market is witnessing significant growth as pet owners increasingly prioritize premium nutrition, natural ingredients, and holistic health for their companion animals. Raw pet food consists of minimally processed diets made from raw meat, bones, organs, fruits, vegetables, and other natural ingredients designed to replicate the ancestral diets of dogs and cats. As consumers become more conscious about pet wellness and nutrition, raw feeding has emerged as a popular alternative to conventional dry and canned pet food products.</p>
<p>The market is expanding rapidly due to rising pet ownership, growing humanization of pets, and increasing awareness regarding the benefits of species-appropriate diets. Pet owners are investing more in high-quality nutrition products that support long-term health, digestive wellness, and overall quality of life for their pets. This shift in purchasing behavior is creating substantial opportunities for manufacturers operating in the raw pet food industry.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.mmrstatistics.com/reports/488706/raw-pet-food-market/contact?type=sample">https://www.mmrstatistics.com/reports/488706/raw-pet-food-market/contact?type=sample</a> <br></strong></h2>
<h2><strong>U</strong><strong>nderstanding Raw Pet Food</strong></h2>
<p>Raw pet food is formulated using uncooked ingredients that aim to provide pets with a natural and biologically appropriate diet. These products typically contain raw muscle meat, organ meats, edible bones, fish, fruits, vegetables, and nutritional supplements.</p>
<p>The philosophy behind raw feeding is based on the belief that pets can benefit from diets that more closely resemble what their ancestors consumed in the wild. Advocates argue that minimally processed foods preserve essential nutrients and enzymes that may be reduced during conventional pet food manufacturing processes.</p>
<p>Raw pet food is available in several formats, including frozen raw diets, freeze-dried products, dehydrated formulations, and fresh refrigerated meals. These options offer varying levels of convenience while maintaining the core principles of natural nutrition.</p>
<h2><strong>Key Factors Driving Market Growth</strong></h2>
<p>One of the primary drivers of the raw pet food market is the increasing humanization of pets. Modern pet owners increasingly view their animals as family members and are willing to spend more on premium products that contribute to their health and well-being.</p>
<p>Growing awareness regarding pet nutrition is another significant factor fueling market growth. Consumers are becoming more informed about ingredient quality, food sourcing, and nutritional composition. As a result, many pet owners are seeking alternatives to highly processed pet foods and opting for natural feeding solutions.</p>
<p>The rising prevalence of pet obesity, allergies, digestive disorders, and other health concerns has also encouraged interest in specialized nutrition products. Many pet owners perceive raw diets as a way to improve digestion, enhance coat quality, support dental health, and increase energy levels.</p>
<p>Additionally, the expansion of premium pet care markets and increasing disposable incomes are enabling consumers to purchase higher-value pet food products, including raw and fresh meal options.</p>
<h2><strong>Emerging Trends Shaping the Industry</strong></h2>
<p>The raw pet food market is evolving rapidly through product innovation and changing consumer preferences. One of the most notable trends is the growing demand for customized and breed-specific nutrition plans. Manufacturers are increasingly offering personalized meal solutions based on pet age, size, activity level, and health requirements.</p>
<p>Freeze-dried raw food products are gaining popularity due to their convenience and longer shelf life. These products retain many of the nutritional benefits associated with raw feeding while offering easier storage and transportation.</p>
<p>Sustainability has also become an important focus within the industry. Consumers are paying greater attention to ingredient sourcing, ethical farming practices, and environmentally responsible packaging solutions. Companies that emphasize transparency and sustainability are strengthening their competitive position in the market.</p>
<p>E-commerce continues to play a significant role in market growth, allowing consumers to access specialized pet nutrition products through subscription services and direct-to-consumer delivery models.</p>
<h2><strong>Market Segmentation Analysis</strong></h2>
<p>The raw pet food market can be segmented based on product type, pet type, distribution channel, and ingredient source.</p>
<p>By product type, frozen raw food accounts for a significant share of the market due to its ability to preserve nutritional integrity. Freeze-dried and dehydrated products are experiencing rapid growth because of their convenience and portability.</p>
<p>Based on pet type, dogs represent the largest market segment. Dog owners have been early adopters of raw feeding practices, driven by growing awareness of canine nutrition and wellness. However, the cat segment is also expanding steadily as consumers explore species-appropriate diets for feline companions.</p>
<p>In terms of distribution channels, specialty pet stores, veterinary clinics, online retailers, and direct-to-consumer platforms all contribute to market growth. Online sales are increasing particularly quickly as consumers seek convenience, product variety, and subscription-based purchasing options.</p>
<h2><strong>Regional Market Outlook</strong></h2>
<p>North America currently dominates the global raw pet food market due to high pet ownership rates, strong consumer spending on pet care, and widespread awareness of premium nutrition trends. The United States remains one of the largest markets for raw and fresh pet food products.</p>
<p>Europe also represents a significant market, supported by increasing demand for natural pet nutrition and stringent quality standards. Countries such as Germany, the United Kingdom, and France are witnessing growing adoption of raw feeding practices.</p>
<p>The Asia-Pacific region is expected to experience the fastest growth during the forecast period. Rising pet ownership, expanding middle-class populations, and increasing awareness of pet health are driving demand for premium nutrition products in countries such as China, Japan, South Korea, and India.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.mmrstatistics.com/reports/488706/raw-pet-food-market/contact?type=sample">https://www.mmrstatistics.com/reports/488706/raw-pet-food-market/contact?type=sample</a> <br></strong></h2>
<h2><strong>Challenges Facing the Market</strong></h2>
<p>Despite strong growth potential, the raw pet food market faces several challenges. Food safety concerns remain one of the primary issues, as raw ingredients require careful handling, storage, and manufacturing controls to minimize contamination risks.</p>
<p>Higher product costs compared to conventional pet food can also limit adoption among price-sensitive consumers. Additionally, varying regulatory requirements across regions may create complexities for manufacturers seeking international expansion.</p>
<p>Consumer education remains essential, as misconceptions and limited understanding of raw feeding practices can influence purchasing decisions.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the raw pet food market appears highly promising. Growing interest in natural nutrition, increasing pet humanization, product innovation, and expanding premium pet care spending are expected to drive sustained market growth.</p>
<p>As consumers continue prioritizing pet health and wellness, demand for minimally processed, nutrient-rich diets is likely to increase. Companies that focus on food safety, transparency, sustainability, and personalized nutrition solutions will be well-positioned to capitalize on the expanding opportunities within the global raw pet food market.</p>
<p><strong>About Stellar Market Research:</strong></p>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
<p>3rd Floor, Navale IT Park, Phase 2</p>
<p>Pune Banglore Highway, Narhe,</p>
<p>Pune, Maharashtra 411041, India</p>
<p><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong></p>
<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
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<title>Group Coverage HRA: The Smarter Benefits Solution Every Employer Needs Right Now</title>
<link>https://news.bangboxonline.com/group-coverage-hra-the-smarter-benefits-solution-every-employer-needs-right-now</link>
<guid>https://news.bangboxonline.com/group-coverage-hra-the-smarter-benefits-solution-every-employer-needs-right-now</guid>
<description><![CDATA[ Explore Group Coverage HRA options that allow employers to offer tax-free health benefits. Core Documents offers plan designs tailored to your business needs. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32ce7b55856.jpg" length="80501" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 21:42:49 +0500</pubDate>
<dc:creator>Coredocuments</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">What if you could offer a powerful employee health benefit that helps control costs, improves employee satisfaction, and strengthens your company's competitive advantage all at the same time? For businesses searching for innovative ways to maximize benefits while maintaining financial flexibility,<span> </span><a href="https://www.einpresswire.com/article/736123935/9-group-hra-plan-designs-employers-can-use-for-tax-free-employee-benefits"><strong>Group Coverage HRA</strong></a><span> </span>has quickly become one of the most exciting solutions available.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In today's rapidly changing healthcare landscape, employers face increasing pressure to provide attractive benefits packages without allowing costs to spiral out of control. Traditional approaches are becoming more expensive, more complicated, and more difficult to manage. That's why forward-thinking organizations are turning to Group Coverage HRA<span> </span>solutions supported by the expert guidance of Core Documents.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Combined with professional<span> </span>HRA compliance consulting, businesses can confidently implement effective reimbursement arrangements while staying aligned with evolving regulations. The opportunity to improve employee benefits while maintaining greater control over healthcare spending has never been more compelling.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Group Coverage HRA Is Transforming Employee Benefits</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The competition for top talent is fierce. Employees are no longer evaluating companies solely based on salary. Benefits play a major role in attracting, retaining, and motivating high-performing teams.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is where<span> </span><strong>Group Coverage HRA</strong><span> </span>stands out.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A Group Coverage HRA<span> </span>allows employers to reimburse eligible healthcare expenses while maintaining greater flexibility in benefits planning. Rather than relying exclusively on traditional benefit structures, employers gain the ability to design programs that better align with their workforce needs and organizational goals.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For businesses seeking a smarter way to provide healthcare support, the advantages are substantial:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Greater cost predictability</span></li>
<li><span style="font-size: 14pt;">Enhanced employee satisfaction</span></li>
<li><span style="font-size: 14pt;">Flexible reimbursement options</span></li>
<li><span style="font-size: 14pt;">Improved benefits competitiveness</span></li>
<li><span style="font-size: 14pt;">Simplified benefits management</span></li>
<li><span style="font-size: 14pt;">Increased employer control</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Core Documents, we help organizations unlock the full value of Group Coverage HRA<span> </span>programs through comprehensive documentation, implementation support, and expert compliance guidance.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Growing Importance of HRA Compliance Consulting</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">While the benefits of Group Coverage HRA<span> </span>are impressive, proper implementation is critical.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Healthcare regulations continue to evolve, and employers must ensure their plans are structured correctly to avoid costly mistakes, penalties, and administrative complications. This is why professional HRA compliance consulting<span> </span>has become an essential component of successful benefits management.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many organizations underestimate the complexity involved in maintaining compliance. Even small documentation errors or procedural oversights can create significant challenges.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Core Documents specializes in<span> </span>HRA compliance consulting, helping<span> </span>businesses confidently navigate regulatory requirements while minimizing risk. Our expertise provides peace of mind, allowing employers to focus on growing their businesses rather than worrying about compliance issues.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Create a More Competitive Benefits Package</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Today's workforce expects more from employers.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Organizations that fail to offer attractive healthcare benefits often struggle to recruit and retain talented employees. On the other hand, businesses that invest in innovative solutions like Group Coverage HRA<span> </span>gain a significant advantage in the talent marketplace.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A well-designed<span> </span>Group Coverage HRA<span> </span>demonstrates a commitment to employee well-being while offering flexibility that many traditional plans cannot match. Employees appreciate having access to healthcare support that adapts to their needs, and employers benefit from stronger engagement and loyalty.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">With support from Core Documents and our specialized<span> </span><a href="https://www.einpresswire.com/article/736123935/9-group-hra-plan-designs-employers-can-use-for-tax-free-employee-benefits"><strong>HRA compliance consulting</strong></a><span> </span>services, companies can build benefits packages that stand out in highly competitive industries.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Businesses Trust Core Documents</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Choosing the right partner is just as important as choosing the right benefits strategy.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Core Documents has become a trusted resource for employers seeking reliable guidance, accurate documentation, and comprehensive compliance support. Our team understands the complexities of healthcare reimbursement arrangements and works closely with organizations to ensure successful implementation.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Expert Documentation Solutions</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Accurate plan documents are the foundation of every successful Group Coverage HRA. We provide professionally prepared documentation designed to support compliance and operational efficiency.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Specialized HRA Compliance Consulting</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our HRA compliance consulting<span> </span>services help businesses understand regulatory obligations and implement best practices that reduce risk and improve confidence.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Streamlined Implementation</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">We simplify the process of establishing and maintaining a<span> </span>Group Coverage HRA, making it easier for employers to begin realizing benefits quickly.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Ongoing Support</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Healthcare regulations are constantly evolving. Our team remains available to provide guidance and updates that help businesses stay informed and compliant.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Gain Greater Financial Control</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the most attractive features of Group Coverage HRA<span> </span>is the ability to manage healthcare spending more effectively.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Traditional benefits plans can create budget uncertainty and escalating expenses. Employers often find themselves dealing with annual cost increases that strain resources and limit growth opportunities.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A Group Coverage HRA<span> </span>offers a more predictable approach by allowing employers to establish reimbursement parameters that align with their financial objectives. This flexibility helps organizations balance employee support with responsible cost management.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Through professional<span> </span>HRA compliance consulting, Core Documents ensures that businesses implement these programs correctly while maximizing their financial advantages.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Reduce Compliance Risks Before Problems Arise</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Compliance mistakes can be costly.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Regulatory violations, incomplete documentation, and administrative errors can expose businesses to penalties, audits, and unnecessary stress. Waiting until problems occur is never the best strategy.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Proactive HRA compliance consulting<span> </span>helps identify potential issues before they become serious challenges. By working with Core Documents, employers gain access to knowledgeable professionals who understand the regulatory landscape and can help establish strong compliance practices from the beginning.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This proactive approach not only protects organizations but also creates greater confidence in their benefits programs.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Deliver Real Value to Employees</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Employees want healthcare benefits that are meaningful, accessible, and supportive of their needs.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A thoughtfully designed Group Coverage HRA<span> </span>empowers employees by helping offset eligible healthcare expenses while providing greater flexibility in how benefits are utilized. This support contributes to improved satisfaction, stronger morale, and enhanced workplace loyalty.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When employees recognize that their employer is investing in innovative healthcare solutions, they are more likely to remain engaged and committed to organizational success.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Core Documents helps businesses create programs that deliver tangible value while maintaining compliance through expert<span> </span>HRA compliance consulting<span> </span>and documentation services.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Time to Act Is Now</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Healthcare costs continue to rise. Regulatory requirements continue to evolve. Competition for top talent continues to intensify.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Businesses that delay exploring modern benefits strategies risk falling behind competitors who are already taking advantage of more flexible and cost-effective solutions. The opportunity to strengthen your benefits program while improving financial control is available today.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">Core Documents is committed to helping employers successfully implement Group Coverage HRA<span> </span>solutions backed by comprehensive<span> </span>HRA compliance consulting. Our expertise, attention to detail, and commitment to compliance help organizations confidently move forward with strategies designed for long-term success.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><strong><a href="https://www.einpresswire.com/article/736123935/9-group-hra-plan-designs-employers-can-use-for-tax-free-employee-benefits">Qualified Small Employer HRA</a></strong></span></p>]]> </content:encoded>
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<title>The Growing Importance of Workforce Analytics and Modern HR Technology in Saudi Arabia</title>
<link>https://news.bangboxonline.com/the-growing-importance-of-workforce-analytics-and-modern-hr-technology-in-saudi-arabia</link>
<guid>https://news.bangboxonline.com/the-growing-importance-of-workforce-analytics-and-modern-hr-technology-in-saudi-arabia</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="80501" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 21:16:51 +0500</pubDate>
<dc:creator>quickhcm</dc:creator>
<media:keywords>Technology in Saudi Arabia</media:keywords>
<content:encoded><![CDATA[<p data-start="165" data-end="687">s organizations across Saudi Arabia continue their digital transformation journey, businesses are increasingly adopting advanced human resource technologies to improve efficiency, productivity, and workforce management. Among the most valuable innovations are <a href="https://quickhcm.com/employee-information-management/"><strong data-start="426" data-end="449">Workforce Analytics</strong>, <strong data-start="451" data-end="478">HR Management Solutions</strong>, <strong data-start="480" data-end="508">Digital Employee Records</strong>, and <strong data-start="514" data-end="547">Employee Information Security</strong></a>. These tools help companies make informed decisions, streamline HR processes, and create a secure environment for employee data management.</p>
<p data-start="689" data-end="1211">The Saudi business landscape is evolving rapidly due to Vision 2030 initiatives, encouraging organizations to modernize their operations and embrace technology-driven solutions. In this environment, <strong data-start="888" data-end="911">Workforce Analytics</strong> provides businesses with data-driven insights into employee performance, attendance patterns, workforce trends, and productivity metrics. By leveraging <strong data-start="1064" data-end="1087">Workforce Analytics</strong>, companies can identify opportunities for growth, optimize staffing levels, and improve overall organizational performance.</p>
<p data-start="1213" data-end="1626">At the same time, <strong data-start="1231" data-end="1258">HR Management Solutions</strong> have become essential for managing employee lifecycles efficiently. From recruitment and onboarding to payroll and performance management, <strong data-start="1398" data-end="1425">HR Management Solutions</strong> simplify complex HR functions while reducing administrative burdens. Organizations that implement comprehensive <strong data-start="1538" data-end="1565">HR Management Solutions</strong> can improve accuracy, compliance, and employee satisfaction.</p>
<p data-start="1628" data-end="2007">Another critical aspect of modern HR operations is the use of <strong data-start="1690" data-end="1718">Digital Employee Records</strong>. Traditional paper-based systems are gradually being replaced by <strong data-start="1784" data-end="1812">Digital Employee Records</strong>, allowing HR departments to store, access, and update employee information more efficiently. This digital approach reduces paperwork, improves accessibility, and supports better decision-making.</p>
<p data-start="2009" data-end="2412">As businesses collect and store increasing amounts of employee data, <strong data-start="2078" data-end="2111">Employee Information Security</strong> has become a top priority. Protecting sensitive employee information is essential for maintaining trust, ensuring compliance, and preventing data breaches. Strong <strong data-start="2275" data-end="2308">Employee Information Security</strong> measures help organizations safeguard confidential records while supporting secure business operations.</p>
<h2 data-section-id="1dtkh0z" data-start="2414" data-end="2505"><span role="text">How <strong data-start="2421" data-end="2444">Workforce Analytics</strong> and <strong data-start="2449" data-end="2476">HR Management Solutions</strong> Improve Business Performance</span></h2>
<p data-start="2507" data-end="2793">The integration of <strong data-start="2526" data-end="2549">Workforce Analytics</strong> with modern <strong data-start="2562" data-end="2589">HR Management Solutions</strong> enables organizations to make smarter workforce decisions. By collecting and analyzing employee-related data, businesses gain valuable insights that support strategic planning and operational excellence.</p>
<p data-start="2795" data-end="3232">Organizations in Saudi Arabia can use <strong data-start="2833" data-end="2856">Workforce Analytics</strong> to evaluate workforce productivity, monitor employee engagement, and identify skills gaps. These insights allow managers to create targeted development programs and improve workforce performance. Additionally, <strong data-start="3067" data-end="3094">HR Management Solutions</strong> automate repetitive administrative tasks, enabling HR professionals to focus on strategic initiatives that contribute to business growth.</p>
<p data-start="3234" data-end="3582">The implementation of <strong data-start="3256" data-end="3284">Digital Employee Records</strong> further enhances efficiency by centralizing employee information in a secure digital environment. Instead of managing multiple paper files, HR teams can quickly retrieve data, process updates, and maintain accurate records. This streamlined approach saves time and reduces the risk of human error.</p>
<p data-start="3584" data-end="3842">Equally important is maintaining robust <strong data-start="3624" data-end="3657">Employee Information Security</strong> practices. Modern HR systems include security features such as role-based access controls, encryption, and audit trails to ensure that sensitive employee information remains protected.</p>
<p data-start="3844" data-end="3896">Key benefits of adopting these technologies include:</p>
<ul data-start="3898" data-end="4668">
<li data-section-id="1rpf38m" data-start="3898" data-end="3966">Improved decision-making through <strong data-start="3933" data-end="3956">Workforce Analytics</strong> insights.</li>
<li data-section-id="1jaxysp" data-start="3967" data-end="4034">Streamlined operations with advanced <strong data-start="4006" data-end="4033">HR Management Solutions</strong>.</li>
<li data-section-id="15ztkf0" data-start="4035" data-end="4103">Faster access to employee data using <strong data-start="4074" data-end="4102">Digital Employee Records</strong>.</li>
<li data-section-id="1yf7qva" data-start="4104" data-end="4197">Enhanced compliance and risk management through <strong data-start="4154" data-end="4187">Employee Information Security</strong> measures.</li>
<li data-section-id="4ppf2" data-start="4198" data-end="4277">Better workforce planning supported by accurate <strong data-start="4248" data-end="4271">Workforce Analytics</strong> data.</li>
<li data-section-id="9u7ajr" data-start="4278" data-end="4360">Reduced paperwork and administrative costs through <strong data-start="4331" data-end="4359">Digital Employee Records</strong>.</li>
<li data-section-id="18x6bpk" data-start="4361" data-end="4447">Increased employee trust through strong <strong data-start="4403" data-end="4436">Employee Information Security</strong> practices.</li>
<li data-section-id="1kfmu0z" data-start="4448" data-end="4528">Greater organizational efficiency with integrated <strong data-start="4500" data-end="4527">HR Management Solutions</strong>.</li>
<li data-section-id="19vsftq" data-start="4529" data-end="4591">Enhanced employee experience through automated HR processes.</li>
<li data-section-id="f5xjdy" data-start="4592" data-end="4668">Improved reporting and performance tracking using <strong data-start="4644" data-end="4667">Workforce Analytics</strong>.</li>
</ul>
<p data-start="4670" data-end="4976">As Saudi organizations continue to expand and diversify, the need for effective workforce management tools becomes increasingly important. Companies that invest in <strong data-start="4834" data-end="4861">HR Management Solutions</strong> can gain a competitive advantage by improving operational efficiency and supporting long-term business objectives.</p>
<h3 data-section-id="jldlv7" data-start="4978" data-end="5078"><span role="text">The Future of <strong data-start="4996" data-end="5024">Digital Employee Records</strong> and <strong data-start="5029" data-end="5062">Employee Information Security</strong> in Saudi Arabia</span></h3>
<p data-start="5080" data-end="5473">The future of human resource management in Saudi Arabia is closely linked to digital innovation. As businesses embrace cloud technologies and digital platforms, the adoption of <strong data-start="5257" data-end="5285">Digital Employee Records</strong> will continue to grow. These systems provide organizations with a centralized and accessible repository of employee information, helping HR teams operate more effectively and efficiently.</p>
<p data-start="5475" data-end="5877">The increasing reliance on digital systems also highlights the importance of <strong data-start="5552" data-end="5585">Employee Information Security</strong>. As cyber threats become more sophisticated, organizations must implement comprehensive security strategies to protect employee data. Effective <strong data-start="5730" data-end="5763">Employee Information Security</strong> involves not only technology solutions but also employee training, policy development, and continuous monitoring.</p>
<p data-start="5879" data-end="6312">In the coming years, <strong data-start="5900" data-end="5923">Workforce Analytics</strong> is expected to play an even larger role in workforce planning and talent management. Advanced analytics tools will help organizations predict workforce trends, identify future staffing needs, and develop strategies that align with business goals. By combining <strong data-start="6184" data-end="6207">Workforce Analytics</strong> with modern <strong data-start="6220" data-end="6247">HR Management Solutions</strong>, companies can create more agile and data-driven HR departments.</p>
<p data-start="6314" data-end="6679">Furthermore, the integration of artificial intelligence and automation within <strong data-start="6392" data-end="6419">HR Management Solutions</strong> will enhance the value of <strong data-start="6446" data-end="6474">Digital Employee Records</strong> while strengthening <strong data-start="6495" data-end="6528">Employee Information Security</strong>. These innovations will help organizations manage employee data more effectively, reduce risks, and improve overall workforce management capabilities.</p>
<p data-start="6681" data-end="7378" data-is-last-node="" data-is-only-node="">In conclusion, businesses across Saudi Arabia are increasingly recognizing the value of <strong data-start="6769" data-end="6792">Workforce Analytics</strong>, <strong data-start="6794" data-end="6821">HR Management Solutions</strong>, <strong data-start="6823" data-end="6851">Digital Employee Records</strong>, and <a href="https://quickhcm.com/"><strong data-start="6857" data-end="6890">Employee Information Security</strong></a>. Together, these technologies support smarter decision-making, streamlined HR operations, secure data management, and improved employee experiences. Organizations that embrace these solutions are better positioned to achieve sustainable growth, maintain compliance, and succeed in a competitive marketplace. For companies seeking advanced workforce management capabilities, Quick HCM provides innovative solutions that support digital transformation and long-term organizational success.</p>]]> </content:encoded>
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<title>Commercials on Radio: The Secret Weapon Businesses Are Using to Dominate Their Markets</title>
<link>https://news.bangboxonline.com/commercials-on-radio-the-secret-weapon-businesses-are-using-to-dominate-their-markets</link>
<guid>https://news.bangboxonline.com/commercials-on-radio-the-secret-weapon-businesses-are-using-to-dominate-their-markets</guid>
<description><![CDATA[ Professional Creative Services- Radio Ads, TV Commercials, Voice Overs and Production. 1 Stop for all audio and visual production needs. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32c1e639996.jpg" length="60693" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 20:49:05 +0500</pubDate>
<dc:creator>Commercialkings</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">What if you could place your brand directly into the minds of thousands of potential customers every single day? Imagine your message reaching people during their morning commute, while they work, exercise, shop, or relax at home. This is the incredible power of<span> </span><a href="https://commercialkings.com/"><strong>commercials on radio</strong></a>, and businesses that understand this advantage are gaining attention, building trust, and driving sales at an astonishing pace.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In a world overflowing with digital noise, radio remains one of the most effective and influential advertising channels available. The right radio campaign can transform an unknown business into a recognized brand almost overnight. At Commercial Kings, we specialize in creating unforgettable<span> </span><strong>commercials on radio</strong><span> </span>that captivate audiences, inspire action, and generate measurable results.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When combined with professional<span> </span><strong>voice over for radio commercials</strong>, your advertising becomes even more powerful, helping your message stand out and leave a lasting impression that listeners simply cannot ignore.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Commercials on Radio Continue to Deliver Exceptional Results</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many businesses mistakenly believe that radio advertising has lost its effectiveness. The reality is exactly the opposite.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every day, millions of people tune in to their favorite radio stations. They listen while driving to work, running errands, working in offices, or enjoying leisure activities. Unlike many digital advertisements that are skipped, blocked, or ignored,<span> </span><strong>commercials on radio</strong><span> </span>become part of the listening experience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This unique connection gives businesses an extraordinary opportunity to communicate directly with their audience in a trusted environment.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Commercial Kings, we understand how to maximize this opportunity. Our expertly crafted<span> </span><strong>commercials on radio</strong><span> </span>are designed to grab attention immediately, spark curiosity, and motivate listeners to take action.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Power of a Memorable Voice</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The difference between an average radio advertisement and a highly successful one often comes down to one critical element: the voice.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A compelling<span> </span><strong>voice over for radio commercials</strong><span> </span>can instantly capture attention, build credibility, and create an emotional connection with listeners. The right voice transforms a simple advertisement into an engaging experience that people remember long after the commercial ends.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Think about the advertisements you remember most. Chances are, the voice played a major role in making that message stick.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Commercial Kings provides exceptional<span> </span><strong>voice over for radio commercials</strong><span> </span>that bring scripts to life with professionalism, energy, and impact. Whether your brand requires authority, excitement, warmth, sophistication, or urgency, we match the perfect voice to your marketing objectives.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Capture Attention Before Your Competitors Do</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The competition for customer attention has never been more intense. Businesses are constantly fighting for visibility across crowded digital platforms, social media feeds, and online advertising networks.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Radio offers something different.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">With<span> </span><strong>commercials on radio</strong>, your message isn't competing against hundreds of visual distractions. Instead, it commands the listener's attention through sound, storytelling, and strategic messaging.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A professionally produced radio commercial can introduce your business, promote a special offer, announce an event, or launch a new product with remarkable effectiveness.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When paired with a powerful<span> </span><a href="https://commercialkings.com/"><strong>voice over for radio commercials</strong></a>, your message becomes more persuasive, memorable, and impactful.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Businesses Trust Commercial Kings</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Creating successful radio advertising requires far more than simply reading a script into a microphone. It demands strategy, creativity, technical expertise, and a deep understanding of audience behavior.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Commercial Kings brings all these elements together to deliver radio campaigns that produce real-world results.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Professional Production Quality</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Listeners immediately recognize the difference between amateur and professional audio. Our production team ensures every project meets the highest standards of quality, clarity, and effectiveness.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Exceptional Voice Talent</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our premium<span> </span><strong>voice over for radio commercials</strong><span> </span>services give businesses access to talented voice professionals capable of delivering messages with confidence, personality, and influence.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Customized Advertising Solutions</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">No two businesses are identical. We create customized<span> </span><strong>commercials on radio</strong><span> </span>tailored to your audience, industry, goals, and brand identity.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Fast Turnaround Times</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Marketing opportunities move quickly. Our streamlined production process ensures your campaign gets on the air fast, allowing you to capitalize on opportunities before competitors do.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Create Urgency and Drive Immediate Action</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the greatest strengths of<span> </span><strong>commercials on radio</strong><span> </span>is their ability to create urgency.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A well-crafted radio commercial can encourage listeners to take immediate action by highlighting limited-time promotions, exclusive offers, seasonal events, or special announcements. The spoken word creates a sense of immediacy that often motivates faster responses than other forms of advertising.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">An engaging<span> </span><strong>voice over for radio commercials</strong><span> </span>amplifies this effect by adding emotion, excitement, and credibility to every message.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When listeners hear enthusiasm, confidence, and urgency in a professional voice, they are far more likely to respond.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Build Brand Recognition That Lasts</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Repetition is one of the most powerful principles in marketing. The more often people hear your brand name, the more familiar and trustworthy it becomes.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is where<span> </span><strong>commercials on radio</strong><span> </span>truly shine.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Radio allows businesses to reach audiences consistently over time, reinforcing brand awareness and strengthening customer recall. Every broadcast creates another opportunity for listeners to remember your company when they need your products or services.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Combined with high-quality<span> </span><strong>voice over for radio commercials</strong>, this repetition creates a recognizable audio identity that helps your business stand apart from competitors.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Maximize Your Advertising Investment</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Businesses are constantly searching for advertising solutions that deliver strong returns. Radio continues to provide exceptional value because it combines broad audience reach with cost-effective campaign options.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">With expertly produced<span> </span><strong>commercials on radio</strong>, businesses can connect with large numbers of potential customers without the enormous costs often associated with other media channels.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;"><a href="https://commercialkings.com/"><strong>Commercial Kings</strong></a><span> </span>helps clients maximize every advertising dollar through strategic messaging, premium production quality, and outstanding<span> </span><strong>voice over for radio commercials</strong><span> </span>that drive engagement and action.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Don't Wait While Others Capture the Spotlight</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every day that your business remains silent is another day competitors are speaking directly to your potential customers.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">The opportunity to grow your brand, increase visibility, and generate more sales is available right now. Businesses that invest in professional radio advertising gain a powerful advantage that can accelerate growth and strengthen market presence.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><strong><a href="https://commercialkings.com/">radio production services</a></strong></span></p>]]> </content:encoded>
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<title>Common Painting Mistakes Homeowners Make and How to Avoid Them</title>
<link>https://news.bangboxonline.com/common-painting-mistakes-homeowners-make-and-how-to-avoid-them</link>
<guid>https://news.bangboxonline.com/common-painting-mistakes-homeowners-make-and-how-to-avoid-them</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32bb2c7457e.jpg" length="53962" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 20:20:29 +0500</pubDate>
<dc:creator>Susan Armadale</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Painting is one of the most effective ways to refresh and improve the appearance of a home. Whether you are updating a single room or giving your entire property a makeover, a quality paint job can significantly enhance aesthetics and increase value. However, many homeowners make common mistakes that lead to poor results, wasted time, and additional expenses. While some painting projects may seem simple, achieving a smooth and professional finish requires proper planning, preparation, and technique. This is why many homeowners turn to </span><strong><a href="https://www.remodelingjml.com/portfolio/cat/interior-exterior-painting/">painting contractors houston</a></strong><span> to ensure the job is completed correctly from the start.</span></p>
<h2 dir="ltr"><span>Understanding the Importance of Proper Surface Preparation</span></h2>
<p dir="ltr"><span>One of the biggest mistakes homeowners make is skipping surface preparation. Paint adheres best to clean, smooth, and properly prepared surfaces. When walls are covered with dust, grease, or old peeling paint, the new coat may not bond correctly.</span></p>
<p dir="ltr"><span>Before painting, it is essential to clean the walls thoroughly and repair any cracks, holes, or imperfections. Sanding rough areas and removing loose paint can help create an even surface that allows the paint to adhere properly. Taking time to prepare the surface may seem tedious, but it greatly improves the final appearance and durability of the paint job.</span></p>
<h2 dir="ltr"><span>Choosing the Wrong Type of Paint</span></h2>
<p dir="ltr"><span>Not all paints are designed for the same purpose. Many homeowners make the mistake of selecting paint based solely on color while ignoring factors such as finish, durability, and room requirements.</span></p>
<p dir="ltr"><span>For example, high-moisture areas like bathrooms and kitchens often require paint that resists mold and mildew. Living rooms and bedrooms may benefit from different finishes depending on the desired appearance and maintenance needs. Understanding the characteristics of different paint products helps ensure long-lasting results and prevents premature wear.</span></p>
<h2 dir="ltr"><span>Ignoring Primer Application</span></h2>
<p dir="ltr"><span>Another common mistake is assuming primer is unnecessary. While some modern paints advertise built-in primer, certain situations still require a separate primer coat.</span></p>
<p dir="ltr"><span>Primer helps seal porous surfaces, covers stains, and creates a uniform base for paint. It is especially important when painting over dark colors, repairing damaged walls, or working with new drywall. Skipping primer can lead to uneven color coverage and may require additional coats of paint, increasing both labor and material costs.</span></p>
<h2 dir="ltr"><span>Applying Paint in Poor Weather Conditions</span></h2>
<p dir="ltr"><span>Weather can have a significant impact on painting projects, especially for exterior surfaces. Many homeowners underestimate how temperature and humidity affect paint performance.</span></p>
<p dir="ltr"><span>Painting during extremely hot, cold, or humid conditions can prevent paint from drying properly. This may result in cracking, peeling, bubbling, or uneven finishes. Checking weather forecasts and following manufacturer recommendations for temperature and humidity can help ensure successful application and curing.</span></p>
<h2 dir="ltr"><span>Using Low-Quality Tools and Materials</span></h2>
<p dir="ltr"><span>Attempting to save money by purchasing inexpensive brushes, rollers, and paint often leads to disappointing results. Low-quality tools can leave streaks, shed bristles, and create inconsistent textures on walls and ceilings.</span></p>
<p dir="ltr"><span>Investing in quality brushes and rollers allows for smoother application and better coverage. High-quality paint may also require fewer coats, ultimately reducing labor and material expenses. The right tools contribute significantly to achieving a professional-looking finish.</span></p>
<h2 dir="ltr"><span>Rushing Through the Painting Process</span></h2>
<p dir="ltr"><span>Many homeowners want to complete painting projects as quickly as possible, but rushing often creates more problems than it solves. Applying additional coats before previous layers have dried properly can lead to streaking, peeling, and uneven texture.</span></p>
<p dir="ltr"><span>Each coat of paint requires adequate drying time according to manufacturer instructions. Patience during the painting process helps ensure a durable and attractive finish. Allowing sufficient drying time between coats also reduces the risk of future maintenance issues.</span></p>
<h2 dir="ltr"><span>Overlooking Small Repairs Before Painting</span></h2>
<p dir="ltr"><span>Paint is not designed to hide structural damage or wall imperfections. Some homeowners attempt to cover cracks, dents, water damage, or nail holes with paint alone, expecting the defects to disappear.</span></p>
<p dir="ltr"><span>Unfortunately, paint often highlights these issues rather than concealing them. Repairing damaged surfaces before painting creates a smoother appearance and helps maintain the integrity of the wall. Addressing minor repairs early can prevent larger problems from developing over time.</span></p>
<h2 dir="ltr"><span>Using Incorrect Painting Techniques</span></h2>
<p dir="ltr"><span>Proper painting technique plays a crucial role in achieving a clean and professional result. Common mistakes include overloading brushes, using inconsistent strokes, and failing to maintain a wet edge during application.</span></p>
<p dir="ltr"><span>Applying paint evenly and working systematically across the surface helps minimize visible lines and lap marks. Taking time to learn proper painting methods can dramatically improve the final outcome. Consistency throughout the project ensures a more polished and attractive appearance.</span></p>
<h2 dir="ltr"><span>Neglecting Protection for Furniture and Floors</span></h2>
<p dir="ltr"><span>Another frequently overlooked mistake is failing to protect surrounding areas before painting begins. Paint splatters can easily damage furniture, flooring, trim, and fixtures if precautions are not taken.</span></p>
<p dir="ltr"><span>Using drop cloths, painter's tape, and protective coverings helps prevent accidental spills and stains. Proper preparation not only keeps the workspace clean but also reduces cleanup time once the project is complete.</span></p>
<h2 dir="ltr"><span>Failing to Test Paint Colors First</span></h2>
<p dir="ltr"><span>A paint color may look perfect on a sample card but appear completely different once applied to a wall. Lighting conditions, room size, and surrounding décor all influence how colors appear in a space.</span></p>
<p dir="ltr"><span>Testing paint samples on different sections of the wall allows homeowners to evaluate colors under various lighting conditions throughout the day. This simple step helps avoid costly mistakes and ensures satisfaction with the final result.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Painting can transform a home's appearance, but achieving professional-quality results requires careful planning and attention to detail. Mistakes such as skipping surface preparation, choosing the wrong paint, ignoring primer, and rushing through the process can compromise the final outcome. By taking the time to prepare properly, use quality materials, and follow recommended techniques, homeowners can enjoy a beautiful and long-lasting finish. For larger renovation projects, combining painting services with reliable </span><strong><a href="https://www.remodelingjml.com">home repair houston tx</a></strong><span> solutions can help ensure every aspect of the home is maintained and enhanced to the highest standard.</span></p>
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<title>Low Cost Brochure Printing: Transform Your Marketing with Club Flyers</title>
<link>https://news.bangboxonline.com/low-cost-brochure-printing-transform-your-marketing-with-club-flyers</link>
<guid>https://news.bangboxonline.com/low-cost-brochure-printing-transform-your-marketing-with-club-flyers</guid>
<description><![CDATA[ Get high-quality, low cost brochure printing with fast turnaround at ClubFlyers. Choose from multiple sizes, finishes, and folding options to create stunning brochures that promote your business without breaking your budget. Order online today! ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32b7dc4fc1a.jpg" length="87038" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 20:06:26 +0500</pubDate>
<dc:creator>Clubflyers</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In today's fiercely competitive business landscape, grabbing attention isn't just important—it's absolutely essential. If you're searching for<span> </span><strong><a href="https://www.clubflyers.com/printing/brochure/">low cost brochure printing</a></strong><span> </span>that delivers incredible quality without draining your marketing budget, you've just discovered the solution that businesses everywhere are talking about. At Club Flyers, we believe that powerful marketing materials shouldn't come with a premium price tag. That's why our affordable printing solutions are helping businesses make a massive impact while keeping costs remarkably low.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Low Cost Brochure Printing Is More Important Than Ever</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every business owner knows the challenge. You need eye-catching marketing materials that communicate your message clearly, attract new customers, and boost sales. However, traditional printing services often come with high costs that can quickly consume valuable resources.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is where<span> </span><strong>low cost brochure printing</strong><span> </span>becomes a game-changer.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Brochures remain one of the most effective marketing tools available. They provide tangible, professional, and highly engaging content that customers can hold, read, and revisit. Unlike digital advertisements that disappear with a click, brochures continue working for your business long after they've been distributed.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Club Flyers, we have revolutionized<span> </span><strong>low cost brochure printing</strong><span> </span>by combining premium-quality production with highly competitive pricing. The result is a marketing solution that delivers exceptional value and measurable results.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Make a Powerful First Impression Without Overspending</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">First impressions happen in seconds. A professionally designed brochure can instantly communicate credibility, professionalism, and trustworthiness. Customers are naturally drawn to businesses that invest in high-quality marketing materials.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The exciting part? You don't need a huge marketing budget to achieve a premium look.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Club Flyers offers<span> </span><strong>low cost brochure printing</strong><span> </span>services that help businesses create stunning brochures designed to stand out in crowded markets. Whether you're promoting a new product, launching a service, advertising an event, or building brand awareness, our brochures are designed to leave a lasting impact.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The difference is remarkable. Crisp printing, vibrant colors, sharp images, and durable materials all come together to create marketing pieces that command attention and drive action.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Incredible Advantages of Online Printing Flyers</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Businesses are constantly searching for faster, more convenient ways to manage their marketing campaigns. This is why<span> </span><strong>online printing flyers</strong><span> </span>has become one of the fastest-growing solutions for modern businesses.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Imagine being able to order professional marketing materials from anywhere, at any time, without dealing with complicated processes or lengthy delays.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">With Club Flyers,<span> </span><strong>online printing flyers</strong><span> </span>services provide unmatched convenience. You can upload your design, select your specifications, place your order, and have your materials professionally produced with incredible efficiency.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The benefits are impossible to ignore:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Fast and convenient ordering</span></li>
<li><span style="font-size: 14pt;">Affordable pricing options</span></li>
<li><span style="font-size: 14pt;">Professional-grade print quality</span></li>
<li><span style="font-size: 14pt;">Wide variety of customization choices</span></li>
<li><span style="font-size: 14pt;">Quick turnaround times</span></li>
<li><span style="font-size: 14pt;">Consistent and reliable results</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Businesses that embrace<span> </span><strong><a href="https://www.clubflyers.com/">online printing flyers</a></strong><span> </span>gain a significant advantage by saving both time and money while maintaining exceptional marketing standards.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Businesses Choose Club Flyers</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">There are countless printing companies available, but Club Flyers continues to stand out for one simple reason: value.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our mission is to provide exceptional<span> </span><strong>low cost brochure printing</strong><span> </span>without compromising quality. We understand that every dollar matters, especially for small businesses, startups, event organizers, and growing brands.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When customers choose Club Flyers, they gain access to:</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Competitive Pricing</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our pricing structure is designed to maximize your marketing budget. You receive professional-quality brochures and flyers at prices that allow you to print more, promote more, and grow more.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Premium Quality Materials</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Affordable doesn't mean ordinary. Our brochures feature vibrant colors, sharp graphics, and professional finishes that help elevate your brand image.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Fast Production</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Timing can make or break a marketing campaign. Our streamlined process ensures your materials are produced efficiently and delivered promptly.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Custom Solutions</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every business is unique. That's why we offer a variety of sizes, paper stocks, finishes, and design options to help create marketing materials that perfectly reflect your brand.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Create Urgency and Drive Immediate Action</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Marketing success often depends on creating urgency. Brochures and flyers are powerful tools because they place your message directly into the hands of potential customers.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A compelling brochure can promote limited-time offers, announce special events, introduce new products, and encourage immediate responses. Combined with effective design and persuasive messaging, low cost brochure printing<span> </span>becomes a highly profitable investment.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Similarly,<span> </span>online printing flyers<span> </span>allows businesses to launch promotional campaigns quickly when opportunities arise. Whether you're preparing for a trade show, seasonal promotion, grand opening, or product launch, speed matters—and Club Flyers delivers.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Maximize Your Return on Investment</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the greatest strengths of low cost brochure printing<span> </span>is its outstanding return on investment. Compared to many advertising methods, brochures offer long-lasting visibility at a fraction of the cost.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Customers often keep brochures for days, weeks, or even months. This extended exposure dramatically increases the chances of generating inquiries, leads, and sales.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When combined with the convenience of<span> </span>online printing flyers, businesses gain access to an affordable marketing system capable of reaching large audiences without exceeding budget limitations.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Don't Miss the Opportunity to Elevate Your Marketing</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The competition for customer attention has never been more intense. Businesses that act quickly and invest in effective promotional materials gain a significant advantage over those that wait.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;"><a href="https://www.clubflyers.com/"><strong>Club Flyers</strong></a><span> </span>is making it easier than ever to access professional low cost brochure printing<span> </span>and reliable<span> </span>online printing flyers<span> </span>services that help businesses grow faster, reach more customers, and achieve stronger marketing results.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:- <a href="https://www.clubflyers.com/calendars/wall-calendars/"><strong>large custom wall calendars</strong></a></span></p>]]> </content:encoded>
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<title>Custom Butcher Paper: Durable and Branded Packaging for Food and Retail Businesses</title>
<link>https://news.bangboxonline.com/custom-butcher-paper-durable-and-branded-packaging-for-food-and-retail-businesses</link>
<guid>https://news.bangboxonline.com/custom-butcher-paper-durable-and-branded-packaging-for-food-and-retail-businesses</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32b64e1fb0d.jpg" length="160733" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 19:39:26 +0500</pubDate>
<dc:creator>smith pualli</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>In today's competitive food and retail industries, packaging plays a critical role in protecting products, preserving freshness, enhancing presentation, and promoting brand identity. Businesses are increasingly investing in packaging solutions that combine functionality with effective marketing. Among the most versatile and widely used packaging materials is custom butcher paper.</span></p>
<p class="isSelectedEnd"><span><a href="https://luxurycustombox.com/product/custom-butcher-paper/">Custom butcher paper</a> provides a practical and attractive way to wrap, protect, and present food products while showcasing a brand’s logo and messaging. Originally used by butcher shops for wrapping fresh meat, butcher paper has evolved into a multifunctional packaging solution used by restaurants, barbecue businesses, bakeries, delis, grocery stores, food trucks, and retail brands.</span></p>
<p class="isSelectedEnd"><span>With customizable printing options, eco-friendly materials, and excellent durability, custom butcher paper has become an essential branding and packaging tool for businesses seeking both performance and professional presentation.</span></p>
<h2><span>What Is Custom Butcher Paper?</span></h2>
<p class="isSelectedEnd"><span>Custom butcher paper is a durable paper product specifically designed for wrapping, storing, and presenting food items. Unlike ordinary wrapping paper, butcher paper is made from strong food-grade materials that provide protection while allowing products to maintain their quality and freshness.</span></p>
<p class="isSelectedEnd"><span>Custom versions are printed with company logos, brand colors, promotional messages, graphics, and marketing elements that help businesses create a consistent and recognizable identity.</span></p>
<p class="isSelectedEnd"><span>Available in rolls, sheets, and custom sizes, butcher paper serves both protective and promotional purposes, making it a valuable packaging investment for many industries.</span></p>
<h2><span>Importance of Custom Butcher Paper</span></h2>
<h3><span>Food Protection</span></h3>
<p class="isSelectedEnd"><span>Butcher paper helps shield food products from external contaminants while maintaining freshness and quality.</span></p>
<h3><span>Brand Promotion</span></h3>
<p class="isSelectedEnd"><span>Custom printing transforms every wrapped product into a marketing opportunity.</span></p>
<h3><span>Professional Presentation</span></h3>
<p class="isSelectedEnd"><span>Branded packaging creates a polished and professional appearance that enhances customer perceptions.</span></p>
<h3><span>Improved Customer Experience</span></h3>
<p class="isSelectedEnd"><span>High-quality packaging contributes to a more memorable dining or shopping experience.</span></p>
<h2><span>Benefits of Custom Butcher Paper</span></h2>
<h3><span>Strong Brand Recognition</span></h3>
<p class="isSelectedEnd"><span>Consistent branding across packaging materials improves customer recall and loyalty.</span></p>
<h3><span>Durable and Reliable</span></h3>
<p class="isSelectedEnd"><span>Butcher paper is strong enough to handle various food products without tearing easily.</span></p>
<h3><span>Versatile Applications</span></h3>
<p class="isSelectedEnd"><span>The material can be used for wrapping, serving, lining trays, and packaging retail products.</span></p>
<h3><span>Cost-Effective Marketing</span></h3>
<p class="isSelectedEnd"><span>Custom packaging provides continuous exposure without ongoing advertising costs.</span></p>
<h3><span>Attractive Food Presentation</span></h3>
<p class="isSelectedEnd"><span>Professionally printed paper improves product appearance and enhances perceived value.</span></p>
<h2><span>Industries That Use Custom Butcher Paper</span></h2>
<h3><span>Barbecue Restaurants</span></h3>
<p class="isSelectedEnd"><span>Barbecue businesses frequently use butcher paper to wrap smoked meats and serve food.</span></p>
<h3><span>Butcher Shops</span></h3>
<p class="isSelectedEnd"><span>Traditional meat markets rely on butcher paper for wrapping fresh cuts of meat.</span></p>
<h3><span>Delis</span></h3>
<p class="isSelectedEnd"><span>Delicatessens use butcher paper for sandwiches, meats, cheeses, and prepared foods.</span></p>
<h3><span>Food Trucks</span></h3>
<p class="isSelectedEnd"><span>Portable and lightweight packaging makes butcher paper ideal for mobile food vendors.</span></p>
<h3><span>Bakeries</span></h3>
<p class="isSelectedEnd"><span>Bakeries use <a href="https://luxurycustombox.com/product/custom-butcher-paper/">custom butcher paper</a> for wrapping bread, pastries, and specialty baked goods.</span></p>
<h3><span>Grocery Stores</span></h3>
<p class="isSelectedEnd"><span>Retail food departments often utilize butcher paper for packaging fresh products.</span></p>
<h3><span>Retail Packaging Businesses</span></h3>
<p class="isSelectedEnd"><span>Many non-food businesses use butcher paper as decorative and protective packaging.</span></p>
<h2><span>Types of Custom Butcher Paper</span></h2>
<h3><span>White Butcher Paper</span></h3>
<p class="isSelectedEnd"><span>A clean and professional option commonly used for food service and retail packaging.</span></p>
<h3><span>Brown Kraft Butcher Paper</span></h3>
<p class="isSelectedEnd"><span>Provides a natural and rustic appearance that supports eco-friendly branding.</span></p>
<h3><span>Printed Butcher Paper</span></h3>
<p class="isSelectedEnd"><span>Features custom logos, graphics, patterns, and marketing messages.</span></p>
<h3><span>Food Service Butcher Paper</span></h3>
<p class="isSelectedEnd"><span>Designed specifically for wrapping and serving food products.</span></p>
<h3><span>Decorative Butcher Paper</span></h3>
<p class="isSelectedEnd"><span>Used for premium packaging presentations and specialty retail applications.</span></p>
<h2><span>Customization Options for Custom Butcher Paper</span></h2>
<p class="isSelectedEnd"><span>One of the greatest advantages of custom butcher paper is its extensive customization flexibility.</span></p>
<h3><span>Custom Logo Printing</span></h3>
<p class="isSelectedEnd"><span>Businesses can prominently display logos to increase visibility and strengthen branding.</span></p>
<h3><span>Brand Colors</span></h3>
<p class="isSelectedEnd"><span>Custom color schemes help create a consistent visual identity across packaging materials.</span></p>
<h3><span>Unique Designs and Patterns</span></h3>
<p class="isSelectedEnd"><span>Creative artwork enhances packaging aesthetics and customer appeal.</span></p>
<h3><span>Promotional Messaging</span></h3>
<p class="isSelectedEnd"><span>Businesses can print:</span></p>
<ul data-spread="false">
<li><span>Company names</span></li>
<li><span>Website addresses</span></li>
<li><span>QR codes</span></li>
<li><span>Social media handles</span></li>
<li><span>Promotional offers</span></li>
<li><span>Marketing slogans</span></li>
</ul>
<p class="isSelectedEnd"><span>These details transform packaging into a powerful communication tool.</span></p>
<h3><span>Custom Sizes</span></h3>
<p class="isSelectedEnd"><span>Butcher paper can be manufactured in various sheet sizes and roll dimensions to suit specific business needs.</span></p>
<h2><span>Materials Used for Custom Butcher Paper</span></h2>
<p class="isSelectedEnd"><span>Several materials are commonly used in butcher paper production.</span></p>
<h3><span>Food-Grade Paper</span></h3>
<p class="isSelectedEnd"><span>Designed specifically for safe food contact and product protection.</span></p>
<h3><span>Kraft Paper</span></h3>
<p class="isSelectedEnd"><span>Kraft materials provide durability and a natural appearance.</span></p>
<h3><span>Premium Paper Stocks</span></h3>
<p class="isSelectedEnd"><span>Higher-quality papers improve print performance and presentation.</span></p>
<h3><span>Recyclable Paper</span></h3>
<p class="isSelectedEnd"><span>Environmentally friendly options support sustainability initiatives.</span></p>
<h3><span>Sustainable Paper Sources</span></h3>
<p class="isSelectedEnd"><span>Many manufacturers utilize responsibly sourced paper materials.</span></p>
<h2><span>Eco-Friendly Custom Butcher Paper</span></h2>
<p class="isSelectedEnd"><span>Sustainability has become a major consideration for both businesses and consumers.</span></p>
<p class="isSelectedEnd"><span>Many companies are transitioning to environmentally responsible packaging solutions that reduce waste and support eco-conscious purchasing decisions.</span></p>
<p class="isSelectedEnd"><span>Eco-friendly custom butcher paper may include:</span></p>
<ul data-spread="false">
<li><span>Recyclable materials</span></li>
<li><span>Biodegradable paper</span></li>
<li><span>Sustainable paper sources</span></li>
<li><span>Soy-based inks</span></li>
<li><span>Water-based coatings</span></li>
<li><span>Plastic-free packaging solutions</span></li>
</ul>
<p class="isSelectedEnd"><span>These environmentally friendly alternatives help businesses minimize environmental impact while maintaining packaging performance.</span></p>
<p class="isSelectedEnd"><span>Consumers increasingly favor brands that prioritize sustainability and responsible business practices.</span></p>
<h2><span>Why Packaging Matters in the Food Industry</span></h2>
<p class="isSelectedEnd"><span>Packaging directly influences how customers perceive product quality and brand value. Attractive and functional packaging can enhance customer satisfaction, encourage repeat purchases, and strengthen brand loyalty.</span></p>
<p class="isSelectedEnd"><span>Custom butcher paper helps businesses create professional presentations while protecting food products and reinforcing their brand identity. It also serves as a valuable marketing tool that reaches customers during every interaction with the product.</span></p>
<p class="isSelectedEnd"><span>In highly competitive food markets, customized packaging often becomes a key differentiator that sets brands apart from competitors.</span></p>
<h2><span>Why Invest in Custom Butcher Paper?</span></h2>
<p class="isSelectedEnd"><span>Investing in custom butcher paper offers numerous advantages beyond basic food wrapping. It enhances product presentation, improves customer experiences, strengthens brand recognition, and supports marketing efforts.</span></p>
<p class="isSelectedEnd"><span>Customized paper allows businesses to communicate professionalism, quality, and attention to detail while creating memorable customer interactions. It also provides an affordable way to promote a brand through everyday packaging.</span></p>
<p class="isSelectedEnd"><span>For restaurants, butcher shops, bakeries, delis, food trucks, grocery stores, and retail businesses, custom butcher paper remains one of the most practical and cost-effective packaging solutions available.</span></p>
<h2><span>Conclusion</span></h2>
<p class="isSelectedEnd"><span>Custom butcher paper is a versatile packaging solution that combines durability, food protection, branding, and visual appeal. Its strong construction helps preserve product quality while customized printing transforms simple wrapping into a powerful marketing tool.</span></p>
<p><span>With extensive customization options, eco-friendly material choices, professional printing capabilities, food-safe construction, and versatile applications, custom butcher paper offers exceptional value for businesses across the food and retail industries. By investing in high-quality custom butcher paper, companies can improve customer experiences, strengthen brand identity, and achieve long-term success in a competitive marketplace.</span></p>]]> </content:encoded>
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<title>Robot Wire Harness Engineering: Why It&amp;apos;s More Demanding Than Most People Realize</title>
<link>https://news.bangboxonline.com/robot-wire-harness-engineering-why-its-more-demanding-than-most-people-realize-71677</link>
<guid>https://news.bangboxonline.com/robot-wire-harness-engineering-why-its-more-demanding-than-most-people-realize-71677</guid>
<description><![CDATA[ Robot wire harnesses in industrial and collaborative robotic systems face mechanical demands that standard cable assemblies simply aren&#039;t built for continuous flexing, vibration, thermal cycling, and tight routing through moving joints. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32ad90da88e.jpg" length="97519" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 19:22:30 +0500</pubDate>
<dc:creator>Sylvia26</dc:creator>
<media:keywords>Robot Wire Harness, Wire Harness, Contract Manufacturing</media:keywords>
<content:encoded></content:encoded>
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<title>Home Health Billing Services for PDGM Compliance | MCA Medical Billing Solutions</title>
<link>https://news.bangboxonline.com/home-health-billing-services-for-pdgm-compliance-mca-medical-billing-solutions</link>
<guid>https://news.bangboxonline.com/home-health-billing-services-for-pdgm-compliance-mca-medical-billing-solutions</guid>
<description><![CDATA[ Struggling with PDGM reimbursement, OASIS coding errors, or slow NOA filings? MCA Medical Billing Solutions helps home health agencies cut denials, speed up payments, and recover lost AR. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32a7d45b4a4.jpg" length="239600" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 18:50:24 +0500</pubDate>
<dc:creator>emilyJohn26</dc:creator>
<media:keywords>home health billing services, home health billing, skilled nursing facility, snf billing services</media:keywords>
<content:encoded></content:encoded>
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<title>The Billing Blind Spots That Quietly Drain Home Health Agency Revenue</title>
<link>https://news.bangboxonline.com/the-billing-blind-spots-that-quietly-drain-home-health-agency-revenue</link>
<guid>https://news.bangboxonline.com/the-billing-blind-spots-that-quietly-drain-home-health-agency-revenue</guid>
<description><![CDATA[ Struggling with PDGM reimbursement, OASIS coding errors, or slow NOA filings? MCA Medical Billing Solutions helps home health agencies cut denials, speed up payments, and recover lost AR. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32a791bd8ac.jpg" length="309293" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 18:47:51 +0500</pubDate>
<dc:creator>emilyJohn26</dc:creator>
<media:keywords>Home Health Billing Services, Home Health Billing, Skilled Nursing Facility, snf billing services</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">If you run a home health agency, you already know the clinical side of the job is demanding enough on its own. Nurses and therapists are out in the field managing patient care, families, and unpredictable schedules. What a lot of administrators don't fully grasp until it's too late, though, is how much money can slip away on the back end simply because of how billing is handled under PDGM. It's rarely one big mistake. It's usually a handful of small, recurring ones that pile up month after month.<o:p></o:p></p>
<p class="MsoNormal"><b>NOA Timing Is More Important Than It Looks<o:p></o:p></b></p>
<p class="MsoNormal">Since the Notice of Admission replaced RAPs, the penalty structure changed in a way that catches a lot of agencies off guard. Miss the NOA window and you're not just delaying payment, you're losing a full day of reimbursement for every day past the deadline, calculated from the start of care. Agencies that don't have a tight internal process for tracking certification dates and submission deadlines end up eating these penalties quietly, often without anyone connecting the dots back to a specific intake delay or admin bottleneck. It's the kind of loss that doesn't show up as a denial, so it's easy to miss in a standard AR report.<o:p></o:p></p>
<p class="MsoNormal"><b>OASIS Coding Mistakes Don't Just Affect One Claim<o:p></o:p></b></p>
<p class="MsoNormal">This is probably the single biggest hidden cost in <a href="https://mcaskilled.com/home-healthcare-billing-services/">home health billing</a> right now. Under PDGM, the OASIS assessment determines the clinical grouping, functional impairment level, and comorbidity adjustment for an entire 30-day period. If a clinician documents something slightly differently than how it's coded, or a functional score doesn't match the actual visit notes, you're not looking at a one-time error. You're looking at a payment rate that's wrong for the whole period, and sometimes the pattern repeats across recertifications because nobody caught it the first time. Agencies that don't have a separate review step between clinical documentation and claim submission are essentially gambling on every certification period.<o:p></o:p></p>
<p class="MsoNormal"><b>LUPA Thresholds Sneak Up on Scheduling<o:p></o:p></b></p>
<p class="MsoNormal">Low Utilization Payment Adjustments are tied to visit counts, and the thresholds vary by clinical grouping, not by some flat universal number. Scheduling teams that aren't watching this closely sometimes plan visit frequency around patient need alone, which is clinically correct but can accidentally trigger a LUPA that wasn't necessary. A single missed or rescheduled visit near the end of a period can flip a full episode payment into a per-visit payment, and the revenue difference is significant. This is one of those areas where clinical scheduling and billing really need to be talking to each other constantly, not just at the end of the period.<o:p></o:p></p>
<p class="MsoNormal"><b>Denials Sit Too Long Before Anyone Touches Them<o:p></o:p></b></p>
<p class="MsoNormal">Most <a href="https://mcaskilled.com/home-healthcare-billing-services/">home health billing</a> denials aren't unwinnable. Insufficient documentation, medical necessity questions, OASIS discrepancies, these are usually fixable if someone responds quickly with the right supporting documentation. The problem is timing. In a lot of agencies, denied claims sit in a queue for days or weeks before anyone with the right expertise reviews them, and by the time someone gets to it, the timely filing window has narrowed, or important documentation has gone stale. Appeals success rates drop sharply the longer a denial sits untouched, which is exactly why same-day routing matters more than people think.<o:p></o:p></p>
<p class="MsoNormal"><b>Multi-State Medicaid Adds Another Layer<o:p></o:p></b></p>
<p class="MsoNormal">For agencies operating across state lines, this gets even messier. Authorization requirements, visit frequency limits, and claim formatting can be completely different from one state Medicaid program to the next. A billing process built around one state's rules doesn't transfer cleanly to another, and agencies that try to run multi-state Medicaid billing with a generalist team often end up with avoidable rejections simply because someone used the wrong format or missed a state-specific prior authorization step.<o:p></o:p></p>
<p class="MsoNormal"><b>What This Actually Costs<o:p></o:p></b></p>
<p class="MsoNormal">None of these issues are dramatic on their own. That's the problem. A delayed NOA here, a coding mismatch there, a denial that sat too long, a LUPA that could have been avoided with better scheduling coordination. Individually they look like rounding errors. Added up over a year, they represent real, recoverable revenue that most agencies never get back because nobody is consistently watching for the pattern across the whole revenue cycle.<o:p></o:p></p>
<p class="MsoNormal">This is exactly why more agencies are choosing to bring in specialized home health billing partners rather than trying to manage every PDGM nuance internally with a generalist billing staff. Firms like <a href="https://mcaskilled.com/">MCA Medical Billing Solutions, L.L.C.</a> focus specifically on home health and <a href="https://mcaskilled.com/snf-billing-services/">SNF billing</a>, which means OASIS review, NOA tracking, LUPA monitoring, and denial follow-up aren't side tasks squeezed in between other responsibilities, they're the core of the job. That kind of focused attention tends to show up directly in first-pass acceptance rates and how quickly denied claims get resolved.<o:p></o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><b>The Takeaway<o:p></o:p></b></p>
<p class="MsoNormal">If your agency hasn't done a real audit of where claims get delayed, denied, or underpaid in the last six months, it's worth doing one before assuming the billing process is fine. A lot of revenue leakage in <a href="https://mcaskilled.com/home-healthcare-billing-services/">home health billing</a> is invisible until someone goes looking for it specifically, and by then it's often too late to recover the oldest claims. Catching these patterns early, whether internally or through a billing partner who already knows where to look, is usually the difference between a healthy <a href="https://mcaskilled.com/aging-ar-collections/">AR aging</a> report and one that quietly creeps past 90 days without anyone noticing why.<o:p></o:p></p>]]> </content:encoded>
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<title>How Paying Your Traffic Challan on Time Saves You from Bigger Penalties Later On</title>
<link>https://news.bangboxonline.com/how-paying-your-traffic-challan-on-time-saves-you-from-bigger-penalties-later-on</link>
<guid>https://news.bangboxonline.com/how-paying-your-traffic-challan-on-time-saves-you-from-bigger-penalties-later-on</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32a1ffef330.jpg" length="121475" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 18:33:42 +0500</pubDate>
<dc:creator>kshitija srivastav</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Receiving a traffic challan is an experience many Indian motorists will have at least once. Whether it is a manual challan issued by a traffic officer on the road or an automated e-challan generated by a camera system, the challan represents a formal notice that a traffic violation has been detected and a fine is due. Many drivers ignore or defer payment, assuming there will be no immediate consequences. This assumption is increasingly dangerous in an era of digital enforcement and integrated transport databases.</span></p>
<h2 dir="ltr"><span>How Traffic Challans Are Issued in India</span></h2>
<p dir="ltr"><span>Traffic challans in India can be issued in two ways. Manual challans are issued directly by traffic police officers who stop a vehicle for a violation. The officer enters the details into the traffic police's handheld e-challan device, generates the challan electronically, and provides the driver with a physical or digital copy. The challan is simultaneously uploaded to the national e-challan database.</span></p>
<p dir="ltr"><span>Automated challans are generated by camera-based enforcement systems — including speed cameras, red-light cameras, and ANPR (Automatic Number Plate Recognition) systems — without a traffic officer being present. These challans are sent to the registered owner's address and are also accessible through the online e-challan portal. In major Indian cities, automated enforcement has dramatically increased the volume of challans generated.</span></p>
<h2 dir="ltr"><span>Common Traffic Violations and Their Fines</span></h2>
<p dir="ltr"><span>The Motor Vehicles (Amendment) Act, 2019 significantly increased fine amounts for most traffic violations. Speeding now attracts fines of Rs 1,000 to Rs 2,000 for a first offence, higher for commercial vehicles. Jumping a red light is Rs 1,000 to Rs 5,000. Riding without a helmet is Rs 1,000, with possible licence suspension. Driving without a seatbelt is Rs 1,000. Using a mobile phone while driving is Rs 1,500 to Rs 5,000.</span></p>
<p dir="ltr"><span>More serious violations attract steeper consequences. Driving under the influence of alcohol or drugs is Rs 10,000 and possible imprisonment. Dangerous driving is Rs 1,000 to Rs 5,000 plus potential criminal charges for repeat offenders. Driving without a valid insurance policy is Rs 2,000 and/or three months imprisonment. These enhanced penalties reflect a policy intent to treat road safety violations seriously.</span></p>
<h2 dir="ltr"><span>Why Prompt Payment Matters</span></h2>
<p></p>
<p dir="ltr"><span></span><a href="https://www.bajajfinserv.in/insurance/traffic-rules-and-fines"><span></span></a><span> Paying your promptly is not just about avoiding additional fines — though late payment or non-payment can attract escalating consequences including summons to court and increased fine amounts. More practically, unpaid challans are linked to your vehicle registration number in the national database. They can appear as encumbrances when you try to sell your vehicle, can flag during RC renewal or fitness certificate applications, and may affect your insurance premium or claim processing in the future as the insurance-transport data integration deepens.</span></p>
<h2 dir="ltr"><span>How to Pay Traffic Challans Online</span></h2>
<p dir="ltr"><span>The national e-challan portal (echallan.parivahan.gov.in) is the most convenient method for checking and paying outstanding traffic fines. Enter your vehicle registration number or driving licence number to view all pending challans. Select the challan you wish to pay and proceed to the payment page, where you can pay via net banking, debit or credit card, or UPI.</span></p>
<p dir="ltr"><span>State-specific portals and apps — such as the Delhi Traffic Police app, Mumbai's eMaharashtra challan portal, and the Telangana-specific TS Cop app — also provide payment facilities for regional challans. Many banks also allow challan payment through their net banking portals.</span></p>
<h2 dir="ltr"><span>Road Tax and Its Connection to Compliance</span></h2>
<p dir="ltr"><span>Road tax is a distinct obligation from traffic challans but forms part of the same compliance ecosystem. Unpaid </span><a href="https://www.bajajfinserv.in/insurance/road-tax"><span>road tax</span></a><span> prevents RC renewal and can flag during routine traffic checks. Keeping road tax payments current is as important as maintaining valid insurance and PUC certificates for a legally compliant vehicle. For vehicles that have relocated from one state to another, road tax obligations in the new state begin after a specified period (typically 12 months) of the vehicle's presence.</span></p>
<h2 dir="ltr"><span>Disputing Incorrect Challans</span></h2>
<p dir="ltr"><span>If you receive a challan you believe is incorrect — such as a camera challan that has misidentified your vehicle due to a number plate that looks similar to another — you have the right to dispute it. The e-challan portal has a dispute filing mechanism. Alternatively, you can visit the issuing authority (the traffic police station responsible for that camera or jurisdiction) with evidence such as photographs, GPS location data, or vehicle tracking records to contest the challan.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Traffic challans are not going away — in fact, with growing camera coverage and digital enforcement, they are becoming more frequent and more consequential. Checking your pending challans periodically, paying them promptly, and driving in compliance with traffic rules is both the legally required and financially sensible approach for every Indian motorist.</span></p>
<p></p>]]> </content:encoded>
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<title>Birthday Banner Printing Singapore: Turn Every Celebration Into a Spectacular Event</title>
<link>https://news.bangboxonline.com/birthday-banner-printing-singapore-turn-every-celebration-into-a-spectacular-event</link>
<guid>https://news.bangboxonline.com/birthday-banner-printing-singapore-turn-every-celebration-into-a-spectacular-event</guid>
<description><![CDATA[ Order your customised birthday banner for your birthday party.Visit our website to find products that meet your needs on your birthday.Birthday banners give various vibe in party. They are cost-effective and available in several formats ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a329cacf15af.jpg" length="66485" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 18:10:14 +0500</pubDate>
<dc:creator>landmarkprint</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">A birthday comes only once a year, and ordinary decorations simply do not create the unforgettable atmosphere that every celebration deserves. Choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/"><b>birthday banner printing singapore</b></a></span></strong> services is the secret to transforming a simple party into an extraordinary experience. Whether it's a child's first birthday, a milestone celebration, or a surprise party for a loved one, a professionally designed banner instantly grabs attention and sets the mood for an incredible event.<o:p></o:p></p>
<p class="MsoNormal">The difference between a good party and an unforgettable one often comes down to the details. A beautifully printed banner becomes the centerpiece of your venue, creating memories that guests will remember long after the celebration ends.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Custom Banners Are the Heart of Every Celebration<o:p></o:p></b></p>
<p class="MsoNormal">Imagine walking into a party venue and seeing a vibrant, personalized banner welcoming every guest. It immediately creates excitement and adds a sense of importance to the occasion. Custom birthday banners are more than decorations; they are memory-makers.<o:p></o:p></p>
<p class="MsoNormal">Professionally printed banners offer exceptional quality, vivid colors, and durable materials that make every photograph look stunning. They can feature names, ages, favorite themes, and personalized messages that turn ordinary parties into one-of-a-kind experiences.<o:p></o:p></p>
<p class="MsoNormal">This is why so many people are now investing in <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">birthday banner printing singapore</span></strong> solutions to elevate their special occasions and create a lasting impression.<o:p></o:p></p>
<p class="MsoNormal"><b>Fast Printing Services for Last-Minute Celebrations<o:p></o:p></b></p>
<p class="MsoNormal">Birthdays have a way of sneaking up on everyone. Suddenly, the big day is only hours away, and the decorations are still incomplete. This is where reliable printing services become invaluable.<o:p></o:p></p>
<p class="MsoNormal">In addition to banners, businesses and individuals often require an <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product-category/stamp/"><b>express rubber stamp</b></a></span></strong> service for urgent administrative and event-related needs. Fast turnaround times ensure that essential materials are ready when you need them most.<o:p></o:p></p>
<p class="MsoNormal">Quick and efficient printing solutions eliminate stress and allow you to focus on what truly matters—celebrating with friends and family.<o:p></o:p></p>
<p class="MsoNormal"><b>The Power of Professional Printing Quality<o:p></o:p></b></p>
<p class="MsoNormal">Low-quality decorations can quickly ruin the appearance of an otherwise beautiful event. Faded colors, blurry images, and flimsy materials fail to create the excitement that a birthday celebration deserves.<o:p></o:p></p>
<p class="MsoNormal">Professional printing services deliver sharp images, brilliant colors, and premium materials that stand out from the moment guests arrive. This superior quality enhances party photos and provides a polished look that cannot be achieved with homemade decorations.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print understands that every celebration is unique and offers premium printing solutions designed to bring creative ideas to life with remarkable precision.<o:p></o:p></p>
<p class="MsoNormal"><b>Create Unforgettable Memories That Last Forever<o:p></o:p></b></p>
<p class="MsoNormal">A birthday party lasts only a few hours, but the memories remain for years. Personalized banners become part of countless photographs and videos that families treasure forever.<o:p></o:p></p>
<p class="MsoNormal">Selecting <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">birthday banner printing singapore</span></strong> services means investing in moments that matter. Every smile captured in front of a custom banner becomes a cherished memory that can be revisited for generations.<o:p></o:p></p>
<p class="MsoNormal">Adding thoughtful printed elements to a celebration shows guests that every detail has been carefully planned, creating a more meaningful and memorable experience.<o:p></o:p></p>
<p class="MsoNormal"><b>One Destination for Every Printing Need<o:p></o:p></b></p>
<p class="MsoNormal">Modern celebrations often require much more than banners alone. Invitations, labels, posters, and administrative materials all play important roles in organizing successful events.<o:p></o:p></p>
<p class="MsoNormal">An efficient <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">express rubber stamp</span></strong> solution is also essential for businesses, schools, and event organizers who need professional documentation completed quickly. Having access to comprehensive printing services in one place saves time and ensures consistent quality across every printed product.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://landmarkprint.sg/">Landmark Print</a></b> delivers versatile solutions that cater to personal celebrations and professional requirements alike, making event preparation significantly easier.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Customers Choose Professional Printing Experts<o:p></o:p></b></p>
<p class="MsoNormal">People today expect celebrations to be visually impressive. Social media has raised the standard for birthday parties, and beautifully designed decorations have become more important than ever.<o:p></o:p></p>
<p class="MsoNormal">Professional printers provide expert guidance, high-quality materials, and efficient service that help customers achieve exceptional results. Instead of settling for generic decorations, personalized banners allow every event to reflect the personality and style of the guest of honor.<o:p></o:p></p>
<p class="MsoNormal">This commitment to excellence is why so many individuals continue to trust Landmark Print for their most important celebrations and urgent printing requirements.<o:p></o:p></p>
<p class="MsoNormal"><b>Don't Wait Until the Last Minute<o:p></o:p></b></p>
<p class="MsoNormal">Every successful birthday celebration begins with preparation. Delaying decoration planning can lead to unnecessary stress and limited choices. Ordering customized banners in advance ensures that every detail is exactly as envisioned.<o:p></o:p></p>
<p class="MsoNormal">At the same time, having access to an <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">express rubber stamp</span></strong> service offers peace of mind when urgent printing requirements arise unexpectedly. Fast, reliable solutions allow customers to manage both celebrations and business needs without compromise.<o:p></o:p></p>
<p class="MsoNormal">The demand for premium printing services continues to grow, especially during festive seasons and school holidays. Acting early guarantees better selection, smoother planning, and a more spectacular final result.<o:p></o:p></p>
<p class="MsoNormal"><b>Turn Your Next Celebration Into Something Extraordinary<o:p></o:p></b></p>
<p class="MsoNormal">A memorable birthday deserves decorations that inspire excitement and leave a lasting impression. Choosing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">birthday banner printing singapore</span></strong> services is one of the easiest and most effective ways to transform an ordinary gathering into an unforgettable event.<o:p></o:p></p>
<p class="MsoNormal">From eye-catching banners to urgent printing requirements, professional solutions help create seamless and stress-free experiences. Landmark Print remains dedicated to delivering outstanding quality, fast service, and creative printing options that help every celebration shine brighter than ever before.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product-category/foam-board-printing/">foam board printing singapore</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/">namecard printing singapore</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product-category/roll-up-banner-printing-singapore/">pull up banner</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Dating App Development Company in India for Innovative Social Apps</title>
<link>https://news.bangboxonline.com/dating-app-development-company-in-india-for-innovative-social-apps</link>
<guid>https://news.bangboxonline.com/dating-app-development-company-in-india-for-innovative-social-apps</guid>
<description><![CDATA[ Dinoustech is a leading dating app development company in India, delivering secure, scalable, and feature-rich apps for modern matchmaking platforms. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32950842f77.jpg" length="64224" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 18:07:52 +0500</pubDate>
<dc:creator>Dinoustech</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The rapid growth of digital technology has changed how people connect and build relationships. Dating apps have become popular platforms for social interaction, providing users with a convenient and engaging way to meet new people. In this active environment, choosing a dependable </span><a href="https://www.dinoustech.com/dating-app-development.html"><span>dating app development company</span></a><span> in India is crucial for businesses that want to create unique social apps that stand out in a competitive market.</span></p>
<h3 dir="ltr"><span>The Rise of Dating Apps in the Digital Era</span></h3>
<p dir="ltr"><span>Dating apps have seen significant growth over the past decade, fueled by increased smartphone use and changing social habits. Users today expect more than just basic matchmaking; they want personalized experiences, real-time interactions, and secure environments. This rising demand has opened doors for startups and companies to invest in modern dating app solutions that meet user preferences and offer seamless connectivity.</span></p>
<h3 dir="ltr"><span>Importance of Innovation in Dating App Development</span></h3>
<p dir="ltr"><span>Innovation is vital for the success of any dating app. Modern dating platforms need features like AI-based matchmaking algorithms, real-time chat, and location services to keep users engaged. A skilled development company focuses on integrating the latest technologies that improve user experience and ensure smooth performance. Dinoustech recognizes the importance of innovation and provides tailored solutions that help businesses create unique and engaging platforms for their target audience.</span></p>
<h3 dir="ltr"><span>Why Choose a Dating App Development Company in India</span></h3>
<p dir="ltr"><span>India has become a global center for app development, delivering high-quality services at competitive prices. Companies in India combine technical skills, creativity, and industry knowledge, making them ideal partners for developing dating applications. By working with an experienced company like Dinoustech, businesses can access scalable solutions, strong architectures, and user-focused designs that meet their goals and market needs.</span></p>
<h3 dir="ltr"><span>Building User-Friendly and Engaging Platforms</span></h3>
<p dir="ltr"><span>A successful dating app is characterized by its user experience. The interface should be easy to use, visually appealing, and simple to navigate. Features like swipe functionality, profile customization, instant messaging, and push notifications make for a more engaging experience. A reliable development company ensures that every aspect of the app is designed to improve usability and encourage user interaction, which leads to higher retention rates and business growth.</span></p>
<h3 dir="ltr"><span>Ensuring Security and Privacy</span></h3>
<p dir="ltr"><span>Security and privacy are major concerns in dating apps, as users share personal information on these platforms. A reliable development company implements strong security measures, such as data encryption, secure login systems, and profile verification processes, to protect user data. Dinoustech prioritizes user safety by including robust security protocols, making sure that the platform remains safe and trustworthy for its users.</span></p>
<h3 dir="ltr"><span>Scalability and Future Growth</span></h3>
<p dir="ltr"><span>As dating apps become more popular, they must handle growing user traffic and expand features. Scalability is a key factor for long-term success. A professional dating app development company builds apps that can grow with the business, allowing for the addition of new features and technologies without losing performance. Dinoustech focuses on creating solutions that are ready for the future, supporting business growth and changing user needs.</span></p>
<h3 dir="ltr"><span>Conclusion</span></h3>
<p dir="ltr"><span>The demand for innovative dating applications keeps increasing. This makes it essential for businesses to invest in quality development solutions. Partnering with a dating app development company in India helps startups and enterprises create powerful, user-friendly, and secure platforms that meet modern expectations. With a focus on technology and a commitment to innovation, companies like Dinoustech help businesses turn their ideas into successful social apps that boost engagement and growth in the digital world.</span></p>]]> </content:encoded>
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<title>How An Ecommerce SEO Agency Drives More Traffic Conversions</title>
<link>https://news.bangboxonline.com/how-an-ecommerce-seo-agency-drives-more-traffic-conversions</link>
<guid>https://news.bangboxonline.com/how-an-ecommerce-seo-agency-drives-more-traffic-conversions</guid>
<description><![CDATA[ In this comprehensive guide we will explore how these specialized agencies operate how they drive revenue and how to select the perfect partner for your business. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a329a8a89433.jpg" length="102698" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 18:00:24 +0500</pubDate>
<dc:creator>Ecommerce Seo Agency</dc:creator>
<media:keywords>Ecommerce Seo Agency</media:keywords>
<content:encoded><![CDATA[<p>In today's highly competitive digital marketplace, simply launching an online store is not enough. With millions of ecommerce websites vying for consumer attention, standing out requires more than just great products—it requires visibility. This is where an<span> </span><a href="https://ecommerceseoagency.io/" target="_blank" rel="noopener"><strong>Ecommerce SEO Agency</strong></a><span> </span>steps in. Search Engine Optimization (SEO) is the backbone of organic online traffic, and partnering with the right agency can transform your digital storefront from a hidden gem into a top-performing sales machine.</p>
<p><strong>How An Ecommerce SEO Agency Can Increase Your Online Store Sales</strong></p>
<p>The ultimate goal of any ecommerce business is to generate revenue. While paid advertising can deliver immediate results, it is often unsustainable in the long run due to rising ad costs. An Ecommerce SEO Agency focuses on building long-term, organic traffic that delivers a higher return on investment (ROI) over time.</p>
<p><strong>Here is how they directly impact your sales:</strong></p>
<p><strong>Targeting High-Intent Buyers:</strong><span> </span>SEO allows you to capture users who are actively searching for the products you sell. By optimizing for transactional keywords (e.g., "buy organic cotton shirts online"), an agency ensures that the traffic coming to your site is ready to make a purchase.</p>
<p><strong>Improving Conversion Rates:</strong><span> </span>A good SEO strategy goes beyond just driving traffic; it enhances the user experience. By ensuring your site is easy to navigate, mobile-friendly, and fast-loading, an agency reduces bounce rates and encourages visitors to complete their purchases.</p>
<p><strong>Optimizing Product Pages:</strong><span> </span>An agency meticulously optimizes product descriptions, images, and metadata. High-quality, keyword-rich product pages not only rank higher but also persuade the customer to click the "Add to Cart" button.</p>
<p><strong>Building Trust and Credibility:</strong><span> </span>Consumers trust search engines. When your online store appears at the top of search results, it automatically gains authority and trust. Shoppers are far more likely to buy from a brand that ranks organically than from one relying solely on paid ads.</p>
<p><strong>Maximizing Customer Lifetime Value:</strong><span> </span>Through content marketing and blog optimization, an agency helps you retain customers. By answering customer queries and providing valuable guides related to your products, you keep your audience engaged and coming back for repeat purchases.</p>
<p><strong>How To Choose The Best Ecommerce SEO Agency For Your Business</strong></p>
<p>Selecting the right agency is a critical decision that can dictate the future success of your online store. Not all SEO agencies are created equal; some specialize in local businesses, while others focus on enterprise-level ecommerce.</p>
<p><strong>Here are the essential factors to consider when making your choice:</strong></p>
<p><strong>Proven Ecommerce Experience:</strong><span> </span>Look for an agency that has a demonstrable track record in the ecommerce sector. Ask for case studies or examples of how they have grown organic traffic and sales for online stores similar to yours.</p>
<p><strong>Transparency and Reporting:</strong><span> </span>The best agencies operate with complete transparency. They should provide clear, understandable reports detailing your keyword rankings, organic traffic growth, and revenue impact. Avoid agencies that are vague about their methods or metrics.</p>
<p><strong>Comprehensive Service Offerings:</strong><span> </span>Ecommerce SEO is multifaceted. Ensure the agency offers a complete suite of services, including technical SEO, on-page optimization, content strategy, and digital PR or link building.</p>
<p><strong>Understanding of Ecommerce Platforms:</strong><span> </span>Your chosen agency must be deeply familiar with the technical architecture of your specific ecommerce platform. Whether you use a hosted solution or a custom-built site, they should know how to optimize it effectively.</p>
<p><strong>Customized Strategies:</strong><span> </span>Beware of agencies that offer a one-size-fits-all package. The best Ecommerce SEO Agency will take the time to audit your website, understand your niche, and craft a bespoke strategy tailored to your specific business goals and budget.</p>
<p><strong>Clear Communication:</strong><span> </span>SEO is a long-term game, and you need an agency that keeps you in the loop. They should provide regular updates, be responsive to your questions, and explain complex SEO concepts in simple terms.</p>
<p><strong>How An Ecommerce SEO Agency Helps Boost Search Rankings Fast</strong></p>
<p>While SEO is generally a long-term strategy, a professional agency knows how to identify and implement quick wins that can give your rankings a rapid boost.</p>
<p><strong>Here is how they accelerate your climb to the top of search engine results pages (SERPs):</strong></p>
<p><strong>Fixing Critical Technical Errors:</strong><span> </span>Search engine bots cannot rank a site they cannot crawl. An agency will quickly identify and fix technical roadblocks like broken links, 404 errors, and messy site architecture, allowing search engines to index your pages efficiently.</p>
<p><strong>Optimizing Site Speed:</strong><span> </span>Page load speed is a confirmed ranking factor. Slow-loading ecommerce sites frustrate users and penalize rankings. An agency will compress images, leverage browser caching, and clean up code to ensure your site loads lightning-fast.</p>
<p><strong>Implementing Structured Data (Schema Markup):</strong><span> </span>This is a game-changer for ecommerce. By adding product schema markup, an agency helps search engines display rich snippets (like price, availability, and star ratings) directly in the search results. This dramatically increases click-through rates.</p>
<p><strong>Streamlining Internal Linking:</strong><span> </span>A strategic internal linking structure distributes page authority throughout your site. An agency will ensure your high-priority product and category pages receive the link juice they need to rank faster.</p>
<p><strong>Conducting Content Gap Analysis:</strong><span> </span>By analyzing competitors, an agency can quickly find keyword opportunities your site is currently missing. Filling these content gaps with optimized product pages or blog posts can result in rapid ranking improvements.</p>
<p><strong>Conclusion</strong></p>
<p>Investing in an <a href="https://ecommerceseoagency.io/" target="_blank" rel="noopener"><strong>Ecommerce SEO Agency</strong></a><span> </span>is no longer a luxury; it is a necessity for any online store looking to thrive in a crowded digital landscape. By increasing your organic visibility, driving high-intent traffic, and optimizing your site for conversions, the right agency will deliver sustainable growth and a powerful return on your investment. Take the time to choose a partner that understands your vision, and watch your online sales soar.</p>]]> </content:encoded>
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<item>
<title>Paracetamol Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook.</title>
<link>https://news.bangboxonline.com/Paracetamol-Price-71666</link>
<guid>https://news.bangboxonline.com/Paracetamol-Price-71666</guid>
<description><![CDATA[ Paracetamol Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a329e05db3ac.jpg" length="59426" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 17:58:23 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Paracetamol Price</media:keywords>
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" width="624" height="339" bis_size="{" x":8,"y":48,"w":624,"h":339,"abs_x":310,"abs_y":1090}"=""></span></p>
<p dir="ltr" bis_size="{" x":8,"y":406,"w":1190,"h":100,"abs_x":310,"abs_y":1448}"=""><a href="https://www.chemanalyst.com/Pricing-data/paracetamol-1336" bis_size="{" x":8,"y":408,"w":283,"h":16,"abs_x":310,"abs_y":1450}"=""><span bis_size="{" x":8,"y":408,"w":283,"h":16,"abs_x":310,"abs_y":1450}"="">According to ChemAnalyst Paracetamol Price</span></a><span bis_size="{" x":8,"y":408,"w":1173,"h":76,"abs_x":310,"abs_y":1450}"=""> market witnessed significant developments throughout 2025 and entered 2026 with a cautiously optimistic outlook. Paracetamol, also known as acetaminophen, remains one of the most widely consumed pharmaceutical active ingredients worldwide due to its extensive use as an analgesic and antipyretic. The market dynamics for paracetamol are shaped by factors such as raw material availability, pharmaceutical demand, production costs, inventory levels, and international trade activity. As healthcare demand continues to expand across both developed and emerging economies, the </span><span bis_size="{" x":470,"y":468,"w":154,"h":16,"abs_x":772,"abs_y":1510}"="">Paracetamol Trend Price</span><span bis_size="{" x":624,"y":468,"w":106,"h":16,"abs_x":926,"abs_y":1510}"=""> and the broader </span><span bis_size="{" x":731,"y":468,"w":164,"h":16,"abs_x":1033,"abs_y":1510}"="">Paracetamol Trend Market</span><span bis_size="{" x":8,"y":468,"w":1176,"h":36,"abs_x":310,"abs_y":1510}"=""> are expected to remain influenced by evolving supply-demand fundamentals throughout 2026.</span></p>
<h1 dir="ltr" bis_size="{" x":8,"y":524,"w":1190,"h":20,"abs_x":310,"abs_y":1566}"=""><span bis_size="{" x":8,"y":518,"w":491,"h":31,"abs_x":310,"abs_y":1560}"="">Global Paracetamol Market Overview</span></h1>
<p dir="ltr" bis_size="{" x":8,"y":563,"w":1190,"h":60,"abs_x":310,"abs_y":1605}"=""><span bis_size="{" x":8,"y":565,"w":1161,"h":56,"abs_x":310,"abs_y":1607}"="">Paracetamol is a cornerstone ingredient in the pharmaceutical industry and is widely used in tablets, capsules, syrups, and combination drug formulations. Its effectiveness in treating fever, headaches, and mild to moderate pain has made it one of the most commonly prescribed and over-the-counter medications globally. Major production centers are concentrated in Asia, particularly India and China, which serve as leading suppliers to international pharmaceutical markets.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":637,"w":1190,"h":80,"abs_x":310,"abs_y":1679}"=""><span bis_size="{" x":8,"y":639,"w":148,"h":16,"abs_x":310,"abs_y":1681}"="">During 2025, the global </span><span bis_size="{" x":156,"y":639,"w":114,"h":16,"abs_x":458,"abs_y":1681}"="">Paracetamol Price</span><span bis_size="{" x":8,"y":639,"w":1172,"h":76,"abs_x":310,"abs_y":1681}"=""> trend reflected varying regional market conditions. While some regions experienced stable pricing due to adequate inventory levels and balanced demand, others observed fluctuations linked to changing procurement patterns and production economics. The market remained supported by consistent demand from pharmaceutical manufacturers and healthcare providers, ensuring steady consumption across major economies. According to ChemAnalyst data, these factors played a key role in shaping market sentiment and influencing pricing patterns during the year.</span></p>
<h1 dir="ltr" bis_size="{" x":8,"y":736,"w":1190,"h":20,"abs_x":310,"abs_y":1778}"=""><span bis_size="{" x":8,"y":730,"w":396,"h":31,"abs_x":310,"abs_y":1772}"="">Asia-Pacific Market Dynamics</span></h1>
<p dir="ltr" bis_size="{" x":8,"y":775,"w":1190,"h":40,"abs_x":310,"abs_y":1817}"=""><span bis_size="{" x":8,"y":777,"w":282,"h":16,"abs_x":310,"abs_y":1819}"="">Asia-Pacific continues to dominate the global </span><span bis_size="{" x":290,"y":777,"w":164,"h":16,"abs_x":592,"abs_y":1819}"="">Paracetamol Trend Market</span><span bis_size="{" x":8,"y":777,"w":1186,"h":36,"abs_x":310,"abs_y":1819}"=""> due to its extensive pharmaceutical manufacturing capacity and strong export activity. India and China remain the most influential producers, supplying substantial quantities of paracetamol API and finished formulations to markets worldwide.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":829,"w":1190,"h":60,"abs_x":310,"abs_y":1871}"=""><span bis_size="{" x":8,"y":831,"w":1169,"h":56,"abs_x":310,"abs_y":1873}"="">In India, paracetamol prices experienced fluctuations during 2025 due to changing feedstock costs, inventory adjustments, and procurement activity from pharmaceutical companies. Stable production levels and strong export demand supported overall market fundamentals. Domestic pharmaceutical manufacturing remained robust, while exports to North America, Europe, Latin America, and Africa continued to contribute significantly to market activity.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":903,"w":1190,"h":60,"abs_x":310,"abs_y":1945}"=""><span bis_size="{" x":8,"y":905,"w":1179,"h":56,"abs_x":310,"abs_y":1947}"="">China also maintained its position as a major producer of paracetamol. The country's extensive chemical manufacturing infrastructure and export-oriented pharmaceutical sector ensured adequate product availability throughout the year. While pricing movements were influenced by raw material costs and production economics, market participants generally observed balanced supply-demand conditions. These developments contributed to a relatively stable </span><span bis_size="{" x":512,"y":945,"w":114,"h":16,"abs_x":814,"abs_y":1987}"="">Paracetamol Price</span><span bis_size="{" x":627,"y":945,"w":272,"h":16,"abs_x":929,"abs_y":1987}"=""> environment across the Asia-Pacific region.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":977,"w":1190,"h":40,"abs_x":310,"abs_y":2019}"=""><span bis_size="{" x":8,"y":979,"w":1186,"h":36,"abs_x":310,"abs_y":2021}"="">As 2026 progresses, Asia-Pacific is expected to remain the primary driver of global pricing trends. Manufacturing output, export performance, and feedstock availability will continue to influence the </span><span bis_size="{" x":31,"y":999,"w":154,"h":16,"abs_x":333,"abs_y":2041}"="">Paracetamol Trend Price</span><span bis_size="{" x":185,"y":999,"w":152,"h":16,"abs_x":487,"abs_y":2041}"=""> in international markets.</span></p>
<h1 dir="ltr" bis_size="{" x":8,"y":1035,"w":1190,"h":20,"abs_x":310,"abs_y":2077}"=""><span bis_size="{" x":8,"y":1029,"w":468,"h":31,"abs_x":310,"abs_y":2071}"="">North America Market Performance</span></h1>
<p dir="ltr" bis_size="{" x":8,"y":1074,"w":1190,"h":40,"abs_x":310,"abs_y":2116}"=""><span bis_size="{" x":8,"y":1076,"w":1142,"h":36,"abs_x":310,"abs_y":2118}"="">North America remained a major consumer of paracetamol during 2025, supported by strong healthcare demand and widespread pharmaceutical usage. The United States, in particular, continued to represent one of the largest markets for paracetamol-based medications.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":1128,"w":1190,"h":40,"abs_x":310,"abs_y":2170}"=""><span bis_size="{" x":8,"y":1130,"w":1142,"h":36,"abs_x":310,"abs_y":2172}"="">Throughout the year, buyers maintained cautious procurement strategies due to adequate inventory availability and stable import flows from Asia. Pharmaceutical companies focused on inventory optimization while ensuring uninterrupted supply for healthcare providers and retail channels. These conditions contributed to relatively balanced market dynamics.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":1182,"w":1190,"h":40,"abs_x":310,"abs_y":2224}"=""><span bis_size="{" x":8,"y":1184,"w":28,"h":16,"abs_x":310,"abs_y":2226}"="">The </span><span bis_size="{" x":36,"y":1184,"w":114,"h":16,"abs_x":338,"abs_y":2226}"="">Paracetamol Price</span><span bis_size="{" x":8,"y":1184,"w":1169,"h":36,"abs_x":310,"abs_y":2226}"=""> in North America remained largely supported by steady pharmaceutical consumption, although occasional downward pressure emerged from competitive imports and sufficient stock levels. The region's dependence on imported APIs continued to make international trade flows an important factor influencing market conditions.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":1236,"w":1190,"h":40,"abs_x":310,"abs_y":2278}"=""><span bis_size="{" x":8,"y":1238,"w":1172,"h":36,"abs_x":310,"abs_y":2280}"="">Looking ahead to 2026, demand from healthcare providers, pharmacies, and pharmaceutical manufacturers is expected to remain stable. Inventory management practices and import activity will likely continue to play a key role in determining short-term pricing movements.</span></p>
<h1 dir="ltr" bis_size="{" x":8,"y":1295,"w":1190,"h":20,"abs_x":310,"abs_y":2337}"=""><span bis_size="{" x":8,"y":1289,"w":326,"h":31,"abs_x":310,"abs_y":2331}"="">European Market Trends</span></h1>
<p dir="ltr" bis_size="{" x":8,"y":1334,"w":1190,"h":40,"abs_x":310,"abs_y":2376}"=""><span bis_size="{" x":8,"y":1336,"w":1176,"h":36,"abs_x":310,"abs_y":2378}"="">Europe experienced relatively stable market conditions during 2025, supported by consistent pharmaceutical demand and reliable import supplies. The region's healthcare sector continued to require significant volumes of paracetamol for both prescription and over-the-counter applications.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":1388,"w":1190,"h":40,"abs_x":310,"abs_y":2430}"=""><span bis_size="{" x":8,"y":1390,"w":1148,"h":36,"abs_x":310,"abs_y":2432}"="">European pharmaceutical manufacturers relied heavily on imported APIs from Asia, particularly India and China. Adequate supply availability and stable logistics operations contributed to balanced market conditions throughout much of the year. Buyers maintained disciplined procurement strategies focused on inventory management and cost optimization.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":1442,"w":1190,"h":40,"abs_x":310,"abs_y":2484}"=""><span bis_size="{" x":8,"y":1444,"w":28,"h":16,"abs_x":310,"abs_y":2486}"="">The </span><span bis_size="{" x":36,"y":1444,"w":164,"h":16,"abs_x":338,"abs_y":2486}"="">Paracetamol Trend Market</span><span bis_size="{" x":8,"y":1444,"w":1180,"h":36,"abs_x":310,"abs_y":2486}"=""> in Europe remained resilient despite broader economic uncertainties. Demand from hospitals, healthcare institutions, and pharmaceutical companies continued to support consumption levels. As a result, significant price volatility was largely avoided during the year.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":1496,"w":1190,"h":20,"abs_x":310,"abs_y":2538}"=""><span bis_size="{" x":8,"y":1498,"w":1086,"h":16,"abs_x":310,"abs_y":2540}"="">For 2026, Europe is expected to maintain steady demand growth, supported by ongoing healthcare needs, aging populations, and continued pharmaceutical production activity.</span></p>
<h1 dir="ltr" bis_size="{" x":8,"y":1534,"w":1190,"h":20,"abs_x":310,"abs_y":2576}"=""><span bis_size="{" x":8,"y":1528,"w":567,"h":31,"abs_x":310,"abs_y":2570}"="">Key Factors Influencing Paracetamol Price</span></h1>
<p dir="ltr" bis_size="{" x":8,"y":1573,"w":1190,"h":20,"abs_x":310,"abs_y":2615}"=""><span bis_size="{" x":8,"y":1575,"w":356,"h":16,"abs_x":310,"abs_y":2617}"="">Several important factors continue to influence the global </span><span bis_size="{" x":364,"y":1575,"w":114,"h":16,"abs_x":666,"abs_y":2617}"="">Paracetamol Price</span><span bis_size="{" x":478,"y":1575,"w":71,"h":16,"abs_x":780,"abs_y":2617}"=""> landscape.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":1610,"w":1190,"h":20,"abs_x":310,"abs_y":2652}"=""><span bis_size="{" x":8,"y":1608,"w":192,"h":23,"abs_x":310,"abs_y":2650}"="">Raw Material Costs</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":1648,"w":1190,"h":40,"abs_x":310,"abs_y":2690}"=""><span bis_size="{" x":8,"y":1650,"w":1173,"h":36,"abs_x":310,"abs_y":2692}"="">The production cost of paracetamol is heavily influenced by the availability and pricing of key chemical intermediates. Variations in feedstock costs directly affect manufacturing expenses and supplier pricing strategies. Stable raw material availability during much of 2025 helped support balanced production economics.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":1705,"w":1190,"h":20,"abs_x":310,"abs_y":2747}"=""><span bis_size="{" x":8,"y":1703,"w":243,"h":23,"abs_x":310,"abs_y":2745}"="">Pharmaceutical Demand</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":1743,"w":1190,"h":40,"abs_x":310,"abs_y":2785}"=""><span bis_size="{" x":8,"y":1745,"w":1170,"h":36,"abs_x":310,"abs_y":2787}"="">Paracetamol remains one of the most widely consumed medications globally. Demand from healthcare providers, pharmaceutical manufacturers, and retail consumers continues to provide a strong foundation for market growth. Seasonal illness trends and public healthcare requirements can further influence consumption patterns.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":1800,"w":1190,"h":20,"abs_x":310,"abs_y":2842}"=""><span bis_size="{" x":8,"y":1798,"w":165,"h":23,"abs_x":310,"abs_y":2840}"="">Inventory Levels</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":1838,"w":1190,"h":40,"abs_x":310,"abs_y":2880}"=""><span bis_size="{" x":8,"y":1840,"w":1172,"h":36,"abs_x":310,"abs_y":2882}"="">Inventory management plays a critical role in determining short-term market behavior. Elevated stock levels typically place downward pressure on prices, while tighter inventories can support stronger supplier pricing power. Market participants closely monitored inventory conditions throughout 2025 to optimize procurement decisions.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":1895,"w":1190,"h":20,"abs_x":310,"abs_y":2937}"=""><span bis_size="{" x":8,"y":1893,"w":268,"h":23,"abs_x":310,"abs_y":2935}"="">International Trade Activity</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":1932,"w":1190,"h":40,"abs_x":310,"abs_y":2974}"=""><span bis_size="{" x":8,"y":1934,"w":1157,"h":36,"abs_x":310,"abs_y":2976}"="">Global trade remains essential to the paracetamol supply chain. Export activity from major producing nations significantly impacts supply availability and pricing trends in importing regions. Changes in freight costs, trade policies, and logistics performance can influence market competitiveness.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":1990,"w":1190,"h":20,"abs_x":310,"abs_y":3032}"=""><span bis_size="{" x":8,"y":1988,"w":238,"h":23,"abs_x":310,"abs_y":3030}"="">Manufacturing Capacity</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":2027,"w":1190,"h":40,"abs_x":310,"abs_y":3069}"=""><span bis_size="{" x":8,"y":2029,"w":1188,"h":36,"abs_x":310,"abs_y":3071}"="">Production output from key manufacturing hubs affects overall market balance. Stable operating rates and sufficient capacity utilization during 2025 helped prevent major supply disruptions and supported relatively balanced market conditions.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":2081,"w":1190,"h":20,"abs_x":310,"abs_y":3123}"=""><span bis_size="{" x":8,"y":2083,"w":245,"h":16,"abs_x":310,"abs_y":3125}"="">Track Real Time Prices Of Paracetamol</span></p>
<p dir="ltr" bis_size="{" x":8,"y":2115,"w":1190,"h":20,"abs_x":310,"abs_y":3157}"=""><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Paracetamol" bis_size="{" x":8,"y":2117,"w":493,"h":16,"abs_x":310,"abs_y":3159}"=""><span bis_size="{" x":8,"y":2117,"w":493,"h":16,"abs_x":310,"abs_y":3159}"="">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Paracetamol</span></a></p>
<h1 dir="ltr" bis_size="{" x":8,"y":2154,"w":1190,"h":20,"abs_x":310,"abs_y":3196}"=""><span bis_size="{" x":8,"y":2148,"w":777,"h":31,"abs_x":310,"abs_y":3190}"="">Demand Drivers Supporting the Paracetamol Trend Market</span></h1>
<p dir="ltr" bis_size="{" x":8,"y":2193,"w":1190,"h":20,"abs_x":310,"abs_y":3235}"=""><span bis_size="{" x":8,"y":2195,"w":183,"h":16,"abs_x":310,"abs_y":3237}"="">The long-term outlook for the </span><span bis_size="{" x":191,"y":2195,"w":164,"h":16,"abs_x":493,"abs_y":3237}"="">Paracetamol Trend Market</span><span bis_size="{" x":356,"y":2195,"w":363,"h":16,"abs_x":658,"abs_y":3237}"=""> remains positive due to several important demand drivers.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":2230,"w":1190,"h":20,"abs_x":310,"abs_y":3272}"=""><span bis_size="{" x":8,"y":2228,"w":362,"h":23,"abs_x":310,"abs_y":3270}"="">Expanding Global Healthcare Sector</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":2268,"w":1190,"h":40,"abs_x":310,"abs_y":3310}"=""><span bis_size="{" x":8,"y":2270,"w":1138,"h":36,"abs_x":310,"abs_y":3312}"="">Healthcare expenditures continue to rise worldwide, increasing demand for essential medications such as paracetamol. Investments in healthcare infrastructure and improved access to medicines support long-term market growth.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":2325,"w":1190,"h":20,"abs_x":310,"abs_y":3367}"=""><span bis_size="{" x":8,"y":2323,"w":199,"h":23,"abs_x":310,"abs_y":3365}"="">Growing Population</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":2362,"w":1190,"h":40,"abs_x":310,"abs_y":3404}"=""><span bis_size="{" x":8,"y":2364,"w":1176,"h":36,"abs_x":310,"abs_y":3406}"="">Population growth, particularly in emerging economies, contributes to higher pharmaceutical consumption. Increasing access to healthcare services further strengthens demand for commonly used medications.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":2420,"w":1190,"h":20,"abs_x":310,"abs_y":3462}"=""><span bis_size="{" x":8,"y":2418,"w":378,"h":23,"abs_x":310,"abs_y":3460}"="">Over-the-Counter Medication Demand</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":2457,"w":1190,"h":40,"abs_x":310,"abs_y":3499}"=""><span bis_size="{" x":8,"y":2459,"w":1186,"h":36,"abs_x":310,"abs_y":3501}"="">Paracetamol's widespread availability as an over-the-counter medicine makes it one of the most frequently purchased pharmaceutical products. Consumer reliance on self-medication for minor illnesses continues to support market expansion.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":2515,"w":1190,"h":20,"abs_x":310,"abs_y":3557}"=""><span bis_size="{" x":8,"y":2513,"w":385,"h":23,"abs_x":310,"abs_y":3555}"="">Pharmaceutical Manufacturing Growth</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":2552,"w":1190,"h":40,"abs_x":310,"abs_y":3594}"=""><span bis_size="{" x":8,"y":2554,"w":1159,"h":36,"abs_x":310,"abs_y":3596}"="">The expansion of generic pharmaceutical production worldwide continues to drive demand for paracetamol APIs. Manufacturers require reliable and cost-effective supplies to meet growing healthcare needs.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":2610,"w":1190,"h":20,"abs_x":310,"abs_y":3652}"=""><span bis_size="{" x":8,"y":2608,"w":248,"h":23,"abs_x":310,"abs_y":3650}"="">Public Health Awareness</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":2647,"w":1190,"h":20,"abs_x":310,"abs_y":3689}"=""><span bis_size="{" x":8,"y":2649,"w":1129,"h":16,"abs_x":310,"abs_y":3691}"="">Increased awareness regarding fever management, pain relief, and preventive healthcare contributes to sustained consumption of paracetamol-based products across global markets.</span></p>
<h1 dir="ltr" bis_size="{" x":8,"y":2686,"w":1190,"h":20,"abs_x":310,"abs_y":3728}"=""><span bis_size="{" x":8,"y":2680,"w":589,"h":31,"abs_x":310,"abs_y":3722}"="">Challenges Facing the Paracetamol Industry</span></h1>
<p dir="ltr" bis_size="{" x":8,"y":2724,"w":1190,"h":20,"abs_x":310,"abs_y":3766}"=""><span bis_size="{" x":8,"y":2726,"w":645,"h":16,"abs_x":310,"abs_y":3768}"="">Despite favorable demand fundamentals, several challenges could influence future market performance.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":2762,"w":1190,"h":20,"abs_x":310,"abs_y":3804}"=""><span bis_size="{" x":8,"y":2760,"w":327,"h":23,"abs_x":310,"abs_y":3802}"="">Competitive Market Environment</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":2799,"w":1190,"h":20,"abs_x":310,"abs_y":3841}"=""><span bis_size="{" x":8,"y":2801,"w":1155,"h":16,"abs_x":310,"abs_y":3843}"="">The paracetamol industry remains highly competitive, particularly among generic pharmaceutical manufacturers. Intense competition can limit pricing flexibility and pressure profit margins.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":2837,"w":1190,"h":20,"abs_x":310,"abs_y":3879}"=""><span bis_size="{" x":8,"y":2835,"w":196,"h":23,"abs_x":310,"abs_y":3877}"="">Supply Chain Risks</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":2874,"w":1190,"h":40,"abs_x":310,"abs_y":3916}"=""><span bis_size="{" x":8,"y":2876,"w":1153,"h":36,"abs_x":310,"abs_y":3918}"="">Global pharmaceutical supply chains remain vulnerable to transportation disruptions, regulatory changes, and geopolitical uncertainties. Such factors can influence procurement costs and market availability.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":2932,"w":1190,"h":20,"abs_x":310,"abs_y":3974}"=""><span bis_size="{" x":8,"y":2930,"w":234,"h":23,"abs_x":310,"abs_y":3972}"="">Regulatory Compliance</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":2969,"w":1190,"h":40,"abs_x":310,"abs_y":4011}"=""><span bis_size="{" x":8,"y":2971,"w":1149,"h":36,"abs_x":310,"abs_y":4013}"="">Stringent pharmaceutical regulations require manufacturers to maintain high standards of quality and safety. Compliance-related investments can impact production costs and operational efficiency.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":3026,"w":1190,"h":20,"abs_x":310,"abs_y":4068}"=""><span bis_size="{" x":8,"y":3024,"w":252,"h":23,"abs_x":310,"abs_y":4066}"="">Feedstock Price Volatility</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":3064,"w":1190,"h":20,"abs_x":310,"abs_y":4106}"=""><span bis_size="{" x":8,"y":3066,"w":760,"h":16,"abs_x":310,"abs_y":4108}"="">Changes in raw material pricing can affect manufacturing economics and create uncertainty regarding future pricing trends.</span></p>
<h1 dir="ltr" bis_size="{" x":8,"y":3103,"w":1190,"h":20,"abs_x":310,"abs_y":4145}"=""><span bis_size="{" x":8,"y":3097,"w":482,"h":31,"abs_x":310,"abs_y":4139}"="">Paracetamol Price Forecast for 2026</span></h1>
<p dir="ltr" bis_size="{" x":8,"y":3141,"w":1190,"h":40,"abs_x":310,"abs_y":4183}"=""><span bis_size="{" x":8,"y":3143,"w":97,"h":16,"abs_x":310,"abs_y":4185}"="">The outlook for </span><span bis_size="{" x":105,"y":3143,"w":114,"h":16,"abs_x":407,"abs_y":4185}"="">Paracetamol Price</span><span bis_size="{" x":8,"y":3143,"w":1188,"h":36,"abs_x":310,"abs_y":4185}"=""> during 2026 suggests a relatively stable market environment with moderate fluctuations. Strong healthcare demand and continued pharmaceutical production are expected to support consumption across major regions. Adequate manufacturing capacity and balanced supply availability should help maintain market stability.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":3195,"w":1190,"h":40,"abs_x":310,"abs_y":4237}"=""><span bis_size="{" x":8,"y":3197,"w":1145,"h":36,"abs_x":310,"abs_y":4239}"="">Asia-Pacific is likely to remain the most influential region due to its dominant production and export position. North America and Europe are expected to maintain steady demand patterns supported by healthcare requirements and pharmaceutical manufacturing activity.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":3249,"w":1190,"h":40,"abs_x":310,"abs_y":4291}"=""><span bis_size="{" x":8,"y":3251,"w":1188,"h":16,"abs_x":310,"abs_y":4293}"="">While short-term price fluctuations may occur due to inventory adjustments, procurement cycles, and raw material cost changes, overall market fundamentals remain supportive. As a result, the </span><span bis_size="{" x":8,"y":3271,"w":154,"h":16,"abs_x":310,"abs_y":4313}"="">Paracetamol Trend Price</span><span bis_size="{" x":162,"y":3271,"w":400,"h":16,"abs_x":464,"abs_y":4313}"=""> is expected to remain relatively stable throughout much of 2026.</span></p>
<h1 dir="ltr" bis_size="{" x":8,"y":3308,"w":1190,"h":20,"abs_x":310,"abs_y":4350}"=""><span bis_size="{" x":8,"y":3302,"w":651,"h":31,"abs_x":310,"abs_y":4344}"="">Future Outlook for the Paracetamol Trend Market</span></h1>
<p dir="ltr" bis_size="{" x":8,"y":3347,"w":1190,"h":40,"abs_x":310,"abs_y":4389}"=""><span bis_size="{" x":8,"y":3349,"w":183,"h":16,"abs_x":310,"abs_y":4391}"="">The long-term outlook for the </span><span bis_size="{" x":191,"y":3349,"w":164,"h":16,"abs_x":493,"abs_y":4391}"="">Paracetamol Trend Market</span><span bis_size="{" x":8,"y":3349,"w":1189,"h":36,"abs_x":310,"abs_y":4391}"=""> remains favorable. Rising healthcare demand, growing pharmaceutical production, and expanding access to medicines are expected to support sustained market growth.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":3401,"w":1190,"h":40,"abs_x":310,"abs_y":4443}"=""><span bis_size="{" x":8,"y":3403,"w":1154,"h":36,"abs_x":310,"abs_y":4445}"="">India and China are anticipated to maintain their leadership positions in global production and exports. Continued investments in pharmaceutical manufacturing infrastructure, supply chain efficiency, and quality compliance will further strengthen market resilience.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":3455,"w":1190,"h":40,"abs_x":310,"abs_y":4497}"=""><span bis_size="{" x":8,"y":3457,"w":1182,"h":36,"abs_x":310,"abs_y":4499}"="">As healthcare systems worldwide continue prioritizing affordable and accessible medications, paracetamol is expected to remain one of the most important pharmaceutical ingredients globally. This strong demand foundation is likely to support stable market growth and favorable industry prospects beyond 2026.</span></p>
<h1 dir="ltr" bis_size="{" x":8,"y":3514,"w":1190,"h":20,"abs_x":310,"abs_y":4556}"=""><span bis_size="{" x":8,"y":3508,"w":152,"h":31,"abs_x":310,"abs_y":4550}"="">Conclusion</span></h1>
<p dir="ltr" bis_size="{" x":8,"y":3552,"w":1190,"h":60,"abs_x":310,"abs_y":4594}"=""><span bis_size="{" x":8,"y":3554,"w":69,"h":16,"abs_x":310,"abs_y":4596}"="">The global </span><span bis_size="{" x":77,"y":3554,"w":114,"h":16,"abs_x":379,"abs_y":4596}"="">Paracetamol Price</span><span bis_size="{" x":8,"y":3554,"w":1187,"h":56,"abs_x":310,"abs_y":4596}"=""> market entered 2026 with balanced fundamentals supported by strong healthcare demand and stable supply conditions. Throughout 2025, market dynamics were influenced by raw material costs, inventory management, pharmaceutical consumption, and international trade activity. Despite periodic fluctuations, the market maintained overall stability due to its essential role within the healthcare sector.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":3626,"w":1190,"h":60,"abs_x":310,"abs_y":4668}"=""><span bis_size="{" x":8,"y":3628,"w":28,"h":16,"abs_x":310,"abs_y":4670}"="">The </span><a href="https://www.chemanalyst.com/Pricing-data/paracetamol-1336" bis_size="{" x":36,"y":3628,"w":154,"h":16,"abs_x":338,"abs_y":4670}"=""><span bis_size="{" x":36,"y":3628,"w":154,"h":16,"abs_x":338,"abs_y":4670}"="">Paracetamol Trend Price</span></a><span bis_size="{" x":190,"y":3628,"w":830,"h":16,"abs_x":492,"abs_y":4670}"=""> will continue to be shaped by production economics, procurement strategies, and evolving healthcare needs. Meanwhile, the broader </span><span bis_size="{" x":1020,"y":3628,"w":164,"h":16,"abs_x":1322,"abs_y":4670}"="">Paracetamol Trend Market</span><span bis_size="{" x":8,"y":3648,"w":1182,"h":36,"abs_x":310,"abs_y":4690}"=""> is expected to benefit from rising pharmaceutical demand, expanding healthcare infrastructure, and continued growth in generic drug manufacturing. With strong long-term demand drivers and widespread global usage, paracetamol is expected to remain a critical pharmaceutical commodity throughout 2026 and beyond.</span></p>]]> </content:encoded>
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<title>A4 Flyer Printing Singapore: Transform Your Marketing with Stunning Prints</title>
<link>https://news.bangboxonline.com/a4-flyer-printing-singapore-transform-your-marketing-with-stunning-prints</link>
<guid>https://news.bangboxonline.com/a4-flyer-printing-singapore-transform-your-marketing-with-stunning-prints</guid>
<description><![CDATA[ Order A4 flyers in Singapore perfect for promotions, events, and business marketing. Choose from various paper types, finishes, and designs to create eye-catching flyers that effectively share your message with customers. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3297bc713ad.jpg" length="59204" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 17:49:09 +0500</pubDate>
<dc:creator>landmarkprint</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's competitive market, businesses need advertising materials that instantly grab attention and inspire action. That is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product/a4-budget-express-digital-flyer-printing-leaflet-brochure-flyer-printing-from-52/"><b>a4 flyer printing singapore</b></a></span></strong> becomes a game-changing solution. A professionally designed flyer can introduce your products, announce special promotions, and drive customers straight to your business. Every day you delay your marketing campaign is another opportunity handed to your competitors. High-quality flyers can create a lasting impression and turn ordinary promotions into extraordinary success stories.<o:p></o:p></p>
<p class="MsoNormal"><b>Unlock the Power of Premium Printed Marketing<o:p></o:p></b></p>
<p class="MsoNormal">Printed marketing materials continue to deliver incredible results because they provide a tangible connection with potential customers. A beautifully printed flyer can be held, shared, and remembered long after an online advertisement disappears from a screen. With exceptional paper quality, vibrant colors, and sharp printing techniques, businesses can showcase their professionalism and credibility. This is why companies across Singapore continue to rely on premium printing solutions to reach wider audiences and generate stronger responses.<o:p></o:p></p>
<p class="MsoNormal"><b>Drive Attention with Eye-Catching Display Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Marketing success rarely comes from using a single promotional tool. Combining flyers with a professional <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">banner printing service</span></strong> creates a powerful advertising strategy that increases visibility both indoors and outdoors. Banners attract attention from a distance, while flyers provide the detailed information customers need before making a purchase decision. Together, these marketing materials can create an unforgettable brand presence and dramatically improve campaign performance.<o:p></o:p></p>
<p class="MsoNormal"><b>Create Instant Brand Recognition<o:p></o:p></b></p>
<p class="MsoNormal">Every successful business understands the importance of consistent branding. Professionally printed materials communicate trust, reliability, and attention to detail. Whether promoting a product launch, seasonal sale, or corporate event, <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Landmark Print</span></strong> provides businesses with exceptional print solutions designed to make a lasting impact. High-quality flyers and banners ensure your company message stands out in crowded marketplaces and reaches the right audience at exactly the right moment.<o:p></o:p></p>
<p class="MsoNormal"><b>Reach More Customers with Cost-Effective Advertising<o:p></o:p></b></p>
<p class="MsoNormal">One of the biggest advantages of <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">a4 flyer printing singapore</span></strong> is its affordability. Businesses can distribute thousands of flyers at a relatively low cost while achieving impressive exposure. Flyers can be placed in mailboxes, handed out at events, inserted into shopping bags, or displayed in strategic locations. This versatility makes them one of the most effective marketing tools available. When every advertising dollar matters, investing in premium printed materials offers incredible value and measurable returns.<o:p></o:p></p>
<p class="MsoNormal"><b>Build Excitement Around Your Promotions<o:p></o:p></b></p>
<p class="MsoNormal">Nothing creates anticipation like a visually stunning promotional campaign. Pairing flyers with a high-quality <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/"><b>banner printing service</b></a></span></strong> allows businesses to build excitement and increase awareness before major events or product launches. Attractive designs and persuasive messaging encourage customers to take immediate action. Limited-time offers, grand openings, and special discounts become far more effective when supported by professionally printed promotional materials that capture attention instantly.<o:p></o:p></p>
<p class="MsoNormal"><b>Gain a Competitive Edge in the Marketplace<o:p></o:p></b></p>
<p class="MsoNormal">Customers often judge a business by the quality of its marketing materials. Poorly printed advertisements can damage credibility and reduce customer confidence. In contrast, premium printing demonstrates professionalism and commitment to excellence. <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/"><b>Landmark Print</b></a></span></strong> understands the importance of helping businesses make powerful first impressions through outstanding print quality, precise color reproduction, and exceptional finishing options that elevate every marketing campaign.<o:p></o:p></p>
<p class="MsoNormal"><b>Turn Simple Marketing into Extraordinary Results<o:p></o:p></b></p>
<p class="MsoNormal">Businesses that invest in professional printing consistently enjoy stronger customer engagement and increased brand awareness. Combining <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">a4 flyer printing singapore</span></strong> with strategic promotional campaigns gives companies an effective way to communicate their message and inspire action. From retail promotions to corporate events, professionally printed materials can significantly enhance visibility and generate meaningful business opportunities.<o:p></o:p></p>
<p class="MsoNormal"><b>Act Now and Elevate Your Brand Presence<o:p></o:p></b></p>
<p class="MsoNormal">The marketplace moves quickly, and opportunities do not wait. A compelling <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">banner printing service</span></strong> can instantly transform an ordinary campaign into a memorable marketing experience that captures attention and drives results. Businesses that act now can position themselves ahead of competitors and create stronger connections with their target audiences. <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Landmark Print</span></strong> delivers premium printing solutions designed to help companies maximize their advertising potential and achieve remarkable growth.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product/pvc-banner/">cheap banner printing singapore</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/product-category/stamp/">company stamp singapore</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri;"><a href="https://landmarkprint.sg/">huge banner printing</a></span><span style="mso-tab-count: 2;">                     </span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Alkaline Battery Market Insights, Technology Advancements and Future Scope</title>
<link>https://news.bangboxonline.com/alkaline-battery-market-insights-technology-advancements-and-future-scope</link>
<guid>https://news.bangboxonline.com/alkaline-battery-market-insights-technology-advancements-and-future-scope</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a329adaef39b.jpg" length="75245" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 17:48:19 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The global alkaline battery market is witnessing consistent growth due to increasing demand for reliable, cost-effective, and easily available energy storage solutions across multiple industries. Alkaline batteries continue to be widely used in consumer electronics, medical devices, industrial equipment, and defense applications because of their long shelf life, high energy density, and stable performance. The growing adoption of portable electronic devices, increasing demand for backup power solutions, and rising need for dependable batteries in critical applications are driving market expansion. The global alkaline battery market size was valued at <strong>USD 7.09 billion in 2024</strong> and is projected to grow from <strong>USD 7.42 billion in 2025 to USD 10.53 billion by 2032</strong>, exhibiting a <strong>CAGR of 5.13% during the forecast period</strong>.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/alkaline-battery-market-2042">https://www.kingsresearch.com/alkaline-battery-market-2042</a> </strong></p>
<p>Alkaline batteries remain one of the most commonly used primary battery technologies due to their affordability, availability, and ability to deliver consistent power output. Despite the growing popularity of rechargeable batteries, alkaline batteries continue to maintain strong demand in applications where convenience, portability, and immediate availability are essential. Manufacturers are focusing on improving battery efficiency, extending shelf life, and developing environmentally responsible solutions to meet changing consumer and industrial requirements.</p>
<h2>Alkaline Battery Market Overview</h2>
<p>Alkaline batteries are disposable batteries that generate electrical energy through an electrochemical reaction between zinc and manganese dioxide. These batteries use potassium hydroxide as an alkaline electrolyte, which provides improved performance compared with older battery technologies.</p>
<p>The widespread usage of alkaline batteries is driven by their compatibility with a wide range of devices, including household electronics, medical equipment, toys, remote controls, flashlights, and industrial instruments.</p>
<p><strong>Major factors supporting market growth include:</strong></p>
<ul>
<li>
<p><strong>Growing demand for portable power solutions:</strong> Increasing usage of electronic devices is creating continuous demand for compact and reliable batteries.</p>
</li>
<li>
<p><strong>Expansion of consumer electronics:</strong> Remote controls, clocks, cameras, gaming accessories, and other devices continue to rely on alkaline batteries.</p>
</li>
<li>
<p><strong>Rising healthcare applications:</strong> Medical devices requiring dependable backup power are increasing battery consumption.</p>
</li>
<li>
<p><strong>Increasing industrial requirements:</strong> Industrial equipment and monitoring systems require stable energy sources.</p>
</li>
</ul>
<h1>Growth Drivers of Alkaline Battery Market</h1>
<h2>Increasing Demand from Consumer Electronics</h2>
<p>The consumer electronics industry represents one of the largest contributors to alkaline battery demand. Everyday devices such as remote controls, wireless accessories, toys, clocks, and portable devices continue to depend on alkaline batteries due to their convenience and long operating life.</p>
<p>Although rechargeable alternatives are becoming more common, alkaline batteries remain preferred for products where users require quick replacement without charging infrastructure.</p>
<p>Key factors supporting consumer electronics demand include:</p>
<ul>
<li>
<p>Increasing household electronic device ownership</p>
</li>
<li>
<p>Rising demand for portable gadgets</p>
</li>
<li>
<p>Growth of smart accessories and personal devices</p>
</li>
<li>
<p>Need for convenient replacement power sources</p>
</li>
</ul>
<p>The continuous expansion of consumer electronics markets worldwide is expected to create steady demand for alkaline batteries.</p>
<h2>Growing Adoption in Medical Devices</h2>
<p>Medical devices require reliable and uninterrupted power sources, making alkaline batteries an important component in healthcare applications. Many portable medical devices use alkaline batteries because they provide stable performance and are easily replaceable.</p>
<p>Applications include:</p>
<ul>
<li>
<p>Digital thermometers</p>
</li>
<li>
<p>Blood pressure monitors</p>
</li>
<li>
<p>Portable diagnostic equipment</p>
</li>
<li>
<p>Medical monitoring devices</p>
</li>
</ul>
<p>The increasing demand for home healthcare solutions and portable medical technologies is expected to contribute significantly to market growth.</p>
<h2>Rising Use in Industrial Equipment</h2>
<p>Industrial sectors rely on alkaline batteries for various equipment and monitoring devices that require dependable power supply. These batteries are used in instruments where durability and long shelf life are important.</p>
<p>Industrial applications include:</p>
<ul>
<li>
<p>Measurement equipment</p>
</li>
<li>
<p>Safety devices</p>
</li>
<li>
<p>Control systems</p>
</li>
<li>
<p>Emergency equipment</p>
</li>
</ul>
<p>As industries continue to modernize and adopt portable monitoring technologies, alkaline battery consumption is expected to increase.</p>
<h2>Increasing Demand from Defense and Military Applications</h2>
<p>Defense and military organizations require reliable energy sources for communication devices, navigation systems, and field equipment.</p>
<p>Alkaline batteries are used due to:</p>
<ul>
<li>
<p>Long storage capability</p>
</li>
<li>
<p>Stable performance</p>
</li>
<li>
<p>Easy transportation</p>
</li>
<li>
<p>Availability in remote locations</p>
</li>
</ul>
<p>The growing need for advanced defense equipment and portable systems is supporting demand for high-performance alkaline batteries.</p>
<h1>Alkaline Battery Market Trends</h1>
<h2>Focus on Sustainable Battery Solutions</h2>
<p>Environmental concerns are influencing the battery industry, encouraging manufacturers to develop more sustainable production processes and recyclable battery technologies.</p>
<p>Companies are focusing on:</p>
<ul>
<li>
<p>Reducing harmful materials</p>
</li>
<li>
<p>Improving recycling capabilities</p>
</li>
<li>
<p>Increasing manufacturing efficiency</p>
</li>
<li>
<p>Developing eco-friendly battery designs</p>
</li>
</ul>
<p>Sustainability initiatives are expected to influence future product development strategies.</p>
<h2>Advancements in Battery Performance</h2>
<p>Battery manufacturers are investing in research and development activities to enhance energy capacity and operational efficiency.</p>
<p>New improvements focus on:</p>
<ul>
<li>
<p>Longer shelf life</p>
</li>
<li>
<p>Better leakage protection</p>
</li>
<li>
<p>Improved energy output</p>
</li>
<li>
<p>Enhanced safety features</p>
</li>
</ul>
<p>These innovations are helping alkaline batteries remain competitive in various applications.</p>
<h1>Alkaline Battery Market Segmentation Analysis</h1>
<p>The alkaline battery market is segmented based on battery size, raw material, application, and region.</p>
<h1>By Battery Size</h1>
<h2>AA Batteries</h2>
<p>AA batteries represent a major segment due to their widespread usage across household and electronic applications.</p>
<p>They are commonly used in:</p>
<ul>
<li>
<p>Remote controls</p>
</li>
<li>
<p>Toys</p>
</li>
<li>
<p>Cameras</p>
</li>
<li>
<p>Portable devices</p>
</li>
<li>
<p>Flashlights</p>
</li>
</ul>
<p>The high availability and compatibility of AA batteries continue to support segment growth.</p>
<h2>AAA Batteries</h2>
<p>AAA batteries are widely used in smaller electronic devices that require compact energy sources.</p>
<p>Applications include:</p>
<ul>
<li>
<p>Wireless accessories</p>
</li>
<li>
<p>Small electronic devices</p>
</li>
<li>
<p>Clocks</p>
</li>
<li>
<p>Gaming controllers</p>
</li>
</ul>
<p>The growing demand for compact consumer electronics is driving AAA battery adoption.</p>
<h2>C Batteries</h2>
<p>C batteries are commonly used in devices requiring higher energy output compared with AA and AAA batteries.</p>
<p>They are used in:</p>
<ul>
<li>
<p>Large flashlights</p>
</li>
<li>
<p>Audio equipment</p>
</li>
<li>
<p>Industrial devices</p>
</li>
</ul>
<p>Demand for longer-lasting portable power solutions supports growth in this segment.</p>
<h2>9V Batteries</h2>
<p>9V batteries are primarily used in specialized applications requiring higher voltage output.</p>
<p>Common applications include:</p>
<ul>
<li>
<p>Smoke detectors</p>
</li>
<li>
<p>Testing equipment</p>
</li>
<li>
<p>Security devices</p>
</li>
</ul>
<p>The need for safety and monitoring equipment contributes to segment expansion.</p>
<h1>By Raw Material</h1>
<h2>Zinc Powder</h2>
<p>Zinc powder serves as the anode material in alkaline batteries and plays a crucial role in energy generation.</p>
<p>The demand for high-quality zinc materials is increasing due to the need for efficient battery performance.</p>
<h2>Manganese Dioxide</h2>
<p>Manganese dioxide acts as the cathode material and influences battery capacity and performance.</p>
<p>Manufacturers are focusing on improving manganese dioxide quality to enhance battery efficiency.</p>
<h2>Potassium Hydroxide</h2>
<p>Potassium hydroxide is used as the electrolyte in alkaline batteries, enabling efficient chemical reactions.</p>
<p>Its role in improving conductivity makes it an essential component of alkaline battery production.</p>
<h2>Steel</h2>
<p>Steel is used in battery casings to provide structural protection and durability.</p>
<p>The demand for strong and reliable battery packaging materials continues to support steel usage.</p>
<h2>Graphite</h2>
<p>Graphite improves conductivity and contributes to battery performance.</p>
<p>Increasing focus on energy efficiency is encouraging the use of advanced graphite materials.</p>
<h1>By Application</h1>
<h2>Consumer Electronics</h2>
<p>Consumer electronics remain the largest application segment due to extensive use of alkaline batteries in everyday devices.</p>
<p>Growing adoption of electronic products continues to drive demand.</p>
<h2>Medical Devices</h2>
<p>Healthcare applications are expanding due to increasing use of portable diagnostic and monitoring equipment.</p>
<p>Reliable battery performance is essential for medical applications.</p>
<h2>Industrial Equipment</h2>
<p>Industrial applications require batteries that can perform consistently under different operating conditions.</p>
<p>Alkaline batteries provide a practical solution for many industrial devices.</p>
<h2>Defense &amp; Military</h2>
<p>Defense applications demand dependable power sources for mission-critical equipment.</p>
<p>The requirement for portable and long-lasting energy solutions supports market growth.</p>
<h1>Regional Analysis of Alkaline Battery Market</h1>
<h2>North America</h2>
<p>North America is expected to maintain a significant market position due to high consumer electronics adoption and strong industrial demand.</p>
<p>The region benefits from:</p>
<ul>
<li>
<p>Advanced healthcare infrastructure</p>
</li>
<li>
<p>Strong defense sector</p>
</li>
<li>
<p>High technology adoption</p>
</li>
</ul>
<h2>Europe</h2>
<p>Europe is witnessing steady market growth due to increasing demand for reliable energy solutions across industrial and consumer applications.</p>
<p>Environmental initiatives are also encouraging battery manufacturers to improve sustainability.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is projected to experience strong growth due to rapid industrialization, expanding electronics manufacturing, and increasing consumer demand.</p>
<p>Major growth factors include:</p>
<ul>
<li>
<p>Rising population</p>
</li>
<li>
<p>Increasing electronic device usage</p>
</li>
<li>
<p>Manufacturing expansion</p>
</li>
<li>
<p>Growing healthcare investments</p>
</li>
</ul>
<p>The region is becoming an important production hub for battery manufacturers.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are expected to witness gradual growth due to infrastructure development and increasing adoption of electronic products.</p>
<p>Growing industrial activities and healthcare expansion are creating new opportunities.</p>
<h1>Competitive Landscape</h1>
<p>The alkaline battery market is competitive, with manufacturers focusing on innovation, product quality, and sustainability.</p>
<p>Companies are investing in:</p>
<ul>
<li>
<p>Improved battery technology</p>
</li>
<li>
<p>Manufacturing expansion</p>
</li>
<li>
<p>Sustainable production methods</p>
</li>
<li>
<p>Research and development</p>
</li>
</ul>
<p>Market players are developing advanced alkaline batteries with improved performance to meet changing customer requirements.</p>
<h1>Future Outlook</h1>
<p>The alkaline battery market is expected to continue expanding due to increasing demand for portable energy solutions across industries. While rechargeable technologies continue to grow, alkaline batteries will remain important for applications requiring convenience, affordability, and immediate availability.</p>
<p>Future opportunities include:</p>
<ul>
<li>
<p>Growth of smart consumer devices</p>
</li>
<li>
<p>Expansion of healthcare technologies</p>
</li>
<li>
<p>Increasing industrial automation</p>
</li>
<li>
<p>Rising defense equipment demand</p>
</li>
</ul>
<h1>Conclusion</h1>
<p>The global alkaline battery market is projected to grow significantly from 2025 to 2032, driven by rising demand from consumer electronics, medical devices, industrial equipment, and defense applications. The combination of affordability, reliability, and accessibility continues to make alkaline batteries a preferred energy solution worldwide.</p>
<p>With technological improvements and increasing focus on sustainable battery production, the alkaline battery industry is expected to witness continued growth and innovation.</p>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Self&#45;care Medical Devices Market Research Report on Industry Growth and Innovations</title>
<link>https://news.bangboxonline.com/self-care-medical-devices-market-research-report-on-industry-growth-and-innovations</link>
<guid>https://news.bangboxonline.com/self-care-medical-devices-market-research-report-on-industry-growth-and-innovations</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a329eb96b726.jpg" length="77542" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 17:43:00 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Self-care Medical Devices Market Overview</h1>
<p>The global Self-care Medical Devices Market size was valued at USD 163.01 billion in 2023 and is projected to reach USD 306.81 billion by 2031, growing at a CAGR of 8.35% from 2024 to 2031. The market is experiencing significant growth due to increasing healthcare awareness, rising demand for home-based monitoring solutions, and the growing burden of chronic diseases worldwide. Consumers are increasingly adopting self-care medical devices to monitor their health conditions, manage wellness, and reduce dependency on frequent hospital visits.</p>
<p>Self-care medical devices are designed to enable individuals to monitor, diagnose, and manage various health conditions independently. These devices include blood glucose monitors, blood pressure monitors, thermometers, pregnancy test kits, fitness trackers, and other personal healthcare equipment. The increasing focus on preventive healthcare and early disease detection has encouraged individuals to take greater responsibility for their health management.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/self-care-medical-devices-market-597">https://www.kingsresearch.com/self-care-medical-devices-market-597</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Self-care Medical Devices Market size was valued at USD 163.01 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to reach USD 306.81 billion by 2031, growing at a CAGR of 8.35% from 2024 to 2031.</strong></p>
</li>
<li>
<p><strong>Increasing awareness about preventive healthcare and personal health monitoring is driving market growth.</strong></p>
</li>
<li>
<p><strong>Rising prevalence of chronic diseases such as diabetes and hypertension is boosting demand for self-care devices.</strong></p>
</li>
<li>
<p><strong>Technological advancements in connected healthcare devices and wearable medical technologies are accelerating adoption.</strong></p>
</li>
<li>
<p><strong>Growing preference for home-based healthcare solutions is transforming the healthcare industry.</strong></p>
</li>
<li>
<p><strong>Online retail channels are witnessing strong growth due to easy accessibility and convenience.</strong></p>
</li>
<li>
<p><strong>North America holds a significant market share due to advanced healthcare infrastructure and high adoption rates.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to witness rapid growth due to increasing healthcare awareness and digital health adoption.</strong></p>
</li>
</ul>
<p>The healthcare industry is undergoing a major transformation as patients shift toward personalized and accessible healthcare solutions. Self-care devices provide convenience by allowing users to track vital health parameters from the comfort of their homes. With the integration of digital technologies, mobile applications, wireless connectivity, and artificial intelligence, modern self-care devices are becoming more accurate, user-friendly, and efficient.</p>
<p>The growing prevalence of lifestyle-related disorders has become one of the major factors supporting market expansion. Conditions such as diabetes, cardiovascular diseases, obesity, and hypertension require continuous monitoring and management. Self-care medical devices help patients track their health indicators regularly, enabling early intervention and improved disease management.</p>
<hr>
<h1><strong>Market Growth Drivers</strong></h1>
<h2>Rising Prevalence of Chronic Diseases</h2>
<p>The increasing incidence of chronic diseases worldwide is a major driver for the self-care medical devices market. Diabetes and hypertension require regular monitoring to prevent complications and improve patient outcomes. Devices such as blood glucose monitors and blood pressure monitors allow patients to measure important health parameters without visiting healthcare facilities frequently.</p>
<p>The growing aging population is also contributing to increased demand for self-care solutions. Elderly individuals often require continuous health monitoring, and home-based devices provide a convenient option for managing health conditions effectively.</p>
<h2>Increasing Demand for Home Healthcare Solutions</h2>
<p>The preference for home healthcare is growing rapidly due to convenience, affordability, and improved accessibility. Patients are increasingly seeking alternatives to traditional healthcare visits, especially for routine monitoring and preventive care.</p>
<p>Self-care medical devices enable individuals to conduct basic health assessments at home, reducing healthcare costs and improving patient independence. This trend became particularly significant with the increased focus on remote healthcare and telemedicine solutions.</p>
<h2>Technological Advancements in Medical Devices</h2>
<p>Technological innovation is significantly influencing the growth of the self-care medical devices market. Manufacturers are integrating advanced sensors, artificial intelligence, Bluetooth connectivity, and mobile applications into healthcare devices.</p>
<p>Smart medical devices provide real-time health data, allowing users and healthcare providers to track health conditions more effectively. Wearable technologies such as fitness trackers and smart monitoring devices are becoming increasingly popular among health-conscious consumers.</p>
<hr>
<h1><strong>Emerging Market Trends</strong></h1>
<h2>Growth of Connected Healthcare Devices</h2>
<p>Connected healthcare devices are becoming an important trend in the self-care medical devices market. These devices allow users to connect their health data with smartphones and digital platforms.</p>
<p>Remote monitoring capabilities enable healthcare professionals to analyze patient information and provide timely recommendations. The integration of Internet of Things (IoT) technology is expected to further enhance the functionality of self-care devices.</p>
<h2>Increasing Adoption of Wearable Medical Technology</h2>
<p>Wearable devices are gaining popularity due to their ability to continuously monitor health conditions. Fitness trackers, smart watches, and wearable sensors provide information related to physical activity, heart rate, sleep patterns, and overall wellness.</p>
<p>The increasing focus on fitness and preventive healthcare is encouraging consumers to adopt wearable medical technologies as part of their daily routines.</p>
<h2>Digitalization of Healthcare</h2>
<p>Digital transformation in healthcare is creating new opportunities for self-care medical device manufacturers. Mobile health applications and cloud-based platforms enable users to store and analyze health data efficiently.</p>
<p>Digital healthcare ecosystems are improving communication between patients and healthcare providers while supporting personalized treatment approaches.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Type</h2>
<h3>Blood Glucose Monitors</h3>
<p>Blood glucose monitors represent one of the leading segments of the self-care medical devices market. These devices are widely used by diabetic patients to measure blood sugar levels and manage their condition effectively.</p>
<p>The increasing prevalence of diabetes globally has created strong demand for glucose monitoring devices. Advancements such as continuous glucose monitoring systems and smart glucose meters are further supporting segment growth.</p>
<h3>Blood Pressure Monitors</h3>
<p>Blood pressure monitors are experiencing strong adoption due to the rising incidence of hypertension and cardiovascular diseases. These devices help users regularly track blood pressure levels and identify potential health risks.</p>
<p>Home blood pressure monitoring is becoming increasingly common as individuals seek convenient ways to manage their cardiovascular health.</p>
<h3>Thermometers</h3>
<p>Thermometers remain an essential self-care device used for monitoring body temperature. The demand for digital and infrared thermometers has increased due to their accuracy, speed, and ease of use.</p>
<p>Growing awareness about infection control and preventive healthcare continues to support demand for advanced thermometer technologies.</p>
<h3>Pregnancy Test Kits</h3>
<p>Pregnancy test kits are widely adopted due to their convenience, privacy, and quick results. Increasing awareness about reproductive health and family planning is contributing to segment growth.</p>
<p>The availability of easy-to-use home testing solutions has made pregnancy monitoring more accessible.</p>
<h3>Fitness Trackers</h3>
<p>Fitness trackers are gaining popularity among consumers focused on health and wellness. These devices monitor physical activity, calorie consumption, heart rate, and sleep patterns.</p>
<p>The increasing interest in fitness and preventive health management is expected to drive further adoption of wearable devices.</p>
<h3>Others</h3>
<p>Other self-care medical devices include pulse oximeters, digital stethoscopes, and respiratory monitoring devices. Demand for these products is increasing due to growing awareness of personal health monitoring.</p>
<hr>
<h1>By Distribution Channel</h1>
<h2>Pharmacies</h2>
<p>Pharmacies remain one of the most important distribution channels for self-care medical devices. Consumers prefer pharmacies due to easy accessibility and professional guidance.</p>
<p>Pharmacy-based sales continue to grow as healthcare providers recommend home monitoring devices for disease management.</p>
<h2>Supermarkets and Hypermarkets</h2>
<p>Supermarkets and hypermarkets are expanding their healthcare product offerings, making self-care devices more accessible to consumers.</p>
<p>The availability of medical devices in retail environments increases consumer awareness and encourages purchase decisions.</p>
<h2>Specialty Medical Equipment Stores</h2>
<p>Specialty medical equipment stores provide a wide range of healthcare devices along with expert assistance. These stores are preferred by consumers requiring advanced medical equipment.</p>
<p>The demand for specialized devices is supporting growth through this channel.</p>
<h2>Online Retailers</h2>
<p>Online retailers are witnessing rapid growth due to convenience, competitive pricing, and wide product availability.</p>
<p>Consumers increasingly prefer online platforms to compare products, read reviews, and purchase healthcare devices from home.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America holds a significant share of the global self-care medical devices market due to advanced healthcare infrastructure, high healthcare spending, and strong adoption of digital health technologies.</p>
<p>The increasing prevalence of chronic diseases and growing demand for home healthcare solutions are driving market expansion in the region.</p>
<h2>Europe</h2>
<p>Europe is experiencing steady growth due to increasing healthcare awareness and government support for preventive healthcare initiatives.</p>
<p>The adoption of wearable health technologies and digital monitoring solutions is contributing to regional development.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness significant growth during the forecast period. Rising healthcare awareness, increasing disposable income, and expanding healthcare infrastructure are driving demand for self-care medical devices.</p>
<p>Countries such as China, India, and Japan are adopting digital healthcare technologies rapidly, creating new opportunities for market players.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are witnessing growing adoption of self-care medical devices due to improving healthcare access and increasing awareness of preventive care.</p>
<p>Government initiatives and healthcare modernization programs are expected to support market growth.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The self-care medical devices market is highly competitive, with companies focusing on innovation, product development, and strategic partnerships. Manufacturers are investing in advanced technologies to improve device accuracy, connectivity, and user experience.</p>
<p>Key players are developing smart healthcare devices integrated with mobile applications and digital platforms. Companies are also expanding their presence through online distribution channels to reach a broader consumer base.</p>
<p>Strategic collaborations between technology providers and healthcare organizations are helping accelerate the development of next-generation self-care solutions.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the self-care medical devices market looks promising as healthcare continues shifting toward personalized and preventive models. Increasing awareness about health management, rising chronic disease burden, and technological advancements will continue to support market expansion.</p>
<p>The integration of artificial intelligence, connected devices, and remote monitoring technologies will redefine how individuals manage their health. Smart self-care solutions will enable early diagnosis, improved treatment outcomes, and greater patient involvement.</p>
<p>As consumers become more health-conscious and healthcare systems focus on reducing costs, self-care medical devices are expected to become an essential part of modern healthcare. The market is anticipated to witness continued innovation and strong growth opportunities through 2031.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Oxygen Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Oxygen-Price</link>
<guid>https://news.bangboxonline.com/Oxygen-Price</guid>
<description><![CDATA[ Oxygen Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32955b79e32.jpg" length="64724" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 17:39:01 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Oxygen Price</media:keywords>
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" width="624" height="339" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:624,&quot;h&quot;:339,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1090}"></span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:406,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1448}"><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:408,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1450}"> </b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:440,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1482}"><a href="https://www.chemanalyst.com/Pricing-data/oxygen-1575" bis_size="{&quot;x&quot;:8,&quot;y&quot;:442,&quot;w&quot;:252,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1484}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:442,&quot;w&quot;:252,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1484}">According to ChemAnalyst Oxygen Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:442,&quot;w&quot;:1182,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1484}"> market demonstrated mixed trends throughout 2025 and entered 2026 with a cautiously firm outlook. Market movements were influenced by industrial demand, energy costs, healthcare consumption, production economics, and logistics expenses. Oxygen remains one of the most essential industrial gases worldwide, serving critical roles in healthcare, steel manufacturing, metal fabrication, chemical processing, water treatment, electronics, and energy applications. As industrial production and healthcare requirements continue to expand globally, the </span><span bis_size="{&quot;x&quot;:135,&quot;y&quot;:502,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:437,&quot;abs_y&quot;:1544}">Oxygen Trend Price</span><span bis_size="{&quot;x&quot;:259,&quot;y&quot;:502,&quot;w&quot;:83,&quot;h&quot;:16,&quot;abs_x&quot;:561,&quot;abs_y&quot;:1544}"> and broader </span><span bis_size="{&quot;x&quot;:342,&quot;y&quot;:502,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:644,&quot;abs_y&quot;:1544}">Oxygen Trend Market</span><span bis_size="{&quot;x&quot;:477,&quot;y&quot;:502,&quot;w&quot;:716,&quot;h&quot;:16,&quot;abs_x&quot;:779,&quot;abs_y&quot;:1544}"> are expected to remain influenced by supply-demand fundamentals, utility costs, and regional economic conditions.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:538,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1580}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:532,&quot;w&quot;:427,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1574}">Global Oxygen Market Overview</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:577,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1619}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:579,&quot;w&quot;:1173,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1621}">Oxygen is a colorless, odorless industrial gas primarily produced through cryogenic air separation and pressure swing adsorption technologies. Its widespread application across multiple industries makes it a key indicator of industrial activity and economic growth. Unlike many chemical commodities, oxygen demand is driven by both industrial and medical sectors, providing a diversified consumption base that supports long-term market stability.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:651,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1693}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:653,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1695}">Throughout 2025, the global </span><span bis_size="{&quot;x&quot;:187,&quot;y&quot;:653,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:489,&quot;abs_y&quot;:1695}">Oxygen Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:653,&quot;w&quot;:1189,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1695}"> landscape reflected varying regional trends. While Europe experienced upward pricing pressure due to elevated energy costs and supply constraints, North America remained relatively stable with balanced supply-demand conditions. In Asia-Pacific, rising industrial activity and higher utility costs contributed to a firm market environment. These regional differences shaped the overall market trajectory and continue to influence expectations for 2026.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:730,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1772}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:724,&quot;w&quot;:426,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1766}">Europe Oxygen Market Analysis</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:769,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1811}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:771,&quot;w&quot;:1173,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1813}">Europe remained one of the most closely watched regions for oxygen pricing during 2025 and early 2026. The market was heavily influenced by electricity costs, which represent a significant portion of oxygen production expenses due to the energy-intensive nature of air separation units.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:823,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1865}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:825,&quot;w&quot;:1181,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1867}">During the fourth quarter of 2025, oxygen prices in Europe increased considerably as rising power costs, planned maintenance shutdowns at production facilities, and strong demand from steelmaking and healthcare sectors tightened market conditions. Industrial gas suppliers faced higher operational expenses, leading to upward adjustments in pricing. Healthcare demand also remained robust, contributing to sustained procurement activity across the region.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:897,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1939}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:899,&quot;w&quot;:1186,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1941}">By the first quarter of 2026, the European market stabilized, with prices reaching approximately USD 0.18/kg. Balanced supply-demand fundamentals, adequate production output, and moderate consumption from steel fabrication, healthcare, welding, and wastewater treatment industries contributed to stable pricing conditions. Despite the stabilization, energy costs continued to remain an important factor supporting the </span><span bis_size="{&quot;x&quot;:283,&quot;y&quot;:939,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:585,&quot;abs_y&quot;:1981}">Oxygen Trend Price</span><span bis_size="{&quot;x&quot;:407,&quot;y&quot;:939,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:709,&quot;abs_y&quot;:1981}"> across the region.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:975,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2017}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:969,&quot;w&quot;:468,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2011}">North America Market Performance</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1014,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2056}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1016,&quot;w&quot;:1182,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2058}">The North American oxygen market maintained relatively balanced conditions during 2025. Stable demand from healthcare providers, steel manufacturers, welding operations, and wastewater treatment facilities supported consistent consumption levels.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1068,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2110}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1070,&quot;w&quot;:1160,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2112}">In the United States, oxygen prices reached approximately USD 0.12/kg during the fourth quarter of 2025. The market experienced only marginal downward movement due to lower energy costs and adequate supply availability from established air separation facilities. Strong demand from medical and industrial users prevented significant price declines and helped maintain market equilibrium.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1142,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2184}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1144,&quot;w&quot;:1142,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2186}">The first quarter of 2026 witnessed a modest increase in pricing, particularly in the bulk oxygen segment, as steady requirements from healthcare, refining, mining, metal fabrication, and chemical processing industries supported procurement activity. Producers also faced firm electricity and maintenance costs, contributing to a stronger </span><span bis_size="{&quot;x&quot;:936,&quot;y&quot;:1164,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:1238,&quot;abs_y&quot;:2206}">Oxygen Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1164,&quot;w&quot;:1163,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2206}"> environment. Cryogenic transportation and storage requirements further supported delivered pricing levels across the region.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1221,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2263}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1215,&quot;w&quot;:396,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2257}">Asia-Pacific Market Dynamics</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1260,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2302}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1262,&quot;w&quot;:448,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2304}">Asia-Pacific remains one of the most influential regions within the global </span><span bis_size="{&quot;x&quot;:456,&quot;y&quot;:1262,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:758,&quot;abs_y&quot;:2304}">Oxygen Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1262,&quot;w&quot;:1144,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2304}"> due to its substantial industrial base and expanding manufacturing sector. China and India continue to drive regional demand through large-scale steel production, infrastructure development, electronics manufacturing, and healthcare investments.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1314,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2356}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1316,&quot;w&quot;:1152,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2358}">During early 2026, the Asian oxygen market followed a stable-to-firm pricing trend. Increased industrial activity and elevated electricity costs strengthened market fundamentals. Oxygen production remains highly energy-intensive, making utility costs a key determinant of profitability and pricing strategies for suppliers. Rising manufacturing output and infrastructure-related demand further supported consumption growth.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1388,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2430}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1390,&quot;w&quot;:1125,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2432}">China recorded mild price increases during the first quarter of 2026, supported by stable demand from steelmaking, chemicals, healthcare, and electronics industries. Although supply availability remained sufficient, higher operating costs prevented significant discounts from producers. These developments contributed to positive sentiment within the regional </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1410,&quot;w&quot;:1175,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2452}">Oxygen Trend Market</span><span bis_size="{&quot;x&quot;:50,&quot;y&quot;:1430,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:352,&quot;abs_y&quot;:2472}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1465,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2507}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1463,&quot;w&quot;:340,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2505}">Track Real Time Prices Of Oxygen</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1502,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2544}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Oxygen" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1504,&quot;w&quot;:463,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2546}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1504,&quot;w&quot;:463,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2546}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Oxygen</span></a></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1541,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2583}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1535,&quot;w&quot;:394,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2577}">South America Market Trends</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1580,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2622}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1582,&quot;w&quot;:1173,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2624}">South America exhibited weaker pricing trends compared to other major regions. Reduced industrial activity in steel manufacturing and metal processing sectors contributed to softer demand during late 2025 and early 2026.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1634,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2676}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1636,&quot;w&quot;:1189,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2678}">The region experienced declining oxygen prices due to lower procurement volumes and increased supply availability resulting from expanded production capacity. New air separation facilities improved regional supply conditions, while weaker industrial output reduced overall consumption. Elevated inventories among distributors further pressured pricing, resulting in a bearish market environment.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1708,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2750}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1710,&quot;w&quot;:992,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2752}">However, future pricing recovery may occur if industrial production improves and infrastructure investments accelerate across major South American economies.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1747,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2789}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1741,&quot;w&quot;:445,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2783}">Factors Influencing Oxygen Price</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1785,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2827}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1787,&quot;w&quot;:278,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2829}">Several key factors continue to shape global </span><span bis_size="{&quot;x&quot;:286,&quot;y&quot;:1787,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:588,&quot;abs_y&quot;:2829}">Oxygen Price</span><span bis_size="{&quot;x&quot;:370,&quot;y&quot;:1787,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:672,&quot;abs_y&quot;:2829}"> movements.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1823,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2865}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1821,&quot;w&quot;:135,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2863}">Energy Costs</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1860,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2902}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1862,&quot;w&quot;:1164,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2904}">Electricity remains the single most important production cost component for oxygen manufacturers. Air separation units consume substantial amounts of power, making oxygen prices highly sensitive to changes in electricity markets. Rising energy prices in Europe and Asia significantly influenced market trends during 2025 and 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1918,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2960}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1916,&quot;w&quot;:183,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2958}">Industrial Demand</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1955,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2997}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1957,&quot;w&quot;:1145,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2999}">Demand from steelmaking, metal fabrication, chemical processing, electronics manufacturing, and refining industries remains a critical driver of oxygen consumption. Increased industrial activity generally supports stronger pricing, while manufacturing slowdowns can weaken demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2012,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3054}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2010,&quot;w&quot;:319,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3052}">Healthcare Sector Consumption</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2050,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3092}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2052,&quot;w&quot;:1139,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3094}">Medical oxygen continues to represent an essential demand segment. Hospitals, clinics, emergency services, and healthcare facilities require reliable oxygen supplies, creating a stable consumption base that supports long-term market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2107,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3149}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2105,&quot;w&quot;:259,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3147}">Logistics and Distribution</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2145,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3187}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2147,&quot;w&quot;:1142,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3189}">Transportation and storage costs significantly influence oxygen pricing. Bulk liquid oxygen requires specialized cryogenic equipment, storage tanks, and distribution infrastructure. Rising logistics expenses can therefore contribute to higher delivered prices.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2202,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3244}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2200,&quot;w&quot;:185,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3242}">Supply Availability</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2240,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3282}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2242,&quot;w&quot;:1154,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3284}">Production capacity utilization, maintenance shutdowns, and inventory levels all affect market balance. Planned facility maintenance and supply disruptions during 2025 created temporary upward pressure on prices in several regions.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2298,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3340}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2292,&quot;w&quot;:714,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3334}">Demand Drivers Supporting the Oxygen Trend Market</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2337,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3379}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2339,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3381}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:2339,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:3381}">Oxygen Trend Market</span><span bis_size="{&quot;x&quot;:326,&quot;y&quot;:2339,&quot;w&quot;:295,&quot;h&quot;:16,&quot;abs_x&quot;:628,&quot;abs_y&quot;:3381}"> remains positive due to multiple growth drivers.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2374,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3416}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2372,&quot;w&quot;:310,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3414}">Steel and Metallurgy Industries</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2412,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3454}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2414,&quot;w&quot;:1186,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3456}">Oxygen is widely used in steel production, cutting, welding, and metal fabrication processes. Continued infrastructure development and industrialization are expected to support demand growth across major economies.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2469,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3511}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2467,&quot;w&quot;:219,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3509}">Healthcare Expansion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2507,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3549}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2509,&quot;w&quot;:1166,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3551}">Growing healthcare investments, aging populations, and rising respiratory care requirements continue to strengthen medical oxygen demand globally. This segment remains one of the most stable sources of consumption.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2564,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3606}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2562,&quot;w&quot;:294,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3604}">Water Treatment Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2602,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3644}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2604,&quot;w&quot;:1168,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3646}">Municipal and industrial water treatment facilities increasingly utilize oxygen in wastewater treatment processes. Rising environmental standards are expected to support future demand from this sector.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2659,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3701}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2657,&quot;w&quot;:465,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3699}">Electronics and Semiconductor Manufacturing</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2696,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3738}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2698,&quot;w&quot;:1178,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3740}">Advanced manufacturing industries require high-purity oxygen for specialized applications. Expanding electronics production in Asia-Pacific is expected to contribute to long-term consumption growth.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2755,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3797}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2749,&quot;w&quot;:525,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3791}">Challenges Facing the Oxygen Industry</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2794,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3836}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2796,&quot;w&quot;:638,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3838}">Despite favorable demand fundamentals, several challenges may influence future market performance.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2831,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3873}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2829,&quot;w&quot;:220,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3871}">Energy Price Volatility</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2869,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3911}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2871,&quot;w&quot;:1037,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3913}">Fluctuating electricity costs remain a significant risk for oxygen producers. Higher power prices can rapidly increase production expenses and create pricing uncertainty.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2906,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3948}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2904,&quot;w&quot;:215,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3946}">Industrial Slowdowns</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2944,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3986}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2946,&quot;w&quot;:953,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3988}">Reduced manufacturing activity, particularly in steel and metal processing industries, may weaken oxygen demand and create downward pricing pressure.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2981,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4023}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2979,&quot;w&quot;:214,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4021}">Logistics Constraints</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3018,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4060}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3020,&quot;w&quot;:928,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4062}">Cryogenic transportation requirements and specialized storage infrastructure can increase operating costs and limit supply flexibility in certain regions.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3056,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4098}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3054,&quot;w&quot;:309,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4096}">Competitive Market Conditions</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3093,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4135}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3095,&quot;w&quot;:946,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4137}">Expanded production capacity and elevated inventories may periodically create oversupply situations, limiting opportunities for sustained price increases.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3132,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4174}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3126,&quot;w&quot;:418,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4168}">Oxygen Price Forecast for 2026</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3171,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4213}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3173,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4215}">The outlook for </span><span bis_size="{&quot;x&quot;:105,&quot;y&quot;:3173,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:407,&quot;abs_y&quot;:4215}">Oxygen Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3173,&quot;w&quot;:1173,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4215}"> in 2026 remains moderately positive. Stable demand from healthcare, steel manufacturing, chemicals, electronics, and water treatment industries is expected to support market fundamentals. Energy costs will continue to play a decisive role in determining production economics and regional pricing trends.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3225,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4267}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3227,&quot;w&quot;:1180,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4269}">Europe is likely to maintain relatively firm prices due to ongoing power cost pressures, while North America should benefit from balanced supply-demand conditions. Asia-Pacific is expected to remain a key growth engine as industrial production and infrastructure investments continue expanding. Meanwhile, South America may experience gradual stabilization if industrial activity recovers.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3299,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4341}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3301,&quot;w&quot;:896,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4343}">Market participants will closely monitor energy markets, industrial output, healthcare demand, and logistics developments when assessing future </span><span bis_size="{&quot;x&quot;:904,&quot;y&quot;:3301,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:1206,&quot;abs_y&quot;:4343}">Oxygen Trend Price</span><span bis_size="{&quot;x&quot;:1028,&quot;y&quot;:3301,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:1330,&quot;abs_y&quot;:4343}"> movements.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3338,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4380}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3332,&quot;w&quot;:588,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4374}">Future Outlook for the Oxygen Trend Market</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3376,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4418}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3378,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4420}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:3378,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:4420}">Oxygen Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3378,&quot;w&quot;:1138,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4420}"> remains favorable. Growing industrialization, healthcare expansion, infrastructure investments, and technological advancements are expected to sustain demand growth across major regions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3430,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4472}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3432,&quot;w&quot;:1155,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4474}">The oxygen industry will continue benefiting from its diversified application base, which spans healthcare, manufacturing, metallurgy, chemicals, electronics, aerospace, and environmental services. Increasing investments in industrial gas infrastructure and production technologies are likely to improve supply efficiency and market resilience over the coming years.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3489,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4531}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3483,&quot;w&quot;:152,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4525}">Conclusion</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3528,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4570}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3530,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4572}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:3530,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:4572}">Oxygen Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3530,&quot;w&quot;:1179,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4572}"> market entered 2026 with balanced fundamentals supported by strong industrial and healthcare demand. While energy costs, logistics expenses, and regional supply conditions continue influencing market behavior, long-term growth prospects remain encouraging. The </span><a href="https://www.chemanalyst.com/Pricing-data/oxygen-1575" bis_size="{&quot;x&quot;:642,&quot;y&quot;:3550,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:944,&quot;abs_y&quot;:4592}"><span bis_size="{&quot;x&quot;:642,&quot;y&quot;:3550,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:944,&quot;abs_y&quot;:4592}">Oxygen Trend Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3550,&quot;w&quot;:1127,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4592}"> is expected to remain supported by rising industrial activity, expanding healthcare infrastructure, and increasing demand from steel, chemical, and electronics sectors.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3602,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4644}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3604,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4646}">Meanwhile, the broader </span><span bis_size="{&quot;x&quot;:158,&quot;y&quot;:3604,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:460,&quot;abs_y&quot;:4646}">Oxygen Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3604,&quot;w&quot;:1179,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4646}"> is well-positioned for sustainable growth due to its critical importance across multiple industries. As global economic activity continues to recover and industrial investments increase, oxygen demand is expected to remain resilient throughout 2026 and beyond.</span></p>]]> </content:encoded>
</item>

<item>
<title>Gas Chromatography Market Demand Growth and Key Industry Trends</title>
<link>https://news.bangboxonline.com/gas-chromatography-market-demand-growth-and-key-industry-trends</link>
<guid>https://news.bangboxonline.com/gas-chromatography-market-demand-growth-and-key-industry-trends</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32940ab7572.jpg" length="45052" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 17:32:06 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The global gas chromatography market is witnessing substantial growth due to increasing demand for advanced analytical techniques across pharmaceutical, biotechnology, environmental testing, food &amp; beverage, oil &amp; gas, and chemical industries. Gas chromatography has become an essential analytical technology for identifying, separating, and quantifying chemical compounds with high accuracy and reliability. The growing emphasis on quality control, regulatory compliance, environmental monitoring, and product safety is accelerating the adoption of gas chromatography systems worldwide. The global gas chromatography market size was valued at<span> </span><strong>USD 4.56 billion in 2024</strong><span> </span>and is projected to grow from<span> </span><strong>USD 4.83 billion in 2025 to USD 7.63 billion by 2032</strong>, exhibiting a<span> </span><strong>CAGR of 6.75% during the forecast period</strong>.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/report/gas-chromatography-market-2972">https://www.kingsresearch.com/report/gas-chromatography-market-2972</a> </strong></p>
<p>The increasing need for precise analytical solutions in research laboratories and industrial applications is driving the expansion of the gas chromatography market. Technological advancements such as automated systems, improved detectors, enhanced data analysis software, and integration with artificial intelligence are transforming chromatography workflows. Industries are increasingly investing in efficient testing solutions to improve product quality, accelerate research processes, and meet strict safety standards.</p>
<h2>Gas Chromatography Market Overview</h2>
<p>Gas chromatography is a widely used analytical technique that separates volatile and semi-volatile compounds within a sample. The technology works by vaporizing a sample and passing it through a column using an inert carrier gas, allowing different components to separate based on their chemical properties.</p>
<p>Gas chromatography systems are extensively used for research, quality control, and analytical testing due to their ability to deliver highly accurate and repeatable results. These systems play a critical role in detecting impurities, analyzing chemical compositions, and ensuring compliance with industry regulations.</p>
<p><strong>Key factors supporting gas chromatography market growth include:</strong></p>
<ul>
<li>
<p><strong>Increasing pharmaceutical research activities:</strong><span> </span>Growing drug development and quality testing requirements are boosting demand for advanced analytical instruments.</p>
</li>
<li>
<p><strong>Rising environmental concerns:</strong><span> </span>Governments and industries are adopting advanced testing methods to monitor pollutants and contaminants.</p>
</li>
<li>
<p><strong>Growing food safety requirements:</strong><span> </span>Food manufacturers are using chromatography solutions to detect additives, residues, and harmful substances.</p>
</li>
<li>
<p><strong>Technological advancements:</strong><span> </span>Automation and digital integration are improving system efficiency and accuracy.</p>
</li>
</ul>
<h1>Growth Drivers of Gas Chromatography Market</h1>
<h2>Increasing Demand from Pharmaceutical and Biotechnology Industries</h2>
<p>The pharmaceutical and biotechnology sectors represent one of the largest application areas for gas chromatography technology. The increasing development of new drugs, biologics, and advanced therapies requires accurate analytical testing throughout the production lifecycle.</p>
<p>Gas chromatography systems are used for:</p>
<ul>
<li>
<p>Drug formulation analysis</p>
</li>
<li>
<p>Identification of chemical compounds</p>
</li>
<li>
<p>Impurity detection</p>
</li>
<li>
<p>Quality control testing</p>
</li>
<li>
<p>Stability analysis</p>
</li>
</ul>
<p>The growing focus on pharmaceutical quality standards and regulatory requirements is encouraging companies to adopt advanced chromatography systems.</p>
<p>The expansion of biotechnology research, personalized medicine, and pharmaceutical manufacturing is expected to create significant opportunities for market growth during the forecast period.</p>
<h2>Growing Importance of Environmental Testing</h2>
<p>Environmental monitoring has become increasingly important due to rising pollution levels and stricter environmental regulations. Gas chromatography plays a vital role in detecting and analyzing pollutants present in air, water, and soil samples.</p>
<p>Environmental laboratories use gas chromatography for:</p>
<ul>
<li>
<p>Detection of volatile organic compounds</p>
</li>
<li>
<p>Monitoring chemical contaminants</p>
</li>
<li>
<p>Analysis of industrial emissions</p>
</li>
<li>
<p>Water quality testing</p>
</li>
</ul>
<p>Governments worldwide are implementing stronger environmental protection policies, increasing demand for accurate analytical technologies.</p>
<h2>Rising Demand for Food and Beverage Testing</h2>
<p>The food and beverage industry is increasingly adopting gas chromatography solutions to ensure product safety and maintain quality standards. Consumers and regulatory authorities are placing greater emphasis on food safety, authenticity, and contamination prevention.</p>
<p>Gas chromatography helps manufacturers analyze:</p>
<ul>
<li>
<p>Flavor compounds</p>
</li>
<li>
<p>Food additives</p>
</li>
<li>
<p>Pesticide residues</p>
</li>
<li>
<p>Contaminants</p>
</li>
<li>
<p>Nutritional components</p>
</li>
</ul>
<p>The increasing complexity of food supply chains is driving the need for reliable analytical testing systems.</p>
<h2>Expansion of Oil &amp; Gas Applications</h2>
<p>The oil and gas industry uses gas chromatography for analyzing petroleum products, hydrocarbons, and chemical compositions. Accurate testing is essential for improving refining efficiency and ensuring fuel quality.</p>
<p>Applications include:</p>
<ul>
<li>
<p>Crude oil analysis</p>
</li>
<li>
<p>Natural gas testing</p>
</li>
<li>
<p>Fuel composition analysis</p>
</li>
<li>
<p>Process monitoring</p>
</li>
</ul>
<p>Growing energy demand and technological advancements in petroleum processing are expected to support market expansion.</p>
<h1>Gas Chromatography Market Trends</h1>
<h2>Automation and Digital Transformation</h2>
<p>One of the major trends shaping the gas chromatography market is the increasing adoption of automated analytical systems. Automation reduces manual errors, improves testing speed, and enhances laboratory productivity.</p>
<p>Modern gas chromatography systems include:</p>
<ul>
<li>
<p>Automated sample handling</p>
</li>
<li>
<p>Digital control interfaces</p>
</li>
<li>
<p>Advanced data processing</p>
</li>
<li>
<p>Remote monitoring capabilities</p>
</li>
</ul>
<p>The integration of automation is helping laboratories improve efficiency and reduce operational costs.</p>
<h2>Integration of Artificial Intelligence and Advanced Software</h2>
<p>Artificial intelligence and advanced software solutions are transforming chromatography data analysis. Modern systems can process large amounts of analytical data and provide faster insights.</p>
<p>AI-enabled chromatography solutions support:</p>
<ul>
<li>
<p>Pattern recognition</p>
</li>
<li>
<p>Predictive analysis</p>
</li>
<li>
<p>Automated reporting</p>
</li>
<li>
<p>Improved decision-making</p>
</li>
</ul>
<p>The growing adoption of smart laboratory technologies is expected to accelerate market development.</p>
<h1>Gas Chromatography Market Segmentation Analysis</h1>
<p>The gas chromatography market is segmented based on component, application, and region.</p>
<h1>By Component</h1>
<h2>Columns</h2>
<p>Columns are among the most important components of gas chromatography systems as they enable separation of different compounds within a sample.</p>
<p>The demand for advanced columns is increasing due to the need for:</p>
<ul>
<li>
<p>Higher separation efficiency</p>
</li>
<li>
<p>Better sensitivity</p>
</li>
<li>
<p>Faster analysis time</p>
</li>
</ul>
<p>Continuous improvements in column technology are supporting market growth.</p>
<h2>Detectors</h2>
<p>Detectors identify and measure separated compounds after they pass through the column. Different detectors are selected based on application requirements.</p>
<p>Common detector benefits include:</p>
<ul>
<li>
<p>High sensitivity</p>
</li>
<li>
<p>Accurate compound identification</p>
</li>
<li>
<p>Reliable analysis</p>
</li>
</ul>
<p>Increasing analytical requirements across industries are driving demand for advanced detectors.</p>
<h2>Autosamplers</h2>
<p>Autosamplers improve laboratory productivity by automatically introducing samples into the chromatography system.</p>
<p>They provide advantages such as:</p>
<ul>
<li>
<p>Reduced manual handling</p>
</li>
<li>
<p>Improved accuracy</p>
</li>
<li>
<p>Increased testing capacity</p>
</li>
</ul>
<p>The growing need for high-throughput testing is supporting the adoption of autosamplers.</p>
<h2>Flow Management Systems</h2>
<p>Flow management systems control carrier gas flow and maintain stable operating conditions within chromatography instruments.</p>
<p>These systems contribute to:</p>
<ul>
<li>
<p>Better analytical performance</p>
</li>
<li>
<p>Improved consistency</p>
</li>
<li>
<p>Enhanced reliability</p>
</li>
</ul>
<p>Increasing demand for precise testing is boosting adoption of advanced flow management technologies.</p>
<h2>Data Management &amp; Software</h2>
<p>Data management software enables users to collect, analyze, store, and interpret chromatography results.</p>
<p>Modern software solutions provide:</p>
<ul>
<li>
<p>Automated data processing</p>
</li>
<li>
<p>Compliance management</p>
</li>
<li>
<p>Digital reporting</p>
</li>
<li>
<p>Laboratory integration</p>
</li>
</ul>
<p>The shift toward digital laboratories is driving growth in this segment.</p>
<h1>By Application</h1>
<h2>Pharmaceutical &amp; Biotechnology</h2>
<p>The pharmaceutical and biotechnology segment holds a significant share of the gas chromatography market due to extensive use in drug discovery and quality testing.</p>
<p>Growing investments in pharmaceutical research and increasing regulatory standards are expected to drive segment growth.</p>
<h2>Environmental Testing</h2>
<p>Environmental testing applications are expanding due to increasing awareness about pollution control and environmental safety.</p>
<p>Gas chromatography supports accurate monitoring of environmental samples and helps organizations comply with regulations.</p>
<h2>Food &amp; Beverage</h2>
<p>The food and beverage segment is growing due to increasing demand for safe and high-quality food products.</p>
<p>Manufacturers are using chromatography solutions to ensure product authenticity and detect harmful substances.</p>
<h2>Oil &amp; Gas</h2>
<p>The oil and gas segment continues to represent a major application area due to the need for chemical analysis and process optimization.</p>
<p>The adoption of advanced testing technologies is improving operational efficiency in the energy sector.</p>
<h2>Others</h2>
<p>Other applications include chemical manufacturing, academic research, forensic testing, and industrial laboratories.</p>
<p>The increasing need for accurate chemical analysis across industries is contributing to segment expansion.</p>
<h1>Regional Analysis of Gas Chromatography Market</h1>
<h2>North America</h2>
<p>North America is expected to maintain a strong position in the gas chromatography market due to advanced healthcare infrastructure, strong research activities, and high adoption of analytical technologies.</p>
<p>The presence of leading research institutions and pharmaceutical companies supports regional growth.</p>
<h2>Europe</h2>
<p>Europe is witnessing steady growth due to strict quality standards and increasing focus on environmental monitoring.</p>
<p>The region’s pharmaceutical, food safety, and chemical industries are major contributors to market development.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is projected to experience significant growth during the forecast period due to rapid industrialization, expanding pharmaceutical production, and increasing laboratory investments.</p>
<p>Key growth factors include:</p>
<ul>
<li>
<p>Rising healthcare expenditure</p>
</li>
<li>
<p>Expansion of manufacturing industries</p>
</li>
<li>
<p>Growing environmental testing activities</p>
</li>
<li>
<p>Increasing research and development investments</p>
</li>
</ul>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are expected to witness gradual growth due to increasing industrial development and improving laboratory infrastructure.</p>
<p>Growing demand for quality testing and environmental monitoring is creating new opportunities.</p>
<h1>Competitive Landscape</h1>
<p>The gas chromatography market is highly competitive, with companies focusing on innovation, product development, and strategic expansion.</p>
<p>Market players are investing in:</p>
<ul>
<li>
<p>Advanced analytical technologies</p>
</li>
<li>
<p>Automated chromatography systems</p>
</li>
<li>
<p>Software improvements</p>
</li>
<li>
<p>Research and development activities</p>
</li>
</ul>
<p>Companies are developing solutions that improve testing accuracy, reduce analysis time, and enhance laboratory efficiency.</p>
<h1>Future Outlook</h1>
<p>The future of the gas chromatography market looks promising due to increasing demand for analytical testing solutions across multiple industries. The growing focus on safety, quality assurance, and regulatory compliance will continue to support market expansion.</p>
<p>Future opportunities include:</p>
<ul>
<li>
<p>Growth of pharmaceutical research</p>
</li>
<li>
<p>Expansion of environmental monitoring</p>
</li>
<li>
<p>Development of smart laboratories</p>
</li>
<li>
<p>Increasing adoption of automated systems</p>
</li>
</ul>
<h1>Conclusion</h1>
<p>The global gas chromatography market is expected to grow significantly between 2025 and 2032, driven by rising demand from pharmaceutical, environmental, food, and energy sectors. Gas chromatography remains a critical analytical technology due to its accuracy, reliability, and wide range of applications.</p>
<p>With continuous technological advancements and increasing investment in research and quality control, the market is positioned for strong future growth.</p>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Global Video Streaming App Development Company for Enterprise Solutions</title>
<link>https://news.bangboxonline.com/global-video-streaming-app-development-company-for-enterprise-solutions</link>
<guid>https://news.bangboxonline.com/global-video-streaming-app-development-company-for-enterprise-solutions</guid>
<description><![CDATA[ Dinoustech is a leading Video Streaming App Development Company offering scalable, secure, and feature-rich solutions for live and on-demand streaming platforms. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3287b07f3b3.jpg" length="94854" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 17:10:46 +0500</pubDate>
<dc:creator>Dinoustech</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>In today's digital world, video content has become a powerful way to communicate, entertain, and grow businesses. Companies around the globe are using video streaming platforms to connect with their audiences, share content, and improve user engagement. A global </span><a href="https://www.dinoustech.com/video-streaming-app-development-company.html"><span>video streaming app development company</span></a><span> is crucial in helping businesses create scalable, high-performance applications that meet user expectations and industry standards.</span></p>
<h3 dir="ltr"><span>The Growing Importance of Video Streaming Solutions</span></h3>
<p dir="ltr"><span>The demand for video streaming applications has surged in recent years. This growth is fueled by the popularity of OTT platforms, live streaming services, and on-demand content. Companies are increasingly investing in video streaming apps to broaden their reach and provide smooth digital experiences. These apps allow businesses to offer high-quality video content across various devices, ensuring easy access for users worldwide. With the right development partner, companies can build platforms that meet current demands and keep up with future technology.</span></p>
<h3 dir="ltr"><span>Why Enterprises Need a Global Development Partner</span></h3>
<p dir="ltr"><span>Creating a video streaming app for businesses requires a strong grasp of technology, scalability, and user behavior. A global video streaming app development company has the expertise to build sturdy architectures that can handle large amounts of traffic and data. These companies emphasize reliable and secure solutions that can support millions of users at once. For instance, Dinoustech has been key in helping businesses turn their ideas into feature-rich streaming platforms for various audiences and industries.</span></p>
<h3 dir="ltr"><span>Building Scalable and High-Performance Platforms</span></h3>
<p dir="ltr"><span>Scalability is vital for enterprise video streaming applications. As user demand increases, the platform must manage rising traffic without losing performance. A skilled development company ensures the app utilizes modern technologies like cloud computing, content delivery networks, and adaptive bitrate streaming. These technologies allow for smooth playback, less buffering, and higher user satisfaction. Dinoustech focuses on creating scalable solutions that help businesses expand their services worldwide without technical issues.</span></p>
<h3 dir="ltr"><span>Enhancing User Experience Through Innovation</span></h3>
<p dir="ltr"><span>User experience is crucial for any successful video streaming application. Businesses need to provide an easy and engaging interface that encourages users to explore and interact with content. Features like personalized recommendations, simple navigation, and compatibility across devices are essential for boosting engagement. By using advanced technologies such as artificial intelligence and real-time analytics, a global video streaming app development company can create tailored experiences that keep users returning.</span></p>
<h3 dir="ltr"><span>Security and Content Protection</span></h3>
<p dir="ltr"><span>For businesses, protecting digital content is extremely important. Video streaming platforms must have strong security measures to block unauthorized access and piracy. A trustworthy development company ensures secure authentication systems, encrypted streaming protocols, and digital rights management solutions are in place. These features not only protect content but also build trust with users and stakeholders. Dinoustech makes security a priority in its development process, ensuring that its enterprise clients can confidently deliver content to a global audience.</span></p>
<h3 dir="ltr"><span>Future-Ready Solutions for Business Growth</span></h3>
<p dir="ltr"><span>The digital landscape is always changing, and businesses need to stay on top to stay competitive. A global video streaming app development company focuses on creating future-ready solutions that can adapt to new trends and technologies. Whether it’s integrating new monetization models, supporting advanced video formats, or improving streaming quality, the right development partner promotes ongoing innovation. By working with experienced companies like Dinoustech, businesses can achieve sustainable growth and maintain a strong presence in the digital market.</span></p>
<h3 dir="ltr"><span>Conclusion</span></h3>
<p dir="ltr"><span>Video streaming applications have become essential tools for businesses looking to grow their digital presence and connect with a global audience. Partnering with a global video streaming app development company allows businesses to create robust, scalable, and secure platforms that deliver outstanding user experiences. With a focus on innovation, performance, and reliability, companies like Dinoustech help businesses find new opportunities and achieve long-term success in the competitive digital streaming landscape.</span></p>]]> </content:encoded>
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<title>Why Is Your Home Exterior Failing Before Expected In Texas?</title>
<link>https://news.bangboxonline.com/Why-Is-Your-Home-Exterior-Failing-Before-Expected-In-Texas</link>
<guid>https://news.bangboxonline.com/Why-Is-Your-Home-Exterior-Failing-Before-Expected-In-Texas</guid>
<description><![CDATA[ The Hidden Problems Homeowners Ignore Until Damage Gets Expensive ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3293c167fb8.jpg" length="146501" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 17:03:32 +0500</pubDate>
<dc:creator>Susan Armadale</dc:creator>
<media:keywords>siding repair The Woodlands TX</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span><img src="https://meritroofs.com/wp-content/uploads/2023/10/Merrit-Roofing-Our-Services-Siding-Installation.jpg" alt="top rated siding installation replacement company Cypress and The Woodlands"></span></p>
<p dir="ltr"><span>If you've noticed sagging panels, boards that are warped or cracks in corners or unusual moisture spots close to the exterior walls, you're not the only one. Many homeowners ignore these problems because they appear to be minor initially. However, a severe storm can roll through and repairs cost more than double. That's the reason </span><a href="https://meritroofs.com/siding/"><span>siding repair The Woodlands TX</span></a><span> </span><span> has become an essential service for homeowners looking to ensure the value of their home and structural integrity.</span></p>
<p dir="ltr"><span>Texas weather isn't a joke. A week is scorching hot. In the next week, you're dealing in heavy rainfall, humid or powerful winds. The constant expansion and contraction affects the exterior of materials. Small cracks grow into bigger gaps. Moisture snucks in behind panels. Insects discover ways to get in. Soon the protective shell of your home isn't working as it should.</span></p>
<p dir="ltr"><span>The problem is that siding issues rarely signal their presence in a loud manner. Most start quietly. A little discoloration. An unfinished section close to the window. Perhaps a window that isn't quite right. Homeowners are often able to pass these warning signs daily and don't realize what's happening beneath. Once the water damage is visible inside the repair work has grown to be much more extensive than what it should be.</span></p>
<p dir="ltr"><span>A good exterior maintenance program isn't just about making your home look beautiful. It safeguards framing, insulation the home, energy efficiency, and even the quality of indoor air. When siding is failing it can affect every aspect of the house's performance could be affected. So, addressing problems early typically saves you money, stress and headaches in the future.</span></p>
<h2 dir="ltr"><span>Why Texas Weather Is Hard On Exterior Materials</span></h2>
<p dir="ltr"><span>Being a resident of The Woodlands means dealing with extreme weather conditions that can be extremely harsh on houses. The extreme sun is among the most damaging factors. UV rays slowly destroy various siding materials as time passes. Colors fade. The surfaces become hard. Protective coatings wear down quicker than homeowners would expect.</span></p>
<p dir="ltr"><span>There's also moisture. Plenty of it. The humidity remains high for all of the time. Add in seasonal storms and relentless rain and you've got the perfect formula for water penetration. A small gap in exterior siding may allow moisture to make through wall structures. Once the water is caught, problems will quickly grow.</span></p>
<p dir="ltr"><span>The wind is another element that people overlook. Strong gusts of wind don't always take siding away immediately. Instead, they slowly loosen the fasteners and weaken connections. Over time this motion creates vulnerabilities across the entire external system.</span></p>
<p dir="ltr"><span>The fluctuation in temperature can make things worse. Materials expand in summer heat and shrink as temperatures cool. This constant movement strains joints, seams, as well as the fastening system. In the end, things break or split. It's not something that is dramatic. Just wearing and tear. Over time, it builds to.</span></p>
<p dir="ltr"><span>This is why it's important to have regular inspections. The damage to exteriors that is discovered in the early stages is typically easy to fix. Don't wait too long and the structural foundation may require attention, too.</span></p>
<h2 dir="ltr"><span>Common Warning Signs Your Siding Needs Attention</span></h2>
<p dir="ltr"><span>The majority of homeowners don't know what they're looking for when they evaluate their siding. That's understandable. Exterior damage often hides in plain sight.</span></p>
<p dir="ltr"><span>A clear sign is the obvious cracks. Minor cracks may appear to be harmless but actually create spaces for pests and moisture. Warping is a second problem. Panels which appear bent or uneven or expanding can indicate problems with moisture.</span></p>
<p dir="ltr"><span>There may be bubbles in paint or discoloration or even sections that appear more brittle in comparison to the materials around. These signs could indicate an infiltration of water under the surface. In a few cases homeowners notice rising expenses for energy before they spot physical damages. The damaged siding allows the air conditioning to escape as temperatures increase in the outdoors.</span></p>
<p dir="ltr"><span>The growth of mold is another sign of trouble. Green patches, dark streaks or stains that are unusual must not be overlooked. Sometimes, the mold is evident on the outside. Sometimes, it's concealed behind damaged siding, and is only visible by the smell of musty odors that emanate from indoors.</span></p>
<p dir="ltr"><span>Loose panels deserve attention too. Even if they appear adequate for the moment there are opportunities for flooding in storms. What may start as a cosmetic problem can turn into structural damage very quickly.</span></p>
<p dir="ltr"><span>A quick look around your home every couple of months could reveal issues before they escalate into major repairs. It's not difficult. But many homeowners ignore this step and pay far more in the future.</span></p>
<h2 dir="ltr"><span>How Professional Repairs Protect More Than Appearance</span></h2>
<p dir="ltr"><span>Many people believe siding repair is mostly cosmetic. Repair the crack. Replace some panels. Make sure the paint matches. Done.</span></p>
<p dir="ltr"><span>Really.</span></p>
<p dir="ltr"><span>Professionally designed repairs tackle the whole protection of the exterior. Professionally trained contractors don't only focus on the visible damages. They are looking for evidence of problems with insulation, moisture intrusion concealed deterioration, as well as structural issues that could be present below the surface.</span></p>
<p dir="ltr"><span>If damaged sections are removed The underlying materials can then be assessed properly. If water has penetrated the wall structure the corrective action is initiated before the rot gets worse. This prevents the occurrence of issues and prolongs the life of the whole exterior structure.</span></p>
<p dir="ltr"><span>Energy efficiency is improved as well. Correctly maintained siding aids in maintaining indoor temperatures, by limiting the amount of air movement. In Texas summers, it is important. Air conditioning systems work well enough. Any improvement in their thermal performance will help reduce the cost of utility in the long run.</span></p>
<p dir="ltr"><span>Professionally repaired repairs can also enhance the curb appeal and increase property value. Potential buyers notice exterior condition immediately. A clean exterior indicates the owner is accountable. A siding that has been neglected often raises questions regarding the other repairs that may have been neglected.</span></p>
<p dir="ltr"><span>Good repairs don't simply restore appearance. They improve performance, protection and peace of mind.</span></p>
<h2 dir="ltr"><span>The Connection Between Exterior Repairs And Interior Living Spaces</span></h2>
<p dir="ltr"><span>Many people think that exterior maintenance is separate from comfort in the interior. In reality, they're linked.</span></p>
<p dir="ltr"><span>If siding is damaged water can often find its way into the wall cavity. This moisture can impact insulation's performance, lead to conditions for mold, and eventually cause damage to drywall, trim or paint surfaces. In a flash, an issue that is exterior turns into an internal issue.</span></p>
<p dir="ltr"><span>This is the point at which interior painting Woodlands TX sometimes enters the discussion. When moisture problems are addressed and damaged surfaces replaced homeowners are often required to have their interior surfaces to be restored too. The stains of water, bubbling paint discoloration and repair work on drywall can cause rooms to appear rough and worn.</span></p>
<p dir="ltr"><span>Fresh interior paint aids in the process of restoration. It restores the affected area to normal while covering the the evidence of earlier damage. In addition homeowners are able to have the confidence that repairs were done correctly from the outside in.</span></p>
<p dir="ltr"><span>Many homeowners don't know the extent to which exterior problems can affect the interior finish. A small issue with the siding today could become a wall repair project later. If you address issues with your exterior early, you can to avoid the cascading repair costs.</span></p>
<p dir="ltr"><span>This is one of the reasons experienced contractors look at the whole situation instead of focusing on obvious signs. It's not just about fixing the damage. It's also about preventing problems in the future.</span></p>
<h2 dir="ltr"><span>Choosing Materials That Stand Up To Local Conditions</span></h2>
<p dir="ltr"><span>Some siding materials are not able to are equally effective for Texas climates. What is effective in one area may not work in a different region.</span></p>
<p dir="ltr"><span>Fiber cement is still popular due to the fact that it wards off insects, moisture and fire. It also stands well against the harsh elements. Vinyl siding is affordable and has very low maintenance demands. Engineered wood offers attractive design and aesthetics, while also being more durable when compared to traditional wood alternatives.</span></p>
<p dir="ltr"><span>The decision to make is based on many variables. Budgets are important, of course. So does maintenance preference. Certain homeowners aren't concerned about periodic maintenance. Others are looking for a solution that needs minimal maintenance over the course of years.</span></p>
<p dir="ltr"><span>Architectural style plays an important role as well. The siding should be a part of the style of the home, not appearing as if it was an afterthought. Repair projects often provide opportunities to improve the quality of materials or to improve the overall appearance.</span></p>
<p dir="ltr"><span>The quality of installation is as as material selection. Even the best products may be damaged if not installed correctly. A proper flashing technique, fastening method seals, and techniques for managing moisture are all crucial to long-term efficiency.</span></p>
<p dir="ltr"><span>It's the reason working with skilled experts is crucial. Recommendations should be based on the local climate conditions rather than general national guidelines. The conditions within The Woodlands create unique challenges that require careful planning and implementation.</span></p>
<h2 dir="ltr"><span>Preventative Maintenance Saves More Than Most People Realize</span></h2>
<p dir="ltr"><span>Many homeowners view maintenance as a cost. It's in reality an investment which reduces future expenses.</span></p>
<p dir="ltr"><span>Simple inspections are able to spot developing issues prior to causing extensive damage. Clearing away debris from exterior surfaces can help prevent water retention. The caulking around doors and windows ensures the weather-proofing. Addressing minor repairs quickly prevents escalation.</span></p>
<p dir="ltr"><span>The tasks you're performing aren't exactly glamorous. There's no excitement about checking siding joints on the weekend. However, routine maintenance usually costs less than major renovation projects.</span></p>
<p dir="ltr"><span>Consider it this way. Replacing a damaged or damaged panel now could cost you a small amount. Installing insulation, wall sheathing framing, drywall and painting next year due to the fact that panel was left untreated is a different matter.</span></p>
<p dir="ltr"><span>The benefits of preventative maintenance extend the material's longevity. Exterior systems that are regularly maintained generally last longer. Homeowners benefit from their investment and are staying clear of unexpected repairs.</span></p>
<p dir="ltr"><span>A small amount of effort now usually can save you money in the future. Simple. It's just practical.</span></p>
<h2 dir="ltr"><span>Why Local Expertise Makes A Difference During Repairs</span></h2>
<p dir="ltr"><span>Renovating the homes of Texas requires a thorough understanding of local climate patterns, building practices and environmental problems. The national guidelines don't always take into account regional conditions.</span></p>
<p dir="ltr"><span>Contractors who are knowledgeable about The Woodlands understand how humidity can affect materials. They are aware of which materials perform best under the local climate. They've witnessed recurring issues and are able to resolve these issues effectively.</span></p>
<p dir="ltr"><span>The experience is crucial. It can help identify issues faster, and helps avoid repairs that might not last in the in the long run. Local experts are also familiar with the architectural styles of their neighborhood and can better match the existing material and finish.</span></p>
<p dir="ltr"><span>Communication is generally better also. Homeowners prefer straightforward explanations and not jargon that is designed to make an impression. They need honest evaluations of what's important and what isn't.</span></p>
<p dir="ltr"><span>The best contractors concentrate on solving the problem rather than selling advertisements. They clearly explain the issue and suggest the best repairs and aid homeowners in making an informed decision. That's the kind expertise that produces lasting results.</span></p>
<p dir="ltr"><span>The most successful repairs aren't always the most expensive. They're those that are done right the first time around.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Damage to exteriors is not always fixed. Small cracks, loose boards and water intrusion might seem manageable now however, they can result in more serious cosmetic and structural issues in the future. Making an investment on siding repair in The Woodlands TX helps protect the structure of your home, increase efficiency in energy use, and preserve the value of your property over time. If exterior problems have already caused damage to indoor surfaces, services such as painting</span><span> </span><a href="https://meritroofs.com/painting/"><span>interior painting The Woodlands TX</span></a><span> </span><span> can help bring back the beauty and comfort inside your home too. The most important thing is to act early. The sooner you act, the better. generally less costly and more efficient to complete than an extensive restoration the day after.</span></p>
<h2 dir="ltr"><span>FAQs</span></h2>
<h3 dir="ltr"><span>What can I do to determine whether I require siding repair or a complete replacement?</span></h3>
<p dir="ltr"><span>In the event that damage has been restricted to a couple of sections repair is usually sufficient. Warping, extensive rot or significant moisture damage could necessitate replacement. An expert inspection will determine the most appropriate option.</span></p>
<h3 dir="ltr"><span>How long will repair of siding usually take?</span></h3>
<p dir="ltr"><span>The majority of repair projects can be completed in one or two days subject to the severity of the damage as well as material availability.</span></p>
<h3 dir="ltr"><span>Are damaged sidings a cause for higher costs for energy?</span></h3>
<p dir="ltr"><span>Yes. Cracks, gaps and loose panels permit the air that is conditioned to escape, causing the cooling and heating systems more efficient all through the entire year.</span></p>
<h3 dir="ltr"><span>Do you think siding damage is commonplace to be found in The Woodlands, Texas?</span></h3>
<p dir="ltr"><span>Absolutely. Strong sunlight, high humidity, heavy rain, and storms that occur during the season make conditions that cause damage to siding materials over time.</span></p>
<h3 dir="ltr"><span>Are exterior siding issues affecting the interior walls?</span></h3>
<p dir="ltr"><span>Yes. The moisture that enters through damaged siding could cause the deterioration of drywall, the growth of mold staining, and the requirement for painting the interior of your home. Woodlands TX services.</span></p>
<h3 dir="ltr"><span>What are the most significant benefits of repairing siding earlier?</span></h3>
<p dir="ltr"><span>The early repairs can prevent water intrusion, structural deterioration and pest entry. They also prevent expensive restoration projects. It also helps keep your home's value intact.</span></p>]]> </content:encoded>
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<title>Mustard Oil Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook </title>
<link>https://news.bangboxonline.com/Mustard-Oil-Price</link>
<guid>https://news.bangboxonline.com/Mustard-Oil-Price</guid>
<description><![CDATA[ Mustard Oil Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3294e5d460c.jpg" length="104898" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 16:56:09 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Mustard Oil Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"></p>
<p dir="ltr"><span><img 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" width="624" height="339"></span></p>
<p dir="ltr"><a href="https://www.chemanalyst.com/Pricing-data/mustard-oil-1326"><span>According to ChemAnalyst Mustard Oil Price</span></a><span> market witnessed notable fluctuations throughout 2025 and entered 2026 with a mixed but largely balanced outlook. Market movements were influenced by harvest arrivals, edible oil competition, inventory levels, seasonal consumption patterns, and global trade dynamics. Mustard oil remains one of the most important edible oils in South Asia, particularly in India, while also finding growing applications in food processing, health-conscious cooking, and specialty culinary products across international markets. As supply-demand fundamentals continue to evolve, the </span><span>Mustard Oil Trend Price</span><span> and the broader </span><span>Mustard Oil Trend Market</span><span> are expected to remain under the influence of agricultural output, consumer preferences, and competitive pressures from alternative vegetable oils.</span></p>
<h1 dir="ltr"><span>Global Mustard Oil Market Overview</span></h1>
<p dir="ltr"><span>Mustard oil is derived from mustard seeds and is widely consumed for cooking, food preparation, pickles, condiments, and traditional medicinal applications. The product enjoys strong demand across India, Bangladesh, Nepal, and other South Asian countries, while international consumption is gradually increasing due to rising awareness regarding its nutritional benefits and distinctive flavor profile.</span></p>
<p dir="ltr"><span>The global </span><span>Mustard Oil Price</span><span> trend during 2025 reflected a combination of changing crop availability, seasonal demand shifts, and movements in competing edible oils such as palm oil and soybean oil. Markets remained relatively well-supplied for most of the year, although periodic tightening in seed availability and stronger downstream demand created temporary upward price momentum in several regions.</span></p>
<p dir="ltr"><span>As the market moves through 2026, participants continue monitoring mustard seed production, crushing activity, export demand, and edible oil substitution trends to assess future pricing direction.</span></p>
<h1 dir="ltr"><span>Asia-Pacific Market Analysis</span></h1>
<p dir="ltr"><span>Asia-Pacific remains the dominant region within the global </span><span>Mustard Oil Trend Market</span><span>, with India serving as the largest producer, consumer, and exporter. The country's market performance significantly influences global pricing patterns.</span></p>
<p dir="ltr"><span>During the first quarter of 2026, Indian mustard oil prices softened due to the arrival of a large mustard seed harvest. Increased seed availability improved crushing operations, expanded inventories, and reduced pressure on buyers to procure aggressively. The average domestic mustard oil price remained around USD 1621.45 per metric ton during the quarter. Adequate supply, lower seed costs, and stable logistics contributed to the downward movement in the </span><span>Mustard Oil Price</span><span> index.</span></p>
<p dir="ltr"><span>However, market conditions improved later as harvest arrivals slowed and domestic demand strengthened. By May 2026, Indian mustard oil prices recovered due to tighter spot availability, stronger household demand, increased purchases from food processors, and improving export inquiries from Asian and Middle Eastern markets. Rising values in competing edible oils such as soybean and palm oil also provided indirect support to mustard oil pricing.</span></p>
<p dir="ltr"><span>India's position as a major mustard-growing nation ensures that agricultural output remains the primary driver of regional price movements. Any changes in weather conditions, sowing acreage, or crop yields can significantly impact future pricing trends.</span></p>
<h1 dir="ltr"><span>North America Market Performance</span></h1>
<p dir="ltr"><span>North America experienced relatively stable but slightly weaker pricing conditions during early 2026. The United States market remained adequately supplied, with sufficient inventories and stable import availability supporting balanced market conditions.</span></p>
<p dir="ltr"><span>Demand from retail consumers and foodservice operators remained steady; however, competition from alternative edible oils limited substantial growth opportunities. Buyers generally adopted cautious procurement strategies due to comfortable inventory levels and uninterrupted supply chains.</span></p>
<p dir="ltr"><span>As a result, the </span><span>Mustard Oil Price</span><span> in North America exhibited a mild downward trend throughout the quarter. Market participants observed limited urgency among buyers, which further reduced upward pricing pressure. Stable production costs and efficient logistics operations helped maintain market equilibrium.</span></p>
<p dir="ltr"><span>Looking ahead, North American demand is expected to remain stable as ethnic food consumption and specialty culinary applications continue expanding. However, competition from mainstream vegetable oils may continue to influence market growth prospects.</span></p>
<h1 dir="ltr"><span>European Mustard Oil Market Trends</span></h1>
<p dir="ltr"><span>Europe's mustard oil market demonstrated moderate demand and stable supply conditions during the first quarter of 2026. Import availability remained sufficient, ensuring comfortable inventory levels across major distribution channels.</span></p>
<p dir="ltr"><span>Demand growth remained relatively subdued, with mustard oil largely serving niche culinary and specialty food applications. Buyers maintained conservative purchasing patterns, supported by stable import flows and adequate stock levels.</span></p>
<p dir="ltr"><span>The European </span><span>Mustard Oil Trend Price</span><span> softened during the quarter as balanced supply-demand conditions reduced procurement urgency. Stable freight rates, consistent logistics performance, and limited disruptions across supply chains further contributed to market stability. Additionally, substitution from other vegetable oils constrained stronger demand growth.</span></p>
<p dir="ltr"><span>Despite these challenges, increasing consumer interest in specialty cooking oils and ethnic cuisines may provide long-term growth opportunities for the European market.</span></p>
<h2 dir="ltr"><span>Track Real Time Prices Of Mustard Oil</span></h2>
<p dir="ltr"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Mustard%20Oil"><span>https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Mustard%20Oil</span></a></p>
<h1 dir="ltr"><span>Factors Influencing Mustard Oil Price</span></h1>
<p dir="ltr"><span>Several interconnected factors continue to shape the global </span><span>Mustard Oil Price</span><span> landscape.</span></p>
<h2 dir="ltr"><span>Mustard Seed Harvest and Crop Output</span></h2>
<p dir="ltr"><span>Agricultural production remains the most critical factor affecting mustard oil prices. Large harvests increase seed availability and support crushing activity, often resulting in lower prices. Conversely, poor crop yields or weather-related disruptions can tighten supply and support price increases. Recent harvest arrivals in India significantly increased market availability and placed downward pressure on prices.</span></p>
<h2 dir="ltr"><span>Crushing Activity and Production Levels</span></h2>
<p dir="ltr"><span>The level of mustard seed processing directly impacts oil supply. Higher crushing rates generally increase market availability and reduce pricing pressure, while lower processing activity may contribute to tighter supply conditions.</span></p>
<h2 dir="ltr"><span>Competition from Alternative Edible Oils</span></h2>
<p dir="ltr"><span>Palm oil, soybean oil, sunflower oil, and other vegetable oils significantly influence the </span><span>Mustard Oil Trend Price</span><span>. When competing oils become more affordable, consumers and food manufacturers may substitute away from mustard oil. Conversely, higher prices for alternative oils can support mustard oil demand and pricing.</span></p>
<h2 dir="ltr"><span>Inventory Levels</span></h2>
<p dir="ltr"><span>Market inventories play a major role in determining short-term pricing trends. Elevated stock levels reduce procurement urgency and place downward pressure on prices, while tightening inventories often support stronger pricing sentiment.</span></p>
<h2 dir="ltr"><span>Logistics and Supply Chain Efficiency</span></h2>
<p dir="ltr"><span>Transportation costs, storage conditions, and supply chain performance affect market availability and procurement decisions. Stable logistics conditions observed during early 2026 helped maintain adequate market supply and contributed to softer pricing trends.</span></p>
<h1 dir="ltr"><span>Demand Drivers Supporting the Mustard Oil Trend Market</span></h1>
<p dir="ltr"><span>The long-term outlook for the </span><span>Mustard Oil Trend Market</span><span> remains supported by several important demand factors.</span></p>
<h2 dir="ltr"><span>Household Consumption</span></h2>
<p dir="ltr"><span>Mustard oil remains a staple cooking medium across large parts of South Asia. Consistent household consumption provides a stable demand base for producers and processors.</span></p>
<h2 dir="ltr"><span>Food Processing Industry</span></h2>
<p dir="ltr"><span>Food manufacturers use mustard oil in snacks, pickles, condiments, sauces, and packaged food products. Expanding food processing industries across emerging economies continue supporting demand growth.</span></p>
<h2 dir="ltr"><span>Health and Wellness Trends</span></h2>
<p dir="ltr"><span>Consumers are increasingly seeking natural and traditional cooking oils with perceived health benefits. Mustard oil's popularity among health-conscious consumers has supported its growing acceptance beyond traditional consumption regions.</span></p>
<h2 dir="ltr"><span>Export Opportunities</span></h2>
<p dir="ltr"><span>Export demand from Asian, Middle Eastern, and international specialty food markets remains an important growth driver. Improved export inquiries contributed to the recovery in Indian mustard oil prices during 2026.</span></p>
<h1 dir="ltr"><span>Challenges Facing the Mustard Oil Industry</span></h1>
<p dir="ltr"><span>Despite favorable demand fundamentals, the industry faces several challenges.</span></p>
<h2 dir="ltr"><span>Edible Oil Competition</span></h2>
<p dir="ltr"><span>Strong competition from palm oil, soybean oil, and sunflower oil continues to limit pricing flexibility and demand growth.</span></p>
<h2 dir="ltr"><span>Seasonal Price Volatility</span></h2>
<p dir="ltr"><span>Mustard oil markets remain highly sensitive to agricultural production cycles. Harvest arrivals and crop yield fluctuations can create substantial short-term price volatility.</span></p>
<h2 dir="ltr"><span>Procurement Caution</span></h2>
<p dir="ltr"><span>Buyers frequently delay purchases during periods of adequate supply, reducing market momentum and limiting price increases.</span></p>
<h2 dir="ltr"><span>Weather Risks</span></h2>
<p dir="ltr"><span>Adverse weather conditions affecting mustard cultivation may impact seed production and create supply-side uncertainty.</span></p>
<h1 dir="ltr"><span>Mustard Oil Price Forecast for 2026</span></h1>
<p dir="ltr"><span>The outlook for </span><span>Mustard Oil Price</span><span> in 2026 suggests a generally balanced market with moderate fluctuations. Early-year harvest arrivals created temporary downward pressure on prices, but improving domestic demand, tighter supply conditions after peak harvest season, and stronger export activity have supported a recovery in market sentiment.</span></p>
<p dir="ltr"><span>In India, seasonal consumption growth and reduced seed arrivals are expected to support prices during the latter part of the year. North America and Europe are likely to maintain stable demand patterns, although competition from alternative oils may limit substantial price gains.</span></p>
<p dir="ltr"><span>Market participants expect inventory management, agricultural production, and global edible oil trends to remain the key variables influencing the </span><span>Mustard Oil Trend Price</span><span> throughout 2026.</span></p>
<h1 dir="ltr"><span>Future Outlook for the Mustard Oil Trend Market</span></h1>
<p dir="ltr"><span>The long-term outlook for the </span><span>Mustard Oil Trend Market</span><span> remains positive. Rising consumer awareness regarding traditional cooking oils, increasing demand for specialty food ingredients, and expanding food processing industries are expected to support future growth.</span></p>
<p dir="ltr"><span>Growing international interest in ethnic cuisines and natural food products may further strengthen global demand. Additionally, supportive agricultural policies, improved farming practices, and enhanced supply chain infrastructure could contribute to greater market stability.</span></p>
<p dir="ltr"><span>As mustard oil continues to gain recognition for its culinary and nutritional attributes, the industry is expected to witness sustained demand growth across both domestic and export markets.</span></p>
<h1 dir="ltr"><span>Conclusion</span></h1>
<p dir="ltr"><span>The global </span><span>Mustard Oil Price</span><span> market entered 2026 with balanced fundamentals supported by steady consumption and adequate supply availability. While harvest-related inventory increases initially pressured prices, improving demand and tightening supply conditions have contributed to a gradual market recovery. The </span><span>Mustard Oil Trend Price</span><span> will continue to be influenced by crop production, inventory management, edible oil competition, and export demand.</span></p>
<p dir="ltr"><span>Meanwhile, the broader </span><a href="https://www.chemanalyst.com/Pricing-data/mustard-oil-1326"><span>Mustard Oil Trend Market</span></a><span> remains well-positioned for long-term growth due to expanding food processing applications, increasing health-conscious consumption, and rising global awareness of traditional edible oils. With stable demand fundamentals and evolving market opportunities, mustard oil is expected to maintain its importance within the global edible oil industry throughout 2026 and beyond.</span></p>]]> </content:encoded>
</item>

<item>
<title>Bike Front Derailleur: Transform Every Ride into an Unforgettable Adventure</title>
<link>https://news.bangboxonline.com/bike-front-derailleur-transform-every-ride-into-an-unforgettable-adventure</link>
<guid>https://news.bangboxonline.com/bike-front-derailleur-transform-every-ride-into-an-unforgettable-adventure</guid>
<description><![CDATA[ Shop Carson City Bike Shop for a high-quality bike front derailleur for smooth and precise gear shifting. Ideal for road bikes, mountain bikes, and e-bikes, our durable derailleur parts ensure reliable performance, easy upgrades, and long-lasting cycling efficiency. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a328a844baf6.jpg" length="27472" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 16:52:45 +0500</pubDate>
<dc:creator>Conceptelectricbikes</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Every cyclist dreams of a ride that feels effortless, powerful, and exciting. The right components can completely change the way your bicycle performs, turning ordinary journeys into extraordinary adventures. One of the most important yet often overlooked parts is the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/products/etap-front-derailleur-parts"><b>Bike front derailleur</b></a></span></strong>. This essential component ensures smooth gear transitions, helping riders conquer steep climbs, accelerate with confidence, and enjoy better control on every terrain.<o:p></o:p></p>
<p class="MsoNormal">For cycling enthusiasts who refuse to compromise on performance, now is the time to upgrade and experience the difference that premium bike technology can deliver.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Performance Components Matter More Than Ever<o:p></o:p></b></p>
<p class="MsoNormal">Modern riders demand efficiency, reliability, and comfort. Whether you're commuting through busy streets or exploring rugged trails, every part of your bicycle contributes to the overall experience. High-quality components reduce maintenance concerns and improve riding confidence.<o:p></o:p></p>
<p class="MsoNormal">At <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong>, innovation meets practicality. Every solution is designed with cyclists in mind, ensuring superior performance and exceptional durability. Investing in advanced cycling equipment today means enjoying smoother rides and better value for years to come.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Precision Like Never Before<o:p></o:p></b></p>
<p class="MsoNormal">The quality of your gear system directly impacts your riding experience. A dependable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bike front derailleur</span></strong> allows you to switch gears seamlessly, eliminating frustrating delays and helping maintain momentum even on challenging routes.<o:p></o:p></p>
<p class="MsoNormal">Imagine climbing a steep hill without struggling or cruising through city roads with effortless acceleration. These advantages create a more enjoyable and efficient ride, making every journey feel like a new adventure waiting to unfold.<o:p></o:p></p>
<p class="MsoNormal">Cyclists everywhere are discovering that upgrading key components can completely redefine their relationship with riding.<o:p></o:p></p>
<p class="MsoNormal"><b>Wheels That Keep You Moving Forward<o:p></o:p></b></p>
<p class="MsoNormal">Exceptional performance isn't only about gear shifting. Your wheels also play a crucial role in determining speed, stability, and comfort. The remarkable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/products/supermarche-front-wheel-20"><b>Velocity wheel bicycle</b></a></span></strong> solutions are designed to deliver excellent durability and impressive handling characteristics.<o:p></o:p></p>
<p class="MsoNormal">Strong and dependable wheels provide the confidence needed to tackle longer distances and varied terrains. Riders can enjoy improved balance, better control, and enhanced efficiency, allowing every trip to become more enjoyable and rewarding.<o:p></o:p></p>
<p class="MsoNormal">As cycling continues to grow in popularity, choosing reliable wheel technology has become one of the smartest investments a rider can make.<o:p></o:p></p>
<p class="MsoNormal"><b>The Perfect Combination for Every Cyclist<o:p></o:p></b></p>
<p class="MsoNormal">Pairing a high-performance gear system with durable wheels creates an unbeatable riding experience. The combination of a premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bike front derailleur</span></strong> and dependable wheel technology gives cyclists the freedom to push boundaries and explore new destinations.<o:p></o:p></p>
<p class="MsoNormal">At <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/"><b>Concept Electric Bikes</b></a></span></strong>, every product is selected with precision and passion. The goal is simple: deliver outstanding quality that inspires riders to travel farther, ride faster, and enjoy every moment on the road.<o:p></o:p></p>
<p class="MsoNormal">The demand for advanced cycling solutions is increasing rapidly, and those who upgrade today gain a significant advantage in comfort and performance.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Riders Are Choosing Advanced Wheel Technology<o:p></o:p></b></p>
<p class="MsoNormal">Cyclists are constantly searching for products that improve efficiency without sacrificing reliability. The innovative <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Velocity wheel bicycle</span></strong> systems provide an impressive blend of strength and lightweight performance, making them a preferred choice among serious riders.<o:p></o:p></p>
<p class="MsoNormal">Whether you're commuting to work or embarking on weekend adventures, quality wheels contribute to smoother handling and greater confidence. Every turn feels controlled, every climb becomes easier, and every ride becomes more memorable.<o:p></o:p></p>
<p class="MsoNormal">These benefits make upgrading your bicycle more than a purchase—it becomes an investment in countless future adventures.<o:p></o:p></p>
<p class="MsoNormal"><b>The Time to Upgrade Is Right Now<o:p></o:p></b></p>
<p class="MsoNormal">The cycling world is evolving quickly, and riders who embrace modern technology are discovering entirely new possibilities. Better components lead to improved efficiency, increased comfort, and enhanced enjoyment.<o:p></o:p></p>
<p class="MsoNormal">Waiting too long to upgrade can mean missing out on smoother rides and superior performance. The demand for quality cycling equipment continues to rise, making now the perfect opportunity to transform your riding experience.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong> remains dedicated to helping riders unlock the full potential of their bicycles through exceptional products and customer-focused solutions.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/lube-shi-grease-roller-brake-100g-alta">Shimano grease</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/lock-kry-chain-ny-fahgettaboudit-1410-35fx14mm-wny-disc">New york chain kryptonite</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/etap-front-derailleur-parts">Bike front derailleur</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
</item>

<item>
<title>Why CEO Coaching Networks Are Becoming Essential for Scaling Companies</title>
<link>https://news.bangboxonline.com/why-ceo-coaching-networks-are-becoming-essential-for-scaling-companies</link>
<guid>https://news.bangboxonline.com/why-ceo-coaching-networks-are-becoming-essential-for-scaling-companies</guid>
<description><![CDATA[ CEO coaching networks offer valuable peer connections, leadership coaching, and growth strategies for expanding companies. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a328784913ee.jpg" length="119450" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 16:40:06 +0500</pubDate>
<dc:creator>vyve</dc:creator>
<media:keywords>CEO coaching network</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Scaling a company sounds exciting on paper. More revenue, bigger teams, wider reach. But behind the scenes, it often feels like everything is moving faster than clarity can keep up. Decisions get heavier. Time feels shorter. And leadership starts to feel a bit isolated.</span></p>
<p dir="ltr"><span>That’s exactly why the idea of a </span><a href="https://www.vyve.co/" target="_blank" rel="noopener"><strong>CEO coaching network</strong></a><span> is gaining serious traction among modern founders and executives. It’s not just another support system. It’s becoming a core part of how leaders think, decide, and scale in real time.</span></p>
<h2 dir="ltr"><span>Scaling Breaks the Old Leadership Playbook</span></h2>
<p dir="ltr"><span>What worked when a company was small starts to crack during growth phases. At the early stage, founders can rely on instinct and direct control. But scaling introduces complexity that no single leader can fully manage alone.</span></p>
<p dir="ltr"><span>Suddenly, everything multiplies:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>More teams to align</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>More decisions with higher risk</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>More stakeholders with competing priorities</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>More uncertainty in execution</span></p>
</li>
</ul>
<p dir="ltr"><span>This is where things get tricky. Leaders often realize they are making bigger decisions, but with the same or even less clarity than before.</span></p>
<p dir="ltr"><span>A </span><span>CEO coaching network</span><span> steps into this gap by giving leaders access to shared thinking environments where real problems are discussed openly and practically.</span></p>
<h2 dir="ltr"><span>Why Individual Thinking Stops Being Enough</span></h2>
<p dir="ltr"><span>Traditional leadership support usually focuses on one-to-one guidance. That has value, especially for personal development. But scaling challenges are rarely personal; they are structural.</span></p>
<p dir="ltr"><span>At a certain point, leaders don’t just need advice. They need context.</span></p>
<p dir="ltr"><span>Here’s the gap:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Coaching = deep focus on the individual</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Scaling reality = interconnected business challenges</span></p>
</li>
</ul>
<p dir="ltr"><span>When markets shift quickly, relying on a single perspective can slow down decision-making. A </span><span>CEO coaching network</span><span> introduces a broader lens where multiple experienced leaders contribute insights based on real execution, not theory.</span></p>
<p dir="ltr"><span>That difference matters more than most people realize.</span></p>
<h2 dir="ltr"><span>The Power of Shared Leadership Intelligence</span></h2>
<p dir="ltr"><span>One of the strongest advantages of a coaching network model is exposure to multiple operating realities.</span></p>
<p dir="ltr"><span>Instead of learning from one mentor, leaders gain access to a room full of peers who are actively building, scaling, and solving problems right now.</span></p>
<p dir="ltr"><span>A </span><span>CEO coaching network</span><span> typically enables conversations like:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>How different industries handle similar scaling bottlenecks</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>What leadership structures actually work at different growth stages</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Where founders are over-investing or under-optimizing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>How decisions play out after implementation</span></p>
</li>
</ul>
<p dir="ltr"><span>This turns leadership development into something dynamic rather than static.</span></p>
<p dir="ltr"><span>It’s not about theory. It’s about patterns from real companies facing real pressure.</span></p>
<h2 dir="ltr"><span>Decision Fatigue: The Silent Growth Killer</span></h2>
<p dir="ltr"><span>One of the biggest challenges at the CEO level is decision fatigue. As companies grow, the number of decisions doesn’t just increase; it compounds.</span></p>
<p dir="ltr"><span>And here’s the problem: not every decision has enough internal clarity.</span></p>
<p dir="ltr"><span>That’s where leaders often get stuck.</span></p>
<p dir="ltr"><span>A </span><span>CEO coaching network</span><span> helps reduce that burden by offering rapid external validation. Instead of carrying uncertainty alone, leaders can test ideas against experienced peers before execution.</span></p>
<p dir="ltr"><span>This doesn’t mean outsourcing decisions. It means sharpening them.</span></p>
<p dir="ltr"><span>And in high-growth environments, sharper decisions create momentum.</span></p>
<h2 dir="ltr"><span>Why Peer Environments Build Faster Clarity</span></h2>
<p dir="ltr"><span>There’s something powerful about hearing how other CEOs are solving similar problems.</span></p>
<p dir="ltr"><span>Not because their answers are perfect. But because their experiences act like mirrors.</span></p>
<p dir="ltr"><span>Inside a </span><span>CEO coaching network</span><span>, conversations often unlock clarity through:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Contrasting perspectives</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Real-time problem comparison</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Honest feedback without hierarchy</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Shared lessons from failures and wins</span></p>
</li>
</ul>
<p dir="ltr"><span>This kind of environment accelerates thinking in a way traditional advisory models often don’t.</span></p>
<p dir="ltr"><span>It’s less about instruction and more about reflection through experience.</span></p>
<h2 dir="ltr"><span>Accountability That Doesn’t Feel Forced</span></h2>
<p dir="ltr"><span>Accountability is usually structured in coaching programs through goals and check-ins. That works, but it can sometimes feel rigid or performance-driven.</span></p>
<p dir="ltr"><span>In a coaching network setup, accountability behaves differently.</span></p>
<p dir="ltr"><span>When leaders engage regularly with peers:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Progress becomes visible naturally</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Commitments are reinforced socially</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Execution improves without pressure tactics</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Conversations stay grounded in reality</span></p>
</li>
</ul>
<p dir="ltr"><span>A </span><span>CEO coaching network</span><span> builds accountability through presence rather than enforcement.</span></p>
<p dir="ltr"><span>That subtle shift often leads to more consistent follow-through.</span></p>
<h2 dir="ltr"><span>Scaling Requires Perspective, Not Just Strategy</span></h2>
<p dir="ltr"><span>Strategy alone doesn’t solve scaling problems. Many companies already have solid strategies that look great on slides but struggle in execution.</span></p>
<p dir="ltr"><span>What’s missing is perspective.</span></p>
<p dir="ltr"><span>A </span><span>CEO coaching network</span><span> brings that perspective by showing leaders:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>How similar strategies perform across different industries</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Where execution gaps typically appear</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>What hidden risks emerge during scaling phases</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>How timing impacts outcomes more than planning</span></p>
</li>
</ul>
<p dir="ltr"><span>This kind of insight is difficult to get internally because teams are too close to the work.</span></p>
<p dir="ltr"><span>External peer insight fills that blind spot.</span></p>
<h2 dir="ltr"><span>Emotional Isolation at the Top Is Real</span></h2>
<p dir="ltr"><span>One of the least discussed realities of leadership is isolation. The higher you go, the fewer people you can openly discuss challenges with.</span></p>
<p dir="ltr"><span>Boards offer governance. Teams offer execution. But very few spaces offer honest dialogue without an agenda.</span></p>
<p dir="ltr"><span>A </span><span>CEO coaching network</span><span> helps reduce that isolation by creating a trusted environment where leaders can speak openly without filtering decisions for hierarchy or optics.</span></p>
<p dir="ltr"><span>That psychological relief often leads to better thinking. When pressure reduces, clarity improves.</span></p>
<h2 dir="ltr"><span>Why This Model Is Becoming a Standard, Not a Trend</span></h2>
<p dir="ltr"><span>The shift toward coaching networks is not accidental. It reflects how modern business environments operate.</span></p>
<p dir="ltr"><span>Companies today are:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Scaling faster than traditional leadership structures were designed for</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Facing unpredictable market conditions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Managing hybrid and distributed teams</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Making decisions with incomplete data more often</span></p>
</li>
</ul>
<p dir="ltr"><span>In this environment, leadership development must be continuous, not occasional.</span></p>
<p dir="ltr"><span>A </span><span>CEO coaching network</span><span> fits because it is:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Real-time</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Experience-based</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Peer-driven</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Adaptable to different industries and stages</span></p>
</li>
</ul>
<p dir="ltr"><span>It doesn’t replace leadership skills. It strengthens how those skills are applied under pressure.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>Scaling companies don’t struggle because leaders lack knowledge. They struggle because complexity increases faster than clarity.</span></p>
<p dir="ltr"><span>That’s where a </span><span>CEO coaching network</span><span> becomes essential. It brings structured peer intelligence into leadership decision-making, helping CEOs think more clearly, act more confidently, and scale more effectively.</span></p>
<p dir="ltr"><span>It’s not about replacing traditional coaching or mentorship. It’s about upgrading the environment where leadership decisions are shaped.</span></p>
<p dir="ltr"><span>And in today’s fast-moving business world, that environment often makes the difference between stagnation and scalable growth.</span></p>
<h2 dir="ltr"><span>Strengthen Your Leadership Advantage</span></h2>
<p dir="ltr"><span>If you're looking to build a sharper leadership perspective and navigate scaling challenges with more clarity and structure, <a href="https://www.vyve.co/" target="_blank" rel="noopener"><strong>Vyve</strong></a> provides an environment designed to help leaders connect, think, and grow through meaningful peer-driven experiences.</span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Bicycle Brake Pads: The Upgrade Every Rider Needs Right Now</title>
<link>https://news.bangboxonline.com/bicycle-brake-pads-the-upgrade-every-rider-needs-right-now</link>
<guid>https://news.bangboxonline.com/bicycle-brake-pads-the-upgrade-every-rider-needs-right-now</guid>
<description><![CDATA[ Shop for quality bicycle brake pads at Carson City Bike Shop. Find durable disc brake pads and rim brake pads for safe and smooth stopping power. Perfect for repairs and upgrades, our brake pads deliver reliable performance for all types of bikes and riders. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32877b2aabb.jpg" length="41320" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 16:39:50 +0500</pubDate>
<dc:creator>Conceptelectricbikes</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Every cyclist knows that a thrilling ride can instantly turn into a stressful experience if the bike fails to stop when needed. This is why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/products/disc-brake-pads-bulk"><b>Bicycle brake pads</b></a></span></strong> have become one of the most important upgrades for riders who value performance and safety. Whether you're commuting through busy streets or heading toward rugged trails, dependable braking power can transform your cycling experience.<o:p></o:p></p>
<p class="MsoNormal">At a time when more people are embracing eco-friendly transportation and adventure riding, upgrading your bicycle components has never been more important. The difference between an average ride and an exceptional one often comes down to the smallest details.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Every Cyclist Should Upgrade Today<o:p></o:p></b></p>
<p class="MsoNormal">Many riders underestimate how much worn-out braking systems affect their overall control. Old components can reduce responsiveness, increase stopping distance, and create unnecessary risks. Fresh, high-quality braking components provide smoother operation, better grip, and increased confidence in every situation.<o:p></o:p></p>
<p class="MsoNormal">This is exactly why experienced cyclists are making proactive upgrades instead of waiting for equipment failure. Investing in premium parts today can prevent expensive repairs and unexpected accidents tomorrow.<o:p></o:p></p>
<p class="MsoNormal"><b>The Secret Behind Superior Riding Performance<o:p></o:p></b></p>
<p class="MsoNormal">The latest <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bicycle brake pads</span></strong> are engineered to deliver exceptional stopping power in various weather conditions. Whether you're riding under intense sunlight or through unexpected rain, advanced materials ensure dependable performance and durability.<o:p></o:p></p>
<p class="MsoNormal">Cyclists often spend significant amounts on frames and accessories while overlooking the components responsible for their safety. A reliable braking system gives riders the confidence to push boundaries, tackle new routes, and enjoy every journey without hesitation.<o:p></o:p></p>
<p class="MsoNormal"><b>Adventure Enthusiasts Need More Than Just a Bike<o:p></o:p></b></p>
<p class="MsoNormal">Modern cycling is no longer just about commuting. More people are embracing long-distance exploration and weekend adventures. This growing trend has increased demand for premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Touring bicycle equipment</span></strong> that can handle extended journeys and changing terrains.<o:p></o:p></p>
<p class="MsoNormal">From storage solutions to performance accessories, the right equipment makes every mile more comfortable and enjoyable. Riders who invest in quality gear often discover that cycling becomes more than a hobby—it becomes a lifestyle filled with freedom and excitement.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Quality with Trusted Specialists<o:p></o:p></b></p>
<p class="MsoNormal">Cyclists searching for dependable products are increasingly turning toward <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/"><b>Concept Electric Bikes</b></a></span></strong> for solutions that prioritize performance and rider satisfaction. Their commitment to quality components and innovative cycling products has made them a preferred destination for riders seeking reliability and value.<o:p></o:p></p>
<p class="MsoNormal">Every upgrade should contribute to a safer, smoother, and more enjoyable riding experience. Choosing trusted providers ensures that your investment delivers long-term benefits and dependable results.<o:p></o:p></p>
<p class="MsoNormal"><b>Build the Perfect Adventure Setup<o:p></o:p></b></p>
<p class="MsoNormal">Long-distance cyclists understand that proper preparation makes all the difference. The right <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Touring bicycle equipment</span></strong> can improve comfort, increase storage capacity, and enhance overall efficiency during extended rides.<o:p></o:p></p>
<p class="MsoNormal">Whether you're planning a weekend getaway or a cross-country adventure, selecting premium accessories allows you to focus on the experience instead of worrying about equipment limitations. Great journeys begin with dependable gear that performs when it matters most.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Smart Cyclists Act Before Problems Appear<o:p></o:p></b></p>
<p class="MsoNormal">Waiting until components fail can lead to unnecessary expenses and missed riding opportunities. Upgrading your <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bicycle brake pads</span></strong> before performance declines is a smart decision that protects both your bike and your confidence on the road.<o:p></o:p></p>
<p class="MsoNormal">Proactive maintenance is one of the secrets shared by experienced cyclists worldwide. They understand that small improvements often produce the biggest gains in comfort, safety, and reliability.<o:p></o:p></p>
<p class="MsoNormal"><b>The Future of Cycling Is Waiting for You<o:p></o:p></b></p>
<p class="MsoNormal">As cycling continues to grow in popularity, riders are becoming more selective about the products they choose. Premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/collections/touring"><b>Touring bicycle equipment</b></a></span></strong> and high-performance components are no longer luxuries—they are essential investments for anyone serious about enjoying every ride.<o:p></o:p></p>
<p class="MsoNormal">This is the perfect moment to elevate your cycling experience and embrace equipment designed to support your ambitions. Every journey becomes more exciting when you know your bike is prepared for whatever lies ahead.<o:p></o:p></p>
<p class="MsoNormal"><b>Upgrade Today and Ride with Confidence<o:p></o:p></b></p>
<p class="MsoNormal">There has never been a better time to invest in quality cycling components and accessories. <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong> understands what modern riders need and continues to deliver solutions that combine durability, performance, and exceptional value.<o:p></o:p></p>
<p class="MsoNormal">Your next adventure is waiting, and the road ahead promises unforgettable experiences. Equip your bike with reliable products, prepare for new challenges, and discover how the right upgrades can completely transform every ride.<o:p></o:p></p>
<p class="MsoNormal"><b>The Choice That Changes Everything<o:p></o:p></b></p>
<p class="MsoNormal">Cycling is more than transportation; it is a passion, an adventure, and a path toward freedom. By choosing dependable components and accessories from <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong>, riders can unlock greater confidence and enjoy every journey with peace of mind.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/collections/pedros">Pedro's cycling tools</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/hs-kool-stop">Rear bike brake</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/exerciser-sunlt-f5-v3-spinr-rep-chain-tensioner">Rohloff chain tensioner</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<item>
<title>Best Bike Tubes: The Secret to a Smoother, Safer, and More Powerful Ride</title>
<link>https://news.bangboxonline.com/best-bike-tubes-the-secret-to-a-smoother-safer-and-more-powerful-ride</link>
<guid>https://news.bangboxonline.com/best-bike-tubes-the-secret-to-a-smoother-safer-and-more-powerful-ride</guid>
<description><![CDATA[ Shop the best bike tubes at Carson City Bike Shop for reliable performance and long-lasting durability. Get high-quality, puncture-resistant tubes for e-bikes, mountain bikes, and road bikes. Ride smoother and safer with reliable cycling inner tubes. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3283131f8b9.jpg" length="36021" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 16:21:08 +0500</pubDate>
<dc:creator>Conceptelectricbikes</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Cycling enthusiasts know that a single component can transform an ordinary ride into an extraordinary experience. Whether you're commuting through busy streets, exploring mountain trails, or enjoying weekend adventures, the quality of your bike parts determines your comfort and safety. One of the most overlooked essentials is choosing the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/products/tire-liner-mr-tuffy-e-bike-202426x175-235-brown-e"><b>Best bike tubes</b></a></span></strong> that can handle pressure, provide durability, and deliver a seamless riding experience.<o:p></o:p></p>
<p class="MsoNormal">The difference between a frustrating ride and a thrilling one often comes down to investing in premium-quality components before problems arise.<o:p></o:p></p>
<p class="MsoNormal"><b>Stop Settling for Frequent Breakdowns<o:p></o:p></b></p>
<p class="MsoNormal">Nothing ruins a cycling journey faster than unexpected punctures or worn-out parts. Riders frequently replace damaged components because they choose cheaper alternatives that simply don't last. High-performance tubes and durable accessories can significantly reduce maintenance costs while improving overall performance.<o:p></o:p></p>
<p class="MsoNormal">This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong> steps in with carefully selected cycling products designed for riders who demand reliability. Every component is chosen to help cyclists enjoy smoother journeys and fewer interruptions.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Premium Tubes Make a Huge Difference<o:p></o:p></b></p>
<p class="MsoNormal">Many riders underestimate how important superior tubes are to their bike's overall efficiency. The <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Best bike tubes</span></strong> provide better air retention, improved puncture resistance, and enhanced riding stability. They also contribute to greater comfort by reducing vibrations and ensuring consistent performance across different terrains.<o:p></o:p></p>
<p class="MsoNormal">Imagine confidently taking longer routes without worrying about sudden flats or performance issues. Premium tubes give riders exactly that confidence, turning every trip into an exciting adventure.<o:p></o:p></p>
<p class="MsoNormal"><b>The Hidden Importance of Rear Wheel Components<o:p></o:p></b></p>
<p class="MsoNormal">While riders often focus on tires and brakes, the condition of <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bike rear wheel components</span></strong> is equally critical. These parts work together to maintain balance, transfer power efficiently, and ensure smooth acceleration. Neglecting them can lead to poor handling, unnecessary wear, and reduced riding enjoyment.<o:p></o:p></p>
<p class="MsoNormal">Investing in quality rear wheel accessories today can save substantial repair costs tomorrow while delivering a more responsive and enjoyable cycling experience.<o:p></o:p></p>
<p class="MsoNormal"><b>Upgrade Before Problems Begin<o:p></o:p></b></p>
<p class="MsoNormal">Waiting until a component fails can be expensive and inconvenient. Smart cyclists understand the importance of preventive upgrades. Replacing aging tubes and wheel components before they deteriorate keeps the bike operating at peak efficiency.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/"><b>Concept Electric Bikes</b></a></span></strong> offers solutions that cater to both everyday commuters and passionate cycling enthusiasts. By choosing dependable products, riders can avoid costly repairs and focus entirely on enjoying the road ahead.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Better Performance on Every Ride<o:p></o:p></b></p>
<p class="MsoNormal">A bicycle is only as strong as its individual components. Riders who switch to the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Best bike tubes</span></strong> often notice immediate improvements in handling, comfort, and reliability. Better materials and superior construction translate into fewer interruptions and a significantly more enjoyable riding experience.<o:p></o:p></p>
<p class="MsoNormal">Similarly, properly maintained <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/products/e-bike-rear-fender"><b>Bike rear wheel components</b></a></span></strong> contribute to smoother pedaling and improved control, especially during longer rides and challenging terrains.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Thousands of Riders Are Choosing Quality Over Convenience<o:p></o:p></b></p>
<p class="MsoNormal">Cyclists everywhere are becoming more selective about the products they use. Instead of purchasing low-cost replacements repeatedly, they are investing in premium components that provide lasting value. High-quality tubes and wheel accessories deliver peace of mind, allowing riders to travel farther with greater confidence.<o:p></o:p></p>
<p class="MsoNormal">This growing demand for durable cycling products has encouraged brands like <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong> to focus on delivering reliable solutions that combine performance, safety, and long-term value.<o:p></o:p></p>
<p class="MsoNormal"><b>The Perfect Time to Upgrade Is Right Now<o:p></o:p></b></p>
<p class="MsoNormal">Every ride places stress on your bicycle, and worn components can affect performance more than you realize. Delaying upgrades increases the risk of breakdowns and costly repairs. By selecting dependable cycling accessories today, you are investing in smoother rides, enhanced safety, and greater riding enjoyment.<o:p></o:p></p>
<p class="MsoNormal">Premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bike rear wheel components</span></strong> and carefully engineered tubes can dramatically improve the way your bicycle performs. The sooner you upgrade, the sooner you can experience the difference that quality makes.<o:p></o:p></p>
<p class="MsoNormal"><b>Ride Further, Faster, and With More Confidence<o:p></o:p></b></p>
<p class="MsoNormal">Cycling should be exciting, comfortable, and worry-free. Choosing the right components transforms every journey into a memorable experience. The <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Best bike tubes</span></strong> and dependable accessories provide the durability and performance needed to tackle daily commutes, fitness rides, and weekend adventures with confidence.<o:p></o:p></p>
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<title>Brass Scrap Price Trend, Chart, News and Forecast Q1 2026 | ChemAnalyst</title>
<link>https://news.bangboxonline.com/brass-scrap-price-trend-chart</link>
<guid>https://news.bangboxonline.com/brass-scrap-price-trend-chart</guid>
<description><![CDATA[ The global Brass Scrap Prices displayed varied regional performance during the first quarter of 2026 ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a329732aad63.jpg" length="372148" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 16:16:03 +0500</pubDate>
<dc:creator>ChemAnalyst</dc:creator>
<media:keywords>Brass Scrap Price</media:keywords>
<content:encoded><![CDATA[<div class="separator" style="text-align: justify;">
<p>According to <strong>ChemAnalyst</strong>, The global <a href="https://www.chemanalyst.com/Pricing-data/brass-scrap-3062" target="_blank" rel="noopener"><strong>Brass Scrap Prices</strong></a> displayed varied regional performance during the first quarter of 2026, reflecting differences in scrap availability, industrial demand, import dynamics, and logistics conditions. While North America and Asia-Pacific recorded notable gains due to tightening supply and robust downstream consumption, Europe experienced a slight correction as improved scrap collection rates and easing transportation constraints enhanced material availability.</p>
<p>Brass scrap remains a critical raw material for the manufacturing of brass products used across construction, automotive, electrical, plumbing, and industrial sectors. As sustainability initiatives continue to encourage the use of recycled metals, brass scrap demand has remained resilient across major economies. However, regional supply-demand imbalances and changing trade patterns significantly influenced Brass Scrap Prices during the quarter ending March 2026.</p>
<p><strong>North America Brass Scrap Prices Analysis</strong></p>
<p>During Q1 2026, Brass Scrap Prices in North America strengthened on a quarter-over-quarter basis. The market benefited from steady industrial activity and healthy procurement from downstream brass mills, particularly those serving the construction and manufacturing sectors.</p>
<p>The Brass Scrap Price Index moved upward as scrap availability tightened across key collection and trading hubs. Market participants reported lower inflows of premium Honey-grade brass scrap, which is widely preferred due to its high copper content and ease of processing. Reduced collection volumes, combined with increased purchasing activity from secondary metal processors, supported price gains throughout the quarter.</p>
<p>The Brass Scrap Spot Price reflected positive market sentiment as mills actively secured material to maintain production schedules. The demand outlook remained stable due to consistent activity in infrastructure projects, electrical equipment manufacturing, and plumbing applications. Several buyers increased inventories in anticipation of continued supply constraints, further strengthening market fundamentals.</p>
<p>Another important factor supporting Brass Scrap Prices was the relatively stable performance of primary copper markets. Since brass scrap values are closely linked to copper and zinc fundamentals, firm non-ferrous metal prices provided additional support to recycled metal valuations.</p>
<p>Supply-side challenges remained a key concern throughout the quarter. Collection rates failed to fully recover despite favorable market pricing, limiting available volumes for processors and traders. As a result, procurement competition intensified among consumers, supporting a stronger pricing environment across North America.</p>
<p><strong>Book A Demo for Brass Scrap Price: <a href="https://www.chemanalyst.com/Pricing-data/brass-scrap-3062">https://www.chemanalyst.com/Pricing-data/brass-scrap-3062</a></strong></p>
<p><strong>Key Factors Influencing North American Brass Scrap Prices</strong></p>
<p><strong>Tight Scrap Availability</strong></p>
<p>Limited collection activity reduced the availability of high-quality brass scrap grades, particularly Honey-grade material. This constrained supply significantly contributed to the upward movement in prices.</p>
<p><strong>Steady Industrial Consumption</strong></p>
<p>Consistent demand from brass mills, foundries, and component manufacturers supported market stability. Industrial consumers maintained procurement activity despite higher costs.</p>
<p><strong>Inventory Replenishment</strong></p>
<p>Many downstream buyers replenished inventories to avoid potential shortages, creating additional demand pressure during the quarter.</p>
<p><strong>Supportive Non-Ferrous Metal Market</strong></p>
<p>Firm copper and zinc market conditions contributed to stronger brass scrap valuations, as recycled metal pricing generally follows movements in primary metal markets.</p>
<p><strong>APAC Brass Scrap Prices Analysis</strong></p>
<p>The Asia-Pacific region experienced the strongest Brass Scrap Prices growth among major global markets during Q1 2026. India emerged as a key driver of regional price increases, supported by tightening imports, elevated freight costs, and healthy demand from domestic manufacturers.</p>
<p>The Brass Scrap Price Index in India increased by 18.08% quarter-over-quarter, highlighting substantial market tightening during the period. Import-dependent consumers faced challenges securing adequate volumes as international supply chains remained constrained and transportation costs increased.</p>
<p>The average Brass Scrap price during the quarter reached approximately USD 7,696.33 per metric ton based on market assessments and port landed-cost evaluations. This significant price level reflected the combined impact of rising procurement expenses and restricted material availability.</p>
<p>India's brass manufacturing sector maintained strong purchasing activity, particularly from producers serving the electrical, engineering, plumbing, and decorative hardware industries. Growing demand from these sectors supported higher scrap consumption throughout the quarter.</p>
<p>Import availability emerged as a critical market driver. Reduced arrivals from major exporting countries created supply concerns among processors and secondary metal producers. As imported material constitutes a significant share of India's brass scrap requirements, tighter import volumes had a direct impact on domestic pricing.</p>
<p>Freight rates also contributed significantly to the increase in Brass Scrap Prices. Elevated shipping costs raised landed prices for imported material, increasing procurement expenses for manufacturers. These higher costs were ultimately reflected in domestic market transactions.</p>
<p>The Indian market also benefited from positive industrial activity and ongoing infrastructure investments, which supported demand for brass products and, consequently, brass scrap feedstock. Market participants remained focused on securing sufficient material to meet production requirements amid tightening supply conditions.</p>
<p><strong>Major Drivers Behind APAC Brass Scrap Prices</strong></p>
<p><strong>Tighter Import Supply</strong></p>
<p>Reduced availability of imported brass scrap created supply shortages, forcing buyers to compete more aggressively for available material.</p>
<p><strong>Rising Freight Costs</strong></p>
<p>Higher shipping expenses increased landed costs, directly contributing to elevated Brass Scrap Prices.</p>
<p><strong>Strong Manufacturing Demand</strong></p>
<p>Demand from electrical, engineering, and construction-related industries remained robust, supporting steady scrap consumption.</p>
<p><strong>Infrastructure Development</strong></p>
<p>Ongoing infrastructure investments across India continued to generate demand for brass components and recycled metal feedstock.</p>
<p><strong>Europe Brass Scrap Prices Analysis</strong></p>
<p>In contrast to North America and APAC, Brass Scrap Prices in Europe experienced a modest decline during Q1 2026. Market conditions softened as improved scrap collection rates and better logistics performance increased overall material availability.</p>
<p>The Brass Scrap Price Index moved slightly lower throughout the quarter, reflecting a more balanced supply-demand environment. Increased scrap arrivals across major European markets helped alleviate some of the supply constraints that had previously supported prices.</p>
<p>The Brass Scrap Spot Price reflected subdued market sentiment due to slower procurement activity among mills and processors in Germany, Italy, and Eastern Europe. Buyers adopted a more cautious purchasing approach as sufficient inventories and improving supply conditions reduced the urgency to secure additional material.</p>
<p>Germany, Europe's largest industrial economy, witnessed relatively moderate demand growth from manufacturing sectors. While industrial activity remained stable, procurement volumes were lower compared to previous quarters, contributing to softer market conditions.</p>
<p>Italy and Eastern European markets displayed similar trends. Improved logistics operations facilitated smoother material movement across regional supply chains, reducing transportation bottlenecks and enhancing scrap availability.</p>
<p>The easing of logistics pressures played a particularly important role in the European market. Lower transportation disruptions enabled collectors, traders, and processors to move material more efficiently, increasing supply volumes and reducing pricing pressure.</p>
<p>Despite the slight decline, Brass Scrap Prices remained supported by long-term sustainability initiatives and continued demand for recycled metals. European manufacturers remain committed to increasing recycled content in production processes, providing a stable foundation for future brass scrap consumption.</p>
<p><strong>Factors Affecting European Brass Scrap Prices</strong></p>
<p><strong>Improved Scrap Arrivals</strong></p>
<p>Higher collection rates and increased scrap inflows expanded available supply, contributing to softer prices.</p>
<p><strong>Easing Logistics Constraints</strong></p>
<p>Improved transportation efficiency reduced delivery delays and increased market liquidity.</p>
<p><strong>Slower Procurement Activity</strong></p>
<p>Mills and processors in Germany, Italy, and Eastern Europe reduced purchasing urgency due to adequate inventory levels.</p>
<p><strong>Balanced Supply-Demand Conditions</strong></p>
<p>A more balanced market environment limited upward pricing momentum and encouraged modest corrections.</p>
<p><strong>Global Brass Scrap Market Trends</strong></p>
<p>Several broader market trends influenced Brass Scrap Prices across regions during Q1 2026:</p>
<p><strong>Growing Focus on Recycling</strong></p>
<p>The increasing emphasis on sustainability continues to support demand for recycled brass materials. Manufacturers are increasingly adopting circular economy practices to reduce environmental impact and production costs.</p>
<p><strong>Industrial Manufacturing Recovery</strong></p>
<p>Stable manufacturing activity across major economies maintained demand for brass products used in electrical systems, plumbing components, machinery, and construction applications.</p>
<p><strong>Supply Chain Adjustments</strong></p>
<p>Regional differences in logistics performance and import availability created varying pricing trends. Markets facing tighter supply conditions recorded stronger gains, while regions with improving availability experienced softer prices.</p>
<p><strong>Raw Material Cost Influence</strong></p>
<p>Copper and zinc market movements continued to impact brass scrap valuations, as these primary metals serve as the basis for brass production economics.</p>
<p><strong>Get Real Time Online for Brass Scrap prices: <a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Brass%20Scrap">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Brass%20Scrap</a></strong></p>
<p><strong>Brass Scrap Prices Forecast</strong></p>
<p>Looking ahead, Brass Scrap Prices are expected to remain influenced by supply availability, industrial demand, import trends, and freight market developments. North America may continue experiencing firm pricing if scrap collection remains constrained and downstream demand stays healthy.</p>
<p>In APAC, particularly India, market participants will closely monitor import availability and shipping costs. Any further tightening in imports could support additional price gains, while improved supply conditions may help stabilize the market.</p>
<p>Europe is likely to maintain relatively balanced market conditions if scrap collection rates remain healthy and industrial demand continues at current levels. However, any unexpected supply disruptions or stronger manufacturing activity could alter the pricing outlook.</p>
<p>The long-term outlook for Brass Scrap Prices remains positive due to growing demand for recycled metals, sustainability initiatives, and continued industrial development. As global industries increasingly prioritize resource efficiency and environmental responsibility, brass scrap is expected to play an increasingly important role in the non-ferrous metals supply chain.</p>
<p><strong>Conclusion</strong></p>
<p>The first quarter of 2026 highlighted significant regional differences in Brass Scrap Prices. North America experienced strengthening prices due to tight supply and steady industrial demand, while India led APAC gains with an 18.08% quarter-over-quarter increase driven by import constraints and higher freight costs. Europe, meanwhile, saw a modest decline as improved scrap availability and easing logistics pressures softened market sentiment.</p>
<p>As the market moves into subsequent quarters, supply dynamics, industrial consumption patterns, and global trade conditions will remain the primary determinants of Brass Scrap Prices. Industry participants will continue monitoring these factors closely as they navigate an evolving and increasingly sustainability-focused metals market.</p>
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<title>American Call Centers and Manila Outsourcing Overview</title>
<link>https://news.bangboxonline.com/american-call-centers-and-manila-outsourcing-overview</link>
<guid>https://news.bangboxonline.com/american-call-centers-and-manila-outsourcing-overview</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a328145dad4d.jpg" length="55965" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 16:13:25 +0500</pubDate>
<dc:creator>World wide Call centers</dc:creator>
<media:keywords>American call centers, Call centers in Manila, Contact Centers in Latin America</media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr"><span>Introduction</span></h2>
<p dir="ltr"><span>Customer service has become one of the most important parts of running a successful business today. Companies in the United States are not only focused on selling products or services, but also on how well they support their customers before and after a purchase. Because of this growing demand, many businesses are now using different support models, including American call centers, Call centers in Manila, and Contact Centers in Latin America, to handle customer communication in a better and more efficient way.</span></p>
<p dir="ltr"><span>Outsourcing customer support is now a common strategy for companies of all sizes. It helps businesses save money, operate 24/7, and improve response times without sacrificing service quality. Instead of relying on only one location, many companies now combine local and international support teams. This approach allows them to stay flexible, reduce costs, and still deliver a strong customer experience across different markets.</span></p>
<h2 dir="ltr"><span>What American Call Centers Offer</span></h2>
<p dir="ltr"><span>American call centers play an important role in customer service for companies based in the United States. These centers are located within the country and are known for providing direct, easy-to-understand communication between agents and customers.</span></p>
<p dir="ltr"><span>One of the biggest strengths of American call centers is clear communication. Since both customers and agents usually share the same language and cultural background, conversations are smooth and natural. This helps reduce misunderstandings and improves customer satisfaction.</span></p>
<p dir="ltr"><span>Another benefit is the quality of service. American-based support teams are often closely connected to company operations, which allows them to solve problems faster and provide more accurate information. Many businesses prefer keeping sensitive or high-priority customer issues handled within the U.S. for this reason.</span></p>
<p dir="ltr"><span>However, running call centers in the United States can be expensive. Labor costs, office space, training, and technology expenses all add up. Because of this, many companies are now mixing domestic support with international outsourcing to balance cost and performance.</span></p>
<h2 dir="ltr"><span>Why Call Centers in Manila Are So Popular</span></h2>
<p dir="ltr"><span>Call centers in Manila have become one of the top choices for U.S. companies looking to outsource customer service. The Philippines has built a strong reputation in the global outsourcing industry, especially in voice support and customer care services.</span></p>
<p dir="ltr"><span>A major reason for this popularity is language skills. Many workers in Manila speak English fluently, which makes communication with American customers easy and effective. Their neutral accent also helps customers understand them clearly, which improves the overall experience.</span></p>
<p dir="ltr"><span>Another important factor is the customer service mindset. Workers in Call centers in Manila are trained to be polite, patient, and solution-focused. They are skilled at handling different types of customer issues, from simple questions to more complex technical support.</span></p>
<p dir="ltr"><span>Cost savings also play a big role. Businesses can significantly reduce operating expenses while still maintaining high-quality service. This allows companies to hire more agents, offer longer support hours, and handle larger call volumes without increasing costs too much.</span></p>
<p dir="ltr"><span>At the same time, Call centers in Manila are using modern tools and technology. Many centers use cloud systems, automated call routing, and real-time reporting to ensure smooth operations and consistent service quality.</span></p>
<h2 dir="ltr"><span>The Growing Role of Contact Centers in Latin America</span></h2>
<p dir="ltr"><span>Contact Centers in Latin America are becoming a strong option for companies that want closer support locations to the United States. These centers are known as nearshore outsourcing options because they are located in nearby countries with similar time zones.</span></p>
<p dir="ltr"><span>One of the biggest advantages of Contact Centers in Latin America is time zone alignment. Since they operate in similar working hours as the U.S., it becomes easier for teams to communicate in real time. This helps speed up problem-solving and improves teamwork between onshore and offshore teams.</span></p>
<p dir="ltr"><span>Language flexibility is another benefit. Many contact centers in the region offer both English and Spanish support. This allows U.S. companies to serve a wider customer base, especially in bilingual markets.</span></p>
<p dir="ltr"><span>Cultural understanding also improves communication quality. Agents often understand American customer expectations and communication styles, which helps reduce confusion and improves customer satisfaction.</span></p>
<p dir="ltr"><span>In addition, many Contact Centers in Latin America are investing in advanced technology. They use modern customer management systems, AI tools, and automated workflows to improve efficiency and reduce response times.</span></p>
<h2 dir="ltr"><span>Comparing the Different Support Models</span></h2>
<p dir="ltr"><span>Each outsourcing model offers different benefits, and companies often choose based on their specific needs.</span></p>
<p dir="ltr"><span>American call centers are best for companies that want high-quality service, strict control, and direct communication within the United States. They are often used for sensitive industries like finance, healthcare, and legal services.</span></p>
<p dir="ltr"><a href="https://www.worldwidecallcenters.com/global-call-centers/"><span>Call centers in Manila</span></a><span> are ideal for companies that want to reduce costs while still maintaining strong service quality. They are widely used for customer support, technical help, and large-scale call handling.</span></p>
<p dir="ltr"><span>Contact Centers in Latin America offer a balance between cost savings and geographic closeness. They are perfect for businesses that need real-time communication and bilingual support.</span></p>
<p dir="ltr"><span>Many companies now use a mix of all three models. For example, they may use American call centers for complex or sensitive issues, Call centers in Manila for high-volume customer support, and Contact Centers in Latin America for real-time assistance and regional coverage.</span></p>
<p dir="ltr"><span>This blended approach helps businesses stay flexible and efficient while delivering consistent customer service across different channels.</span></p>
<h2 dir="ltr"><span>Technology Changing the Call Center Industry</span></h2>
<p dir="ltr"><span>Technology is playing a big role in how modern call centers operate. Whether in the U.S., Manila, or Latin America, companies are using digital tools to improve service quality and speed.</span></p>
<p dir="ltr"><span>Artificial intelligence is now commonly used in customer support systems. AI chat tools can answer simple questions, while smart systems help route calls to the right agent. This reduces waiting time and improves customer satisfaction.</span></p>
<p dir="ltr"><span>Cloud-based platforms also allow teams from different countries to work together easily. Agents can access customer information in real time, no matter where they are located. This makes global support systems more connected and efficient.</span></p>
<p dir="ltr"><span>Automation is also helping reduce repetitive tasks. Simple actions like sending confirmation emails or updating tickets can now be handled automatically. This allows agents to focus more on helping customers with real problems.</span></p>
<h2 dir="ltr"><span>Future of Global Call Center Outsourcing</span></h2>
<p dir="ltr"><span>The future of customer support will continue to grow toward global and flexible models. Companies will rely more on a mix of </span><a href="https://www.worldwidecallcenters.com/global-focus/american-call-centers/"><span>American call centers</span></a><span>, Call centers in Manila, and Contact Centers in Latin America to meet different business needs.</span></p>
<p dir="ltr"><span>Remote work will continue to expand the talent pool, allowing companies to hire skilled agents from different parts of the world. This will make outsourcing even more flexible and accessible.</span></p>
<p dir="ltr"><span>Customer expectations will also continue to rise. People now expect faster responses, 24/7 availability, and personalized service. This will push call centers to improve training and adopt better technologies.</span></p>
<p dir="ltr"><span>In the future, businesses will focus more on creating seamless customer experiences across all channels. Phone support, chat support, and email support will all be connected into one system to make communication easier and faster.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Customer support is no longer limited to one country or one system. Today, businesses in the United States are using a combination of American call centers, Call centers in Manila, and Contact Centers in Latin America to build stronger and more flexible support networks.</span></p>
<p dir="ltr"><span>Each model offers its own advantages. American call centers provide direct and high-quality service, Call centers in Manila offer cost savings and strong communication skills, and </span><a href="https://www.worldwidecallcenters.com/contact-centers-latin-america/"><span>Contact Centers in Latin America</span></a><span> provide real-time support with regional closeness.</span></p>
<p dir="ltr"><span>When used together, these models help businesses reduce costs, improve efficiency, and deliver better customer experiences. This balanced approach is becoming the future of global customer service.</span></p>
<p></p>]]> </content:encoded>
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<title>Coffee Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Coffee-Price-71636</link>
<guid>https://news.bangboxonline.com/Coffee-Price-71636</guid>
<description><![CDATA[ Coffee Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3297ca8e314.jpg" length="83195" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 16:09:47 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Coffee Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{" x":8,"y":14,"w":1190,"h":20,"abs_x":310,"abs_y":1007}"=""></p>
<p dir="ltr" bis_size="{" x":8,"y":48,"w":1190,"h":100,"abs_x":310,"abs_y":1041}"=""><a href="https://www.chemanalyst.com/Pricing-data/coffee-1604" bis_size="{" x":8,"y":50,"w":245,"h":16,"abs_x":310,"abs_y":1043}"=""><span bis_size="{" x":8,"y":50,"w":245,"h":16,"abs_x":310,"abs_y":1043}"="">According to ChemAnalyst,Coffee Price</span></a><span bis_size="{" x":8,"y":50,"w":1158,"h":36,"abs_x":310,"abs_y":1043}"=""> trend in 2026 is expected to remain one of the most closely monitored indicators in the global agricultural commodities market. Coffee is among the most widely traded agricultural products worldwide and serves as a key raw material for the beverage industry. The global </span><span bis_size="{" x":763,"y":70,"w":76,"h":16,"abs_x":1065,"abs_y":1063}"="">Coffee Price</span><span bis_size="{" x":8,"y":70,"w":1188,"h":56,"abs_x":310,"abs_y":1063}"=""> is influenced by a complex combination of factors, including weather conditions in major producing countries, crop yields, global consumption trends, transportation costs, labor availability, currency fluctuations, and international trade dynamics. As coffee consumption continues to rise across both developed and emerging economies, the </span><span bis_size="{" x":592,"y":110,"w":116,"h":16,"abs_x":894,"abs_y":1103}"="">Coffee Trend Price</span><span bis_size="{" x":8,"y":110,"w":1153,"h":36,"abs_x":310,"abs_y":1103}"=""> is expected to remain a critical benchmark for growers, traders, roasters, beverage manufacturers, and procurement professionals throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":165,"w":1190,"h":20,"abs_x":310,"abs_y":1158}"=""><span bis_size="{" x":8,"y":163,"w":301,"h":23,"abs_x":310,"abs_y":1156}"="">Overview of the Coffee Market</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":202,"w":1190,"h":40,"abs_x":310,"abs_y":1195}"=""><span bis_size="{" x":8,"y":204,"w":1178,"h":36,"abs_x":310,"abs_y":1197}"="">Coffee is produced from the seeds of coffee cherries harvested from coffee plants, primarily belonging to the Arabica and Robusta varieties. It is one of the most consumed beverages globally and plays a vital role in the food and beverage industry.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":256,"w":1190,"h":20,"abs_x":310,"abs_y":1249}"=""><span bis_size="{" x":8,"y":258,"w":194,"h":16,"abs_x":310,"abs_y":1251}"="">Coffee is extensively utilized in:</span></p>
<ul bis_size="{" x":8,"y":290,"w":1190,"h":258,"abs_x":310,"abs_y":1283}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":290,"w":1150,"h":20,"abs_x":350,"abs_y":1283}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":290,"w":1150,"h":20,"abs_x":350,"abs_y":1283}"=""><span bis_size="{" x":48,"y":292,"w":158,"h":16,"abs_x":350,"abs_y":1285}"="">Brewed coffee beverages</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":324,"w":1150,"h":20,"abs_x":350,"abs_y":1317}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":324,"w":1150,"h":20,"abs_x":350,"abs_y":1317}"=""><span bis_size="{" x":48,"y":326,"w":153,"h":16,"abs_x":350,"abs_y":1319}"="">Instant coffee production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":358,"w":1150,"h":20,"abs_x":350,"abs_y":1351}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":358,"w":1150,"h":20,"abs_x":350,"abs_y":1351}"=""><span bis_size="{" x":48,"y":360,"w":191,"h":16,"abs_x":350,"abs_y":1353}"="">Ready-to-drink coffee products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":392,"w":1150,"h":20,"abs_x":350,"abs_y":1385}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":392,"w":1150,"h":20,"abs_x":350,"abs_y":1385}"=""><span bis_size="{" x":48,"y":394,"w":167,"h":16,"abs_x":350,"abs_y":1387}"="">Specialty coffee beverages</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":426,"w":1150,"h":20,"abs_x":350,"abs_y":1419}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":426,"w":1150,"h":20,"abs_x":350,"abs_y":1419}"=""><span bis_size="{" x":48,"y":428,"w":125,"h":16,"abs_x":350,"abs_y":1421}"="">Coffee concentrates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":460,"w":1150,"h":20,"abs_x":350,"abs_y":1453}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":460,"w":1150,"h":20,"abs_x":350,"abs_y":1453}"=""><span bis_size="{" x":48,"y":462,"w":196,"h":16,"abs_x":350,"abs_y":1455}"="">Flavored beverage formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":494,"w":1150,"h":20,"abs_x":350,"abs_y":1487}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":494,"w":1150,"h":20,"abs_x":350,"abs_y":1487}"=""><span bis_size="{" x":48,"y":496,"w":182,"h":16,"abs_x":350,"abs_y":1489}"="">Food and bakery applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":528,"w":1150,"h":20,"abs_x":350,"abs_y":1521}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":528,"w":1150,"h":20,"abs_x":350,"abs_y":1521}"=""><span bis_size="{" x":48,"y":530,"w":211,"h":16,"abs_x":350,"abs_y":1523}"="">Nutritional and functional products</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":562,"w":1190,"h":20,"abs_x":310,"abs_y":1555}"=""><span bis_size="{" x":8,"y":564,"w":810,"h":16,"abs_x":310,"abs_y":1557}"="">The increasing popularity of premium coffee products, café culture, and specialty beverages continues to support the growth of the </span><span bis_size="{" x":818,"y":564,"w":127,"h":16,"abs_x":1120,"abs_y":1557}"="">Coffee Trend Market</span><span bis_size="{" x":946,"y":564,"w":70,"h":16,"abs_x":1248,"abs_y":1557}"=""> worldwide.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":600,"w":1190,"h":20,"abs_x":310,"abs_y":1593}"=""><span bis_size="{" x":8,"y":598,"w":348,"h":23,"abs_x":310,"abs_y":1591}"="">Global Coffee Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":637,"w":1190,"h":40,"abs_x":310,"abs_y":1630}"=""><span bis_size="{" x":8,"y":639,"w":69,"h":16,"abs_x":310,"abs_y":1632}"="">The global </span><span bis_size="{" x":77,"y":639,"w":116,"h":16,"abs_x":379,"abs_y":1632}"="">Coffee Trend Price</span><span bis_size="{" x":8,"y":639,"w":1139,"h":36,"abs_x":310,"abs_y":1632}"=""> has experienced considerable volatility in recent years due to weather-related disruptions, production uncertainties, changing consumer demand, logistics challenges, and international trade developments.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":691,"w":1190,"h":20,"abs_x":310,"abs_y":1684}"=""><span bis_size="{" x":8,"y":693,"w":248,"h":16,"abs_x":310,"abs_y":1686}"="">Key factors affecting the market include:</span></p>
<ul bis_size="{" x":8,"y":725,"w":1190,"h":190,"abs_x":310,"abs_y":1718}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":725,"w":1150,"h":20,"abs_x":350,"abs_y":1718}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":725,"w":1150,"h":20,"abs_x":350,"abs_y":1718}"=""><span bis_size="{" x":48,"y":727,"w":184,"h":16,"abs_x":350,"abs_y":1720}"="">Coffee bean production levels</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":759,"w":1150,"h":20,"abs_x":350,"abs_y":1752}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":759,"w":1150,"h":20,"abs_x":350,"abs_y":1752}"=""><span bis_size="{" x":48,"y":761,"w":116,"h":16,"abs_x":350,"abs_y":1754}"="">Climatic conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":793,"w":1150,"h":20,"abs_x":350,"abs_y":1786}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":793,"w":1150,"h":20,"abs_x":350,"abs_y":1786}"=""><span bis_size="{" x":48,"y":795,"w":157,"h":16,"abs_x":350,"abs_y":1788}"="">Export and import activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":827,"w":1150,"h":20,"abs_x":350,"abs_y":1820}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":827,"w":1150,"h":20,"abs_x":350,"abs_y":1820}"=""><span bis_size="{" x":48,"y":829,"w":142,"h":16,"abs_x":350,"abs_y":1822}"="">Supply chain efficiency</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":861,"w":1150,"h":20,"abs_x":350,"abs_y":1854}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":861,"w":1150,"h":20,"abs_x":350,"abs_y":1854}"=""><span bis_size="{" x":48,"y":863,"w":196,"h":16,"abs_x":350,"abs_y":1856}"="">Freight and transportation costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":895,"w":1150,"h":20,"abs_x":350,"abs_y":1888}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":895,"w":1150,"h":20,"abs_x":350,"abs_y":1888}"=""><span bis_size="{" x":48,"y":897,"w":178,"h":16,"abs_x":350,"abs_y":1890}"="">Global consumption patterns</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":929,"w":1190,"h":20,"abs_x":310,"abs_y":1922}"=""><span bis_size="{" x":8,"y":931,"w":77,"h":16,"abs_x":310,"abs_y":1924}"="">In 2026, the </span><span bis_size="{" x":85,"y":931,"w":76,"h":16,"abs_x":387,"abs_y":1924}"="">Coffee Price</span><span bis_size="{" x":162,"y":931,"w":885,"h":16,"abs_x":464,"abs_y":1924}"=""> is expected to remain sensitive to production conditions in major coffee-growing regions while continuing to benefit from strong global demand.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":967,"w":1190,"h":20,"abs_x":310,"abs_y":1960}"=""><span bis_size="{" x":8,"y":965,"w":366,"h":23,"abs_x":310,"abs_y":1958}"="">Key Factors Influencing Coffee Price</span></h2>
<h3 dir="ltr" bis_size="{" x":8,"y":1004,"w":1190,"h":20,"abs_x":310,"abs_y":1997}"=""><span bis_size="{" x":8,"y":1005,"w":186,"h":18,"abs_x":310,"abs_y":1998}"="">Coffee Bean Production</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":1040,"w":1190,"h":20,"abs_x":310,"abs_y":2033}"=""><span bis_size="{" x":8,"y":1042,"w":404,"h":16,"abs_x":310,"abs_y":2035}"="">Coffee production remains the most important determinant of the </span><span bis_size="{" x":412,"y":1042,"w":76,"h":16,"abs_x":714,"abs_y":2035}"="">Coffee Price</span><span bis_size="{" x":489,"y":1042,"w":3,"h":16,"abs_x":791,"abs_y":2035}"="">.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":1074,"w":1190,"h":20,"abs_x":310,"abs_y":2067}"=""><span bis_size="{" x":8,"y":1076,"w":180,"h":16,"abs_x":310,"abs_y":2069}"="">Production levels depend on:</span></p>
<ul bis_size="{" x":8,"y":1108,"w":1190,"h":156,"abs_x":310,"abs_y":2101}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1108,"w":1150,"h":20,"abs_x":350,"abs_y":2101}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1108,"w":1150,"h":20,"abs_x":350,"abs_y":2101}"=""><span bis_size="{" x":48,"y":1110,"w":70,"h":16,"abs_x":350,"abs_y":2103}"="">Crop yields</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1142,"w":1150,"h":20,"abs_x":350,"abs_y":2135}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1142,"w":1150,"h":20,"abs_x":350,"abs_y":2135}"=""><span bis_size="{" x":48,"y":1144,"w":107,"h":16,"abs_x":350,"abs_y":2137}"="">Farm productivity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1176,"w":1150,"h":20,"abs_x":350,"abs_y":2169}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1176,"w":1150,"h":20,"abs_x":350,"abs_y":2169}"=""><span bis_size="{" x":48,"y":1178,"w":129,"h":16,"abs_x":350,"abs_y":2171}"="">Agricultural practices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1210,"w":1150,"h":20,"abs_x":350,"abs_y":2203}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1210,"w":1150,"h":20,"abs_x":350,"abs_y":2203}"=""><span bis_size="{" x":48,"y":1212,"w":92,"h":16,"abs_x":350,"abs_y":2205}"="">Harvest quality</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1244,"w":1150,"h":20,"abs_x":350,"abs_y":2237}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1244,"w":1150,"h":20,"abs_x":350,"abs_y":2237}"=""><span bis_size="{" x":48,"y":1246,"w":119,"h":16,"abs_x":350,"abs_y":2239}"="">Growing conditions</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":1278,"w":1190,"h":20,"abs_x":310,"abs_y":2271}"=""><span bis_size="{" x":8,"y":1280,"w":479,"h":16,"abs_x":310,"abs_y":2273}"="">Any reduction in coffee output can tighten supply and influence global pricing.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":1315,"w":1190,"h":20,"abs_x":310,"abs_y":2308}"=""><span bis_size="{" x":8,"y":1316,"w":154,"h":18,"abs_x":310,"abs_y":2309}"="">Weather Conditions</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":1351,"w":1190,"h":20,"abs_x":310,"abs_y":2344}"=""><span bis_size="{" x":8,"y":1353,"w":533,"h":16,"abs_x":310,"abs_y":2346}"="">Weather plays a significant role in shaping coffee production and market performance.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":1385,"w":1190,"h":20,"abs_x":310,"abs_y":2378}"=""><span bis_size="{" x":8,"y":1387,"w":203,"h":16,"abs_x":310,"abs_y":2380}"="">Adverse climatic events such as:</span></p>
<ul bis_size="{" x":8,"y":1419,"w":1190,"h":156,"abs_x":310,"abs_y":2412}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1419,"w":1150,"h":20,"abs_x":350,"abs_y":2412}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1419,"w":1150,"h":20,"abs_x":350,"abs_y":2412}"=""><span bis_size="{" x":48,"y":1421,"w":56,"h":16,"abs_x":350,"abs_y":2414}"="">Droughts</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1453,"w":1150,"h":20,"abs_x":350,"abs_y":2446}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1453,"w":1150,"h":20,"abs_x":350,"abs_y":2446}"=""><span bis_size="{" x":48,"y":1455,"w":31,"h":16,"abs_x":350,"abs_y":2448}"="">Frost</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1487,"w":1150,"h":20,"abs_x":350,"abs_y":2480}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1487,"w":1150,"h":20,"abs_x":350,"abs_y":2480}"=""><span bis_size="{" x":48,"y":1489,"w":108,"h":16,"abs_x":350,"abs_y":2482}"="">Excessive rainfall</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1521,"w":1150,"h":20,"abs_x":350,"abs_y":2514}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1521,"w":1150,"h":20,"abs_x":350,"abs_y":2514}"=""><span bis_size="{" x":48,"y":1523,"w":69,"h":16,"abs_x":350,"abs_y":2516}"="">Heatwaves</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1555,"w":1150,"h":20,"abs_x":350,"abs_y":2548}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1555,"w":1150,"h":20,"abs_x":350,"abs_y":2548}"=""><span bis_size="{" x":48,"y":1557,"w":44,"h":16,"abs_x":350,"abs_y":2550}"="">Storms</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":1589,"w":1190,"h":20,"abs_x":310,"abs_y":2582}"=""><span bis_size="{" x":8,"y":1591,"w":482,"h":16,"abs_x":310,"abs_y":2584}"="">can negatively affect crop quality and yields, contributing to fluctuations in the </span><span bis_size="{" x":490,"y":1591,"w":116,"h":16,"abs_x":792,"abs_y":2584}"="">Coffee Trend Price</span><span bis_size="{" x":606,"y":1591,"w":3,"h":16,"abs_x":908,"abs_y":2584}"="">.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":1626,"w":1190,"h":20,"abs_x":310,"abs_y":2619}"=""><span bis_size="{" x":8,"y":1627,"w":282,"h":18,"abs_x":310,"abs_y":2620}"="">Demand from the Beverage Industry</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":1662,"w":1190,"h":20,"abs_x":310,"abs_y":2655}"=""><span bis_size="{" x":8,"y":1664,"w":428,"h":16,"abs_x":310,"abs_y":2657}"="">The beverage sector remains the largest consumer of coffee globally.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":1696,"w":1190,"h":20,"abs_x":310,"abs_y":2689}"=""><span bis_size="{" x":8,"y":1698,"w":213,"h":16,"abs_x":310,"abs_y":2691}"="">Demand continues to grow due to:</span></p>
<ul bis_size="{" x":8,"y":1730,"w":1190,"h":156,"abs_x":310,"abs_y":2723}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1730,"w":1150,"h":20,"abs_x":350,"abs_y":2723}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1730,"w":1150,"h":20,"abs_x":350,"abs_y":2723}"=""><span bis_size="{" x":48,"y":1732,"w":115,"h":16,"abs_x":350,"abs_y":2725}"="">Rising café culture</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1764,"w":1150,"h":20,"abs_x":350,"abs_y":2757}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1764,"w":1150,"h":20,"abs_x":350,"abs_y":2757}"=""><span bis_size="{" x":48,"y":1766,"w":186,"h":16,"abs_x":350,"abs_y":2759}"="">Expanding coffee shop chains</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1798,"w":1150,"h":20,"abs_x":350,"abs_y":2791}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1798,"w":1150,"h":20,"abs_x":350,"abs_y":2791}"=""><span bis_size="{" x":48,"y":1800,"w":181,"h":16,"abs_x":350,"abs_y":2793}"="">Premium coffee consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1832,"w":1150,"h":20,"abs_x":350,"abs_y":2825}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1832,"w":1150,"h":20,"abs_x":350,"abs_y":2825}"=""><span bis_size="{" x":48,"y":1834,"w":191,"h":16,"abs_x":350,"abs_y":2827}"="">Ready-to-drink coffee products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":1866,"w":1150,"h":20,"abs_x":350,"abs_y":2859}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":1866,"w":1150,"h":20,"abs_x":350,"abs_y":2859}"=""><span bis_size="{" x":48,"y":1868,"w":186,"h":16,"abs_x":350,"abs_y":2861}"="">Specialty beverage innovation</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":1900,"w":1190,"h":20,"abs_x":310,"abs_y":2893}"=""><span bis_size="{" x":8,"y":1902,"w":341,"h":16,"abs_x":310,"abs_y":2895}"="">These trends continue supporting the expansion of the </span><span bis_size="{" x":349,"y":1902,"w":127,"h":16,"abs_x":651,"abs_y":2895}"="">Coffee Trend Market</span><span bis_size="{" x":477,"y":1902,"w":3,"h":16,"abs_x":779,"abs_y":2895}"="">.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":1936,"w":1190,"h":20,"abs_x":310,"abs_y":2929}"=""><span bis_size="{" x":8,"y":1937,"w":274,"h":18,"abs_x":310,"abs_y":2930}"="">Transportation and Logistics Costs</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":1973,"w":1190,"h":20,"abs_x":310,"abs_y":2966}"=""><span bis_size="{" x":8,"y":1975,"w":512,"h":16,"abs_x":310,"abs_y":2968}"="">Coffee is traded globally and relies heavily on efficient transportation infrastructure.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":2007,"w":1190,"h":20,"abs_x":310,"abs_y":3000}"=""><span bis_size="{" x":8,"y":2009,"w":287,"h":16,"abs_x":310,"abs_y":3002}"="">Factors influencing logistics expenses include:</span></p>
<ul bis_size="{" x":8,"y":2041,"w":1190,"h":156,"abs_x":310,"abs_y":3034}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2041,"w":1150,"h":20,"abs_x":350,"abs_y":3034}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2041,"w":1150,"h":20,"abs_x":350,"abs_y":3034}"=""><span bis_size="{" x":48,"y":2043,"w":119,"h":16,"abs_x":350,"abs_y":3036}"="">Ocean freight rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2075,"w":1150,"h":20,"abs_x":350,"abs_y":3068}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2075,"w":1150,"h":20,"abs_x":350,"abs_y":3068}"=""><span bis_size="{" x":48,"y":2077,"w":68,"h":16,"abs_x":350,"abs_y":3070}"="">Fuel prices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2109,"w":1150,"h":20,"abs_x":350,"abs_y":3102}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2109,"w":1150,"h":20,"abs_x":350,"abs_y":3102}"=""><span bis_size="{" x":48,"y":2111,"w":97,"h":16,"abs_x":350,"abs_y":3104}"="">Port congestion</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2143,"w":1150,"h":20,"abs_x":350,"abs_y":3136}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2143,"w":1150,"h":20,"abs_x":350,"abs_y":3136}"=""><span bis_size="{" x":48,"y":2145,"w":118,"h":16,"abs_x":350,"abs_y":3138}"="">Warehousing costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2177,"w":1150,"h":20,"abs_x":350,"abs_y":3170}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2177,"w":1150,"h":20,"abs_x":350,"abs_y":3170}"=""><span bis_size="{" x":48,"y":2179,"w":129,"h":16,"abs_x":350,"abs_y":3172}"="">Container availability</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":2211,"w":1190,"h":20,"abs_x":310,"abs_y":3204}"=""><span bis_size="{" x":8,"y":2213,"w":495,"h":16,"abs_x":310,"abs_y":3206}"="">Transportation disruptions can significantly impact coffee availability and pricing.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":2247,"w":1190,"h":20,"abs_x":310,"abs_y":3240}"=""><span bis_size="{" x":8,"y":2248,"w":173,"h":18,"abs_x":310,"abs_y":3241}"="">Currency Fluctuations</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":2283,"w":1190,"h":20,"abs_x":310,"abs_y":3276}"=""><span bis_size="{" x":8,"y":2285,"w":462,"h":16,"abs_x":310,"abs_y":3278}"="">International coffee trade is often influenced by exchange rate movements.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":2317,"w":1190,"h":20,"abs_x":310,"abs_y":3310}"=""><span bis_size="{" x":8,"y":2319,"w":241,"h":16,"abs_x":310,"abs_y":3312}"="">Changes in currency values can affect:</span></p>
<ul bis_size="{" x":8,"y":2351,"w":1190,"h":122,"abs_x":310,"abs_y":3344}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2351,"w":1150,"h":20,"abs_x":350,"abs_y":3344}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2351,"w":1150,"h":20,"abs_x":350,"abs_y":3344}"=""><span bis_size="{" x":48,"y":2353,"w":144,"h":16,"abs_x":350,"abs_y":3346}"="">Export competitiveness</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2385,"w":1150,"h":20,"abs_x":350,"abs_y":3378}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2385,"w":1150,"h":20,"abs_x":350,"abs_y":3378}"=""><span bis_size="{" x":48,"y":2387,"w":127,"h":16,"abs_x":350,"abs_y":3380}"="">Producer profitability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2419,"w":1150,"h":20,"abs_x":350,"abs_y":3412}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2419,"w":1150,"h":20,"abs_x":350,"abs_y":3412}"=""><span bis_size="{" x":48,"y":2421,"w":76,"h":16,"abs_x":350,"abs_y":3414}"="">Import costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2453,"w":1150,"h":20,"abs_x":350,"abs_y":3446}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2453,"w":1150,"h":20,"abs_x":350,"abs_y":3446}"=""><span bis_size="{" x":48,"y":2455,"w":148,"h":16,"abs_x":350,"abs_y":3448}"="">International trade flows</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":2487,"w":1190,"h":20,"abs_x":310,"abs_y":3480}"=""><span bis_size="{" x":8,"y":2489,"w":453,"h":16,"abs_x":310,"abs_y":3482}"="">As a result, currency volatility remains an important factor influencing the </span><span bis_size="{" x":461,"y":2489,"w":76,"h":16,"abs_x":763,"abs_y":3482}"="">Coffee Price</span><span bis_size="{" x":538,"y":2489,"w":3,"h":16,"abs_x":840,"abs_y":3482}"="">.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":2525,"w":1190,"h":20,"abs_x":310,"abs_y":3518}"=""><span bis_size="{" x":8,"y":2523,"w":340,"h":23,"abs_x":310,"abs_y":3516}"="">Major Coffee Producing Countries</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":2562,"w":1190,"h":20,"abs_x":310,"abs_y":3555}"=""><span bis_size="{" x":8,"y":2564,"w":465,"h":16,"abs_x":310,"abs_y":3557}"="">Global coffee production is concentrated in several key agricultural regions.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":2596,"w":1190,"h":20,"abs_x":310,"abs_y":3589}"=""><span bis_size="{" x":8,"y":2598,"w":270,"h":16,"abs_x":310,"abs_y":3591}"="">Leading coffee-producing countries include:</span></p>
<ul bis_size="{" x":8,"y":2630,"w":1190,"h":190,"abs_x":310,"abs_y":3623}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2630,"w":1150,"h":20,"abs_x":350,"abs_y":3623}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2630,"w":1150,"h":20,"abs_x":350,"abs_y":3623}"=""><span bis_size="{" x":48,"y":2632,"w":35,"h":16,"abs_x":350,"abs_y":3625}"="">Brazil</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2664,"w":1150,"h":20,"abs_x":350,"abs_y":3657}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2664,"w":1150,"h":20,"abs_x":350,"abs_y":3657}"=""><span bis_size="{" x":48,"y":2666,"w":51,"h":16,"abs_x":350,"abs_y":3659}"="">Vietnam</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2698,"w":1150,"h":20,"abs_x":350,"abs_y":3691}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2698,"w":1150,"h":20,"abs_x":350,"abs_y":3691}"=""><span bis_size="{" x":48,"y":2700,"w":59,"h":16,"abs_x":350,"abs_y":3693}"="">Colombia</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2732,"w":1150,"h":20,"abs_x":350,"abs_y":3725}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2732,"w":1150,"h":20,"abs_x":350,"abs_y":3725}"=""><span bis_size="{" x":48,"y":2734,"w":60,"h":16,"abs_x":350,"abs_y":3727}"="">Indonesia</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2766,"w":1150,"h":20,"abs_x":350,"abs_y":3759}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2766,"w":1150,"h":20,"abs_x":350,"abs_y":3759}"=""><span bis_size="{" x":48,"y":2768,"w":50,"h":16,"abs_x":350,"abs_y":3761}"="">Ethiopia</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":2800,"w":1150,"h":20,"abs_x":350,"abs_y":3793}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":2800,"w":1150,"h":20,"abs_x":350,"abs_y":3793}"=""><span bis_size="{" x":48,"y":2802,"w":60,"h":16,"abs_x":350,"abs_y":3795}"="">Honduras</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":2834,"w":1190,"h":20,"abs_x":310,"abs_y":3827}"=""><span bis_size="{" x":8,"y":2836,"w":515,"h":16,"abs_x":310,"abs_y":3829}"="">These countries play a crucial role in determining global supply and influencing the </span><span bis_size="{" x":523,"y":2836,"w":116,"h":16,"abs_x":825,"abs_y":3829}"="">Coffee Trend Price</span><span bis_size="{" x":639,"y":2836,"w":3,"h":16,"abs_x":941,"abs_y":3829}"="">.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":2871,"w":1190,"h":20,"abs_x":310,"abs_y":3864}"=""><span bis_size="{" x":8,"y":2872,"w":191,"h":18,"abs_x":310,"abs_y":3865}"="">Brazil's Market Influence</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":2907,"w":1190,"h":20,"abs_x":310,"abs_y":3900}"=""><span bis_size="{" x":8,"y":2909,"w":391,"h":16,"abs_x":310,"abs_y":3902}"="">Brazil remains the world's largest coffee producer and exporter.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":2941,"w":1190,"h":20,"abs_x":310,"abs_y":3934}"=""><span bis_size="{" x":8,"y":2943,"w":937,"h":16,"abs_x":310,"abs_y":3936}"="">Changes in Brazilian coffee production often have a direct impact on global market conditions due to the country's significant share of worldwide supply.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":2977,"w":1190,"h":20,"abs_x":310,"abs_y":3970}"=""><span bis_size="{" x":8,"y":2978,"w":179,"h":18,"abs_x":310,"abs_y":3971}"="">Vietnam's Contribution</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":3014,"w":1190,"h":20,"abs_x":310,"abs_y":4007}"=""><span bis_size="{" x":8,"y":3016,"w":735,"h":16,"abs_x":310,"abs_y":4009}"="">Vietnam remains a major producer of Robusta coffee and plays an essential role in supporting global coffee availability.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":3048,"w":1190,"h":20,"abs_x":310,"abs_y":4041}"=""><span bis_size="{" x":8,"y":3050,"w":380,"h":16,"abs_x":310,"abs_y":4043}"="">Its production performance continues influencing the broader </span><span bis_size="{" x":388,"y":3050,"w":127,"h":16,"abs_x":690,"abs_y":4043}"="">Coffee Trend Market</span><span bis_size="{" x":515,"y":3050,"w":3,"h":16,"abs_x":817,"abs_y":4043}"="">.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":3085,"w":1190,"h":20,"abs_x":310,"abs_y":4078}"=""><span bis_size="{" x":8,"y":3083,"w":357,"h":23,"abs_x":310,"abs_y":4076}"="">North America Coffee Price Outlook</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":3123,"w":1190,"h":20,"abs_x":310,"abs_y":4116}"=""><span bis_size="{" x":8,"y":3125,"w":472,"h":16,"abs_x":310,"abs_y":4118}"="">North America remains one of the largest coffee-consuming regions globally.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":3157,"w":1190,"h":20,"abs_x":310,"abs_y":4150}"=""><span bis_size="{" x":8,"y":3159,"w":280,"h":16,"abs_x":310,"abs_y":4152}"="">Several factors are expected to influence the </span><span bis_size="{" x":288,"y":3159,"w":76,"h":16,"abs_x":590,"abs_y":4152}"="">Coffee Price</span><span bis_size="{" x":365,"y":3159,"w":162,"h":16,"abs_x":667,"abs_y":4152}"=""> in the region during 2026:</span></p>
<ul bis_size="{" x":8,"y":3191,"w":1190,"h":156,"abs_x":310,"abs_y":4184}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3191,"w":1150,"h":20,"abs_x":350,"abs_y":4184}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3191,"w":1150,"h":20,"abs_x":350,"abs_y":4184}"=""><span bis_size="{" x":48,"y":3193,"w":132,"h":16,"abs_x":350,"abs_y":4186}"="">Retail coffee demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3225,"w":1150,"h":20,"abs_x":350,"abs_y":4218}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3225,"w":1150,"h":20,"abs_x":350,"abs_y":4218}"=""><span bis_size="{" x":48,"y":3227,"w":142,"h":16,"abs_x":350,"abs_y":4220}"="">Coffee shop expansion</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3259,"w":1150,"h":20,"abs_x":350,"abs_y":4252}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3259,"w":1150,"h":20,"abs_x":350,"abs_y":4252}"=""><span bis_size="{" x":48,"y":3261,"w":76,"h":16,"abs_x":350,"abs_y":4254}"="">Import costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3293,"w":1150,"h":20,"abs_x":350,"abs_y":4286}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3293,"w":1150,"h":20,"abs_x":350,"abs_y":4286}"=""><span bis_size="{" x":48,"y":3295,"w":179,"h":16,"abs_x":350,"abs_y":4288}"="">Consumer spending patterns</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3327,"w":1150,"h":20,"abs_x":350,"abs_y":4320}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3327,"w":1150,"h":20,"abs_x":350,"abs_y":4320}"=""><span bis_size="{" x":48,"y":3329,"w":153,"h":16,"abs_x":350,"abs_y":4322}"="">Transportation expenses</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":3361,"w":1190,"h":20,"abs_x":310,"abs_y":4354}"=""><span bis_size="{" x":8,"y":3363,"w":492,"h":16,"abs_x":310,"abs_y":4356}"="">The region's mature coffee culture continues supporting strong market demand.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":3398,"w":1190,"h":20,"abs_x":310,"abs_y":4391}"=""><span bis_size="{" x":8,"y":3396,"w":285,"h":23,"abs_x":310,"abs_y":4389}"="">Europe Coffee Price Outlook</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":3435,"w":1190,"h":20,"abs_x":310,"abs_y":4428}"=""><span bis_size="{" x":8,"y":3437,"w":471,"h":16,"abs_x":310,"abs_y":4430}"="">Europe remains a significant market for coffee consumption and processing.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":3469,"w":1190,"h":20,"abs_x":310,"abs_y":4462}"=""><span bis_size="{" x":8,"y":3471,"w":28,"h":16,"abs_x":310,"abs_y":4464}"="">The </span><span bis_size="{" x":36,"y":3471,"w":116,"h":16,"abs_x":338,"abs_y":4464}"="">Coffee Trend Price</span><span bis_size="{" x":152,"y":3471,"w":203,"h":16,"abs_x":454,"abs_y":4464}"=""> in Europe may be influenced by:</span></p>
<ul bis_size="{" x":8,"y":3503,"w":1190,"h":156,"abs_x":310,"abs_y":4496}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3503,"w":1150,"h":20,"abs_x":350,"abs_y":4496}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3503,"w":1150,"h":20,"abs_x":350,"abs_y":4496}"=""><span bis_size="{" x":48,"y":3505,"w":141,"h":16,"abs_x":350,"abs_y":4498}"="">Coffee roasting activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3537,"w":1150,"h":20,"abs_x":350,"abs_y":4530}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3537,"w":1150,"h":20,"abs_x":350,"abs_y":4530}"=""><span bis_size="{" x":48,"y":3539,"w":152,"h":16,"abs_x":350,"abs_y":4532}"="">Premium coffee demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3571,"w":1150,"h":20,"abs_x":350,"abs_y":4564}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3571,"w":1150,"h":20,"abs_x":350,"abs_y":4564}"=""><span bis_size="{" x":48,"y":3573,"w":143,"h":16,"abs_x":350,"abs_y":4566}"="">Sustainability initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3605,"w":1150,"h":20,"abs_x":350,"abs_y":4598}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3605,"w":1150,"h":20,"abs_x":350,"abs_y":4598}"=""><span bis_size="{" x":48,"y":3607,"w":119,"h":16,"abs_x":350,"abs_y":4600}"="">Import dependency</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3639,"w":1150,"h":20,"abs_x":350,"abs_y":4632}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3639,"w":1150,"h":20,"abs_x":350,"abs_y":4632}"=""><span bis_size="{" x":48,"y":3641,"w":181,"h":16,"abs_x":350,"abs_y":4634}"="">Specialty coffee consumption</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":3673,"w":1190,"h":20,"abs_x":310,"abs_y":4666}"=""><span bis_size="{" x":8,"y":3675,"w":719,"h":16,"abs_x":310,"abs_y":4668}"="">European consumers continue showing strong interest in high-quality coffee products and ethical sourcing practices.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":3711,"w":1190,"h":20,"abs_x":310,"abs_y":4704}"=""><span bis_size="{" x":8,"y":3709,"w":332,"h":23,"abs_x":310,"abs_y":4702}"="">Asia-Pacific Coffee Price Outlook</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":3748,"w":1190,"h":20,"abs_x":310,"abs_y":4741}"=""><span bis_size="{" x":8,"y":3750,"w":524,"h":16,"abs_x":310,"abs_y":4743}"="">Asia-Pacific is expected to remain one of the fastest-growing coffee markets globally.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":3782,"w":1190,"h":20,"abs_x":310,"abs_y":4775}"=""><span bis_size="{" x":8,"y":3784,"w":115,"h":16,"abs_x":310,"abs_y":4777}"="">Countries such as:</span></p>
<ul bis_size="{" x":8,"y":3816,"w":1190,"h":156,"abs_x":310,"abs_y":4809}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3816,"w":1150,"h":20,"abs_x":350,"abs_y":4809}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3816,"w":1150,"h":20,"abs_x":350,"abs_y":4809}"=""><span bis_size="{" x":48,"y":3818,"w":36,"h":16,"abs_x":350,"abs_y":4811}"="">China</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3850,"w":1150,"h":20,"abs_x":350,"abs_y":4843}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3850,"w":1150,"h":20,"abs_x":350,"abs_y":4843}"=""><span bis_size="{" x":48,"y":3852,"w":30,"h":16,"abs_x":350,"abs_y":4845}"="">India</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3884,"w":1150,"h":20,"abs_x":350,"abs_y":4877}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3884,"w":1150,"h":20,"abs_x":350,"abs_y":4877}"=""><span bis_size="{" x":48,"y":3886,"w":38,"h":16,"abs_x":350,"abs_y":4879}"="">Japan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3918,"w":1150,"h":20,"abs_x":350,"abs_y":4911}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3918,"w":1150,"h":20,"abs_x":350,"abs_y":4911}"=""><span bis_size="{" x":48,"y":3920,"w":77,"h":16,"abs_x":350,"abs_y":4913}"="">South Korea</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":3952,"w":1150,"h":20,"abs_x":350,"abs_y":4945}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":3952,"w":1150,"h":20,"abs_x":350,"abs_y":4945}"=""><span bis_size="{" x":48,"y":3954,"w":60,"h":16,"abs_x":350,"abs_y":4947}"="">Indonesia</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":3986,"w":1190,"h":20,"abs_x":310,"abs_y":4979}"=""><span bis_size="{" x":8,"y":3988,"w":200,"h":16,"abs_x":310,"abs_y":4981}"="">continue experiencing growth in:</span></p>
<ul bis_size="{" x":8,"y":4020,"w":1190,"h":156,"abs_x":310,"abs_y":5013}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":4020,"w":1150,"h":20,"abs_x":350,"abs_y":5013}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":4020,"w":1150,"h":20,"abs_x":350,"abs_y":5013}"=""><span bis_size="{" x":48,"y":4022,"w":119,"h":16,"abs_x":350,"abs_y":5015}"="">Coffee shop chains</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":4054,"w":1150,"h":20,"abs_x":350,"abs_y":5047}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":4054,"w":1150,"h":20,"abs_x":350,"abs_y":5047}"=""><span bis_size="{" x":48,"y":4056,"w":181,"h":16,"abs_x":350,"abs_y":5049}"="">Specialty coffee consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":4088,"w":1150,"h":20,"abs_x":350,"abs_y":5081}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":4088,"w":1150,"h":20,"abs_x":350,"abs_y":5081}"=""><span bis_size="{" x":48,"y":4090,"w":161,"h":16,"abs_x":350,"abs_y":5083}"="">Ready-to-drink beverages</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":4122,"w":1150,"h":20,"abs_x":350,"abs_y":5115}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":4122,"w":1150,"h":20,"abs_x":350,"abs_y":5115}"=""><span bis_size="{" x":48,"y":4124,"w":125,"h":16,"abs_x":350,"abs_y":5117}"="">Urban coffee culture</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":4156,"w":1150,"h":20,"abs_x":350,"abs_y":5149}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":4156,"w":1150,"h":20,"abs_x":350,"abs_y":5149}"=""><span bis_size="{" x":48,"y":4158,"w":172,"h":16,"abs_x":350,"abs_y":5151}"="">Premium beverage demand</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":4190,"w":1190,"h":20,"abs_x":310,"abs_y":5183}"=""><span bis_size="{" x":8,"y":4192,"w":327,"h":16,"abs_x":310,"abs_y":5185}"="">These developments are expected to strengthen the </span><span bis_size="{" x":335,"y":4192,"w":127,"h":16,"abs_x":637,"abs_y":5185}"="">Coffee Trend Market</span><span bis_size="{" x":463,"y":4192,"w":109,"h":16,"abs_x":765,"abs_y":5185}"=""> throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":4228,"w":1190,"h":20,"abs_x":310,"abs_y":5221}"=""><span bis_size="{" x":8,"y":4226,"w":385,"h":23,"abs_x":310,"abs_y":5219}"="">Coffee Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":4265,"w":1190,"h":20,"abs_x":310,"abs_y":5258}"=""><span bis_size="{" x":8,"y":4267,"w":450,"h":16,"abs_x":310,"abs_y":5260}"="">The coffee industry remains the primary force supporting global demand.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":4302,"w":1190,"h":20,"abs_x":310,"abs_y":5295}"=""><span bis_size="{" x":8,"y":4303,"w":201,"h":18,"abs_x":310,"abs_y":5296}"="">Specialty Coffee Segment</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":4338,"w":1190,"h":20,"abs_x":310,"abs_y":5331}"=""><span bis_size="{" x":8,"y":4340,"w":450,"h":16,"abs_x":310,"abs_y":5333}"="">Consumers increasingly seek premium and artisanal coffee experiences.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":4372,"w":1190,"h":20,"abs_x":310,"abs_y":5365}"=""><span bis_size="{" x":8,"y":4374,"w":636,"h":16,"abs_x":310,"abs_y":5367}"="">Specialty coffee products continue commanding strong market interest and supporting pricing strength.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":4408,"w":1190,"h":20,"abs_x":310,"abs_y":5401}"=""><span bis_size="{" x":8,"y":4409,"w":248,"h":18,"abs_x":310,"abs_y":5402}"="">Ready-to-Drink Coffee Products</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":4445,"w":1190,"h":20,"abs_x":310,"abs_y":5438}"=""><span bis_size="{" x":8,"y":4447,"w":614,"h":16,"abs_x":310,"abs_y":5440}"="">Convenient ready-to-drink coffee beverages continue gaining popularity across various age groups.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":4481,"w":1190,"h":20,"abs_x":310,"abs_y":5474}"=""><span bis_size="{" x":8,"y":4482,"w":257,"h":18,"abs_x":310,"abs_y":5475}"="">Café and Coffee Shop Expansion</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":4517,"w":1190,"h":20,"abs_x":310,"abs_y":5510}"=""><span bis_size="{" x":8,"y":4519,"w":751,"h":16,"abs_x":310,"abs_y":5512}"="">Global coffee chains and independent cafés continue expanding their presence in both developed and emerging markets.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":4554,"w":1190,"h":20,"abs_x":310,"abs_y":5547}"=""><span bis_size="{" x":8,"y":4555,"w":180,"h":18,"abs_x":310,"abs_y":5548}"="">Premiumization Trends</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":4590,"w":1190,"h":20,"abs_x":310,"abs_y":5583}"=""><span bis_size="{" x":8,"y":4592,"w":703,"h":16,"abs_x":310,"abs_y":5585}"="">Consumers are increasingly willing to pay more for high-quality coffee products, supporting overall market growth.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":4624,"w":1190,"h":20,"abs_x":310,"abs_y":5617}"=""><span bis_size="{" x":8,"y":4626,"w":390,"h":16,"abs_x":310,"abs_y":5619}"="">These developments continue contributing to the growth of the </span><span bis_size="{" x":398,"y":4626,"w":127,"h":16,"abs_x":700,"abs_y":5619}"="">Coffee Trend Market</span><span bis_size="{" x":526,"y":4626,"w":3,"h":16,"abs_x":828,"abs_y":5619}"="">.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":4662,"w":1190,"h":20,"abs_x":310,"abs_y":5655}"=""><span bis_size="{" x":8,"y":4660,"w":328,"h":23,"abs_x":310,"abs_y":5653}"="">Track Real Time Prices Of Coffee</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":4699,"w":1190,"h":20,"abs_x":310,"abs_y":5692}"=""><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Coffee" bis_size="{" x":8,"y":4701,"w":456,"h":16,"abs_x":310,"abs_y":5694}"=""><span bis_size="{" x":8,"y":4701,"w":456,"h":16,"abs_x":310,"abs_y":5694}"="">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Coffee</span></a></p>
<h2 dir="ltr" bis_size="{" x":8,"y":4736,"w":1190,"h":20,"abs_x":310,"abs_y":5729}"=""><span bis_size="{" x":8,"y":4734,"w":325,"h":23,"abs_x":310,"abs_y":5727}"="">Food and Beverage Applications</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":4774,"w":1190,"h":20,"abs_x":310,"abs_y":5767}"=""><span bis_size="{" x":8,"y":4776,"w":643,"h":16,"abs_x":310,"abs_y":5769}"="">Beyond traditional beverages, coffee is increasingly used across multiple food and beverage categories.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":4808,"w":1190,"h":20,"abs_x":310,"abs_y":5801}"=""><span bis_size="{" x":8,"y":4810,"w":127,"h":16,"abs_x":310,"abs_y":5803}"="">Applications include:</span></p>
<ul bis_size="{" x":8,"y":4842,"w":1190,"h":190,"abs_x":310,"abs_y":5835}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":4842,"w":1150,"h":20,"abs_x":350,"abs_y":5835}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":4842,"w":1150,"h":20,"abs_x":350,"abs_y":5835}"=""><span bis_size="{" x":48,"y":4844,"w":101,"h":16,"abs_x":350,"abs_y":5837}"="">Bakery products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":4876,"w":1150,"h":20,"abs_x":350,"abs_y":5869}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":4876,"w":1150,"h":20,"abs_x":350,"abs_y":5869}"=""><span bis_size="{" x":48,"y":4878,"w":141,"h":16,"abs_x":350,"abs_y":5871}"="">Ice cream formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":4910,"w":1150,"h":20,"abs_x":350,"abs_y":5903}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":4910,"w":1150,"h":20,"abs_x":350,"abs_y":5903}"=""><span bis_size="{" x":48,"y":4912,"w":105,"h":16,"abs_x":350,"abs_y":5905}"="">Dessert products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":4944,"w":1150,"h":20,"abs_x":350,"abs_y":5937}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":4944,"w":1150,"h":20,"abs_x":350,"abs_y":5937}"=""><span bis_size="{" x":48,"y":4946,"w":123,"h":16,"abs_x":350,"abs_y":5939}"="">Confectionery items</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":4978,"w":1150,"h":20,"abs_x":350,"abs_y":5971}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":4978,"w":1150,"h":20,"abs_x":350,"abs_y":5971}"=""><span bis_size="{" x":48,"y":4980,"w":133,"h":16,"abs_x":350,"abs_y":5973}"="">Functional beverages</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":5012,"w":1150,"h":20,"abs_x":350,"abs_y":6005}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":5012,"w":1150,"h":20,"abs_x":350,"abs_y":6005}"=""><span bis_size="{" x":48,"y":5014,"w":146,"h":16,"abs_x":350,"abs_y":6007}"="">Nutritional supplements</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":5046,"w":1190,"h":20,"abs_x":310,"abs_y":6039}"=""><span bis_size="{" x":8,"y":5048,"w":563,"h":16,"abs_x":310,"abs_y":6041}"="">The diversification of coffee applications continues creating additional growth opportunities.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":5083,"w":1190,"h":20,"abs_x":310,"abs_y":6076}"=""><span bis_size="{" x":8,"y":5081,"w":478,"h":23,"abs_x":310,"abs_y":6074}"="">Consumer Trends Influencing the Coffee Market</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":5121,"w":1190,"h":20,"abs_x":310,"abs_y":6114}"=""><span bis_size="{" x":8,"y":5123,"w":481,"h":16,"abs_x":310,"abs_y":6116}"="">Several consumer trends are shaping the future outlook of the coffee industry.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":5157,"w":1190,"h":20,"abs_x":310,"abs_y":6150}"=""><span bis_size="{" x":8,"y":5158,"w":235,"h":18,"abs_x":310,"abs_y":6151}"="">Premium Coffee Consumption</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":5193,"w":1190,"h":20,"abs_x":310,"abs_y":6186}"=""><span bis_size="{" x":8,"y":5195,"w":456,"h":16,"abs_x":310,"abs_y":6188}"="">Demand for specialty blends and high-quality coffee continues increasing.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":5230,"w":1190,"h":20,"abs_x":310,"abs_y":6223}"=""><span bis_size="{" x":8,"y":5231,"w":196,"h":18,"abs_x":310,"abs_y":6224}"="">Sustainability Awareness</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":5266,"w":1190,"h":20,"abs_x":310,"abs_y":6259}"=""><span bis_size="{" x":8,"y":5268,"w":584,"h":16,"abs_x":310,"abs_y":6261}"="">Consumers increasingly prefer responsibly sourced and sustainably produced coffee products.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":5303,"w":1190,"h":20,"abs_x":310,"abs_y":6296}"=""><span bis_size="{" x":8,"y":5304,"w":250,"h":18,"abs_x":310,"abs_y":6297}"="">Convenience-Oriented Products</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":5339,"w":1190,"h":20,"abs_x":310,"abs_y":6332}"=""><span bis_size="{" x":8,"y":5341,"w":506,"h":16,"abs_x":310,"abs_y":6334}"="">Ready-to-drink beverages and instant coffee products continue gaining popularity.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":5375,"w":1190,"h":20,"abs_x":310,"abs_y":6368}"=""><span bis_size="{" x":8,"y":5376,"w":217,"h":18,"abs_x":310,"abs_y":6369}"="">Health and Wellness Trends</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":5412,"w":1190,"h":20,"abs_x":310,"abs_y":6405}"=""><span bis_size="{" x":8,"y":5414,"w":451,"h":16,"abs_x":310,"abs_y":6407}"="">Coffee is increasingly incorporated into functional beverage formulations.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":5448,"w":1190,"h":20,"abs_x":310,"abs_y":6441}"=""><span bis_size="{" x":8,"y":5449,"w":170,"h":18,"abs_x":310,"abs_y":6442}"="">Growing Urbanization</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":5484,"w":1190,"h":20,"abs_x":310,"abs_y":6477}"=""><span bis_size="{" x":8,"y":5486,"w":505,"h":16,"abs_x":310,"abs_y":6479}"="">Urban lifestyles continue driving coffee consumption across emerging economies.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":5518,"w":1190,"h":20,"abs_x":310,"abs_y":6511}"=""><span bis_size="{" x":8,"y":5520,"w":330,"h":16,"abs_x":310,"abs_y":6513}"="">These trends are expected to positively influence the </span><span bis_size="{" x":338,"y":5520,"w":127,"h":16,"abs_x":640,"abs_y":6513}"="">Coffee Trend Market</span><span bis_size="{" x":466,"y":5520,"w":166,"h":16,"abs_x":768,"abs_y":6513}"=""> during the forecast period.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":5556,"w":1190,"h":20,"abs_x":310,"abs_y":6549}"=""><span bis_size="{" x":8,"y":5554,"w":555,"h":23,"abs_x":310,"abs_y":6547}"="">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":5593,"w":1190,"h":20,"abs_x":310,"abs_y":6586}"=""><span bis_size="{" x":8,"y":5595,"w":451,"h":16,"abs_x":310,"abs_y":6588}"="">Despite strong demand fundamentals, several challenges may affect the </span><span bis_size="{" x":459,"y":5595,"w":127,"h":16,"abs_x":761,"abs_y":6588}"="">Coffee Trend Market</span><span bis_size="{" x":587,"y":5595,"w":3,"h":16,"abs_x":889,"abs_y":6588}"="">.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":5630,"w":1190,"h":20,"abs_x":310,"abs_y":6623}"=""><span bis_size="{" x":8,"y":5631,"w":177,"h":18,"abs_x":310,"abs_y":6624}"="">Weather-Related Risks</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":5666,"w":1190,"h":20,"abs_x":310,"abs_y":6659}"=""><span bis_size="{" x":8,"y":5668,"w":464,"h":16,"abs_x":310,"abs_y":6661}"="">Climate variability remains one of the largest risks facing coffee production.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":5702,"w":1190,"h":20,"abs_x":310,"abs_y":6695}"=""><span bis_size="{" x":8,"y":5703,"w":135,"h":18,"abs_x":310,"abs_y":6696}"="">Labor Availability</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":5739,"w":1190,"h":20,"abs_x":310,"abs_y":6732}"=""><span bis_size="{" x":8,"y":5741,"w":732,"h":16,"abs_x":310,"abs_y":6734}"="">Coffee harvesting often requires significant labor resources, and workforce shortages can impact production efficiency.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":5775,"w":1190,"h":20,"abs_x":310,"abs_y":6768}"=""><span bis_size="{" x":8,"y":5776,"w":210,"h":18,"abs_x":310,"abs_y":6769}"="">Transportation Constraints</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":5812,"w":1190,"h":20,"abs_x":310,"abs_y":6805}"=""><span bis_size="{" x":8,"y":5814,"w":630,"h":16,"abs_x":310,"abs_y":6807}"="">Freight disruptions and logistics bottlenecks may influence product availability and procurement costs.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":5848,"w":1190,"h":20,"abs_x":310,"abs_y":6841}"=""><span bis_size="{" x":8,"y":5849,"w":195,"h":18,"abs_x":310,"abs_y":6842}"="">Rising Agricultural Costs</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":5884,"w":1190,"h":20,"abs_x":310,"abs_y":6877}"=""><span bis_size="{" x":8,"y":5886,"w":650,"h":16,"abs_x":310,"abs_y":6879}"="">Increasing expenses associated with fertilizers, energy, and farm inputs can affect production economics.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":5918,"w":1190,"h":20,"abs_x":310,"abs_y":6911}"=""><span bis_size="{" x":8,"y":5920,"w":479,"h":16,"abs_x":310,"abs_y":6913}"="">Managing these challenges remains essential for maintaining market stability.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":5956,"w":1190,"h":20,"abs_x":310,"abs_y":6949}"=""><span bis_size="{" x":8,"y":5954,"w":490,"h":23,"abs_x":310,"abs_y":6947}"="">Sustainability and Environmental Considerations</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":5993,"w":1190,"h":20,"abs_x":310,"abs_y":6986}"=""><span bis_size="{" x":8,"y":5995,"w":539,"h":16,"abs_x":310,"abs_y":6988}"="">Sustainability continues becoming increasingly important across the coffee value chain.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":6027,"w":1190,"h":20,"abs_x":310,"abs_y":7020}"=""><span bis_size="{" x":8,"y":6029,"w":228,"h":16,"abs_x":310,"abs_y":7022}"="">Industry participants are focusing on:</span></p>
<ul bis_size="{" x":8,"y":6061,"w":1190,"h":156,"abs_x":310,"abs_y":7054}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":6061,"w":1150,"h":20,"abs_x":350,"abs_y":7054}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":6061,"w":1150,"h":20,"abs_x":350,"abs_y":7054}"=""><span bis_size="{" x":48,"y":6063,"w":133,"h":16,"abs_x":350,"abs_y":7056}"="">Responsible sourcing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":6095,"w":1150,"h":20,"abs_x":350,"abs_y":7088}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":6095,"w":1150,"h":20,"abs_x":350,"abs_y":7088}"=""><span bis_size="{" x":48,"y":6097,"w":154,"h":16,"abs_x":350,"abs_y":7090}"="">Environmental protection</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":6129,"w":1150,"h":20,"abs_x":350,"abs_y":7122}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":6129,"w":1150,"h":20,"abs_x":350,"abs_y":7122}"=""><span bis_size="{" x":48,"y":6131,"w":161,"h":16,"abs_x":350,"abs_y":7124}"="">Carbon footprint reduction</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":6163,"w":1150,"h":20,"abs_x":350,"abs_y":7156}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":6163,"w":1150,"h":20,"abs_x":350,"abs_y":7156}"=""><span bis_size="{" x":48,"y":6165,"w":157,"h":16,"abs_x":350,"abs_y":7158}"="">Farmer welfare programs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":6197,"w":1150,"h":20,"abs_x":350,"abs_y":7190}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":6197,"w":1150,"h":20,"abs_x":350,"abs_y":7190}"=""><span bis_size="{" x":48,"y":6199,"w":165,"h":16,"abs_x":350,"abs_y":7192}"="">Supply chain transparency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":6231,"w":1190,"h":20,"abs_x":310,"abs_y":7224}"=""><span bis_size="{" x":8,"y":6233,"w":543,"h":16,"abs_x":310,"abs_y":7226}"="">These initiatives are expected to play a growing role in shaping future market dynamics.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":6269,"w":1190,"h":20,"abs_x":310,"abs_y":7262}"=""><span bis_size="{" x":8,"y":6267,"w":302,"h":23,"abs_x":310,"abs_y":7260}"="">Coffee Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":6306,"w":1190,"h":20,"abs_x":310,"abs_y":7299}"=""><span bis_size="{" x":8,"y":6308,"w":73,"h":16,"abs_x":310,"abs_y":7301}"="">The overall </span><span bis_size="{" x":81,"y":6308,"w":76,"h":16,"abs_x":383,"abs_y":7301}"="">Coffee Price</span><span bis_size="{" x":157,"y":6308,"w":581,"h":16,"abs_x":459,"abs_y":7301}"=""> forecast for 2026 suggests a market influenced by both supply-side and demand-side factors.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":6340,"w":1190,"h":20,"abs_x":310,"abs_y":7333}"=""><span bis_size="{" x":8,"y":6342,"w":333,"h":16,"abs_x":310,"abs_y":7335}"="">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{" x":8,"y":6374,"w":1190,"h":156,"abs_x":310,"abs_y":7367}"="">
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":6374,"w":1150,"h":20,"abs_x":350,"abs_y":7367}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":6374,"w":1150,"h":20,"abs_x":350,"abs_y":7367}"=""><span bis_size="{" x":48,"y":6376,"w":207,"h":16,"abs_x":350,"abs_y":7369}"="">Strong global coffee consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":6408,"w":1150,"h":20,"abs_x":350,"abs_y":7401}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":6408,"w":1150,"h":20,"abs_x":350,"abs_y":7401}"=""><span bis_size="{" x":48,"y":6410,"w":234,"h":16,"abs_x":350,"abs_y":7403}"="">Expansion of specialty coffee markets</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":6442,"w":1150,"h":20,"abs_x":350,"abs_y":7435}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":6442,"w":1150,"h":20,"abs_x":350,"abs_y":7435}"=""><span bis_size="{" x":48,"y":6444,"w":259,"h":16,"abs_x":350,"abs_y":7437}"="">Growing ready-to-drink beverage demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":6476,"w":1150,"h":20,"abs_x":350,"abs_y":7469}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":6476,"w":1150,"h":20,"abs_x":350,"abs_y":7469}"=""><span bis_size="{" x":48,"y":6478,"w":139,"h":16,"abs_x":350,"abs_y":7471}"="">Premiumization trends</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{" x":48,"y":6510,"w":1150,"h":20,"abs_x":350,"abs_y":7503}"="">
<p dir="ltr" role="presentation" bis_size="{" x":48,"y":6510,"w":1150,"h":20,"abs_x":350,"abs_y":7503}"=""><span bis_size="{" x":48,"y":6512,"w":144,"h":16,"abs_x":350,"abs_y":7505}"="">Rising production costs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{" x":8,"y":6544,"w":1190,"h":20,"abs_x":310,"abs_y":7537}"=""><span bis_size="{" x":8,"y":6546,"w":903,"h":16,"abs_x":310,"abs_y":7539}"="">At the same time, favorable weather conditions and improved harvests in major producing countries could help moderate excessive price volatility.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":6578,"w":1190,"h":20,"abs_x":310,"abs_y":7571}"=""><span bis_size="{" x":8,"y":6580,"w":397,"h":16,"abs_x":310,"abs_y":7573}"="">Most market participants anticipate continued fluctuations in the </span><span bis_size="{" x":405,"y":6580,"w":116,"h":16,"abs_x":707,"abs_y":7573}"="">Coffee Trend Price</span><span bis_size="{" x":522,"y":6580,"w":549,"h":16,"abs_x":824,"abs_y":7573}"="">, reflecting crop performance, trade conditions, and evolving consumer demand patterns.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":6615,"w":1190,"h":20,"abs_x":310,"abs_y":7608}"=""><span bis_size="{" x":8,"y":6613,"w":415,"h":23,"abs_x":310,"abs_y":7606}"="">Future Opportunities in the Coffee Market</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":6653,"w":1190,"h":20,"abs_x":310,"abs_y":7646}"=""><span bis_size="{" x":8,"y":6655,"w":183,"h":16,"abs_x":310,"abs_y":7648}"="">The long-term outlook for the </span><span bis_size="{" x":191,"y":6655,"w":127,"h":16,"abs_x":493,"abs_y":7648}"="">Coffee Trend Market</span><span bis_size="{" x":319,"y":6655,"w":387,"h":16,"abs_x":621,"abs_y":7648}"=""> remains highly positive due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":6689,"w":1190,"h":20,"abs_x":310,"abs_y":7682}"=""><span bis_size="{" x":8,"y":6690,"w":209,"h":18,"abs_x":310,"abs_y":7683}"="">Growth of Specialty Coffee</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":6726,"w":1190,"h":20,"abs_x":310,"abs_y":7719}"=""><span bis_size="{" x":8,"y":6728,"w":416,"h":16,"abs_x":310,"abs_y":7721}"="">Premium coffee products continue attracting consumers worldwide.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":6762,"w":1190,"h":20,"abs_x":310,"abs_y":7755}"=""><span bis_size="{" x":8,"y":6763,"w":248,"h":18,"abs_x":310,"abs_y":7756}"="">Expansion in Emerging Markets</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":6798,"w":1190,"h":20,"abs_x":310,"abs_y":7791}"=""><span bis_size="{" x":8,"y":6800,"w":649,"h":16,"abs_x":310,"abs_y":7793}"="">Rising incomes and changing lifestyles are increasing coffee consumption across developing economies.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":6835,"w":1190,"h":20,"abs_x":310,"abs_y":7828}"=""><span bis_size="{" x":8,"y":6836,"w":149,"h":18,"abs_x":310,"abs_y":7829}"="">Product Innovation</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":6871,"w":1190,"h":20,"abs_x":310,"abs_y":7864}"=""><span bis_size="{" x":8,"y":6873,"w":566,"h":16,"abs_x":310,"abs_y":7866}"="">Manufacturers continue introducing innovative coffee beverages and value-added products.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":6907,"w":1190,"h":20,"abs_x":310,"abs_y":7900}"=""><span bis_size="{" x":8,"y":6908,"w":256,"h":18,"abs_x":310,"abs_y":7901}"="">Sustainability-Focused Offerings</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":6944,"w":1190,"h":20,"abs_x":310,"abs_y":7937}"=""><span bis_size="{" x":8,"y":6946,"w":557,"h":16,"abs_x":310,"abs_y":7939}"="">Certified and responsibly sourced coffee products continue gaining consumer acceptance.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":6980,"w":1190,"h":20,"abs_x":310,"abs_y":7973}"=""><span bis_size="{" x":8,"y":6981,"w":300,"h":18,"abs_x":310,"abs_y":7974}"="">Digital Retail and E-Commerce Growth</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":7017,"w":1190,"h":20,"abs_x":310,"abs_y":8010}"=""><span bis_size="{" x":8,"y":7019,"w":618,"h":16,"abs_x":310,"abs_y":8012}"="">Online coffee sales channels continue expanding, improving product accessibility and market reach.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":7054,"w":1190,"h":20,"abs_x":310,"abs_y":8047}"=""><span bis_size="{" x":8,"y":7052,"w":311,"h":23,"abs_x":310,"abs_y":8045}"="">Regional Market Developments</span></h2>
<h3 dir="ltr" bis_size="{" x":8,"y":7091,"w":1190,"h":20,"abs_x":310,"abs_y":8084}"=""><span bis_size="{" x":8,"y":7092,"w":107,"h":18,"abs_x":310,"abs_y":8085}"="">Latin America</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":7128,"w":1190,"h":20,"abs_x":310,"abs_y":8121}"=""><span bis_size="{" x":8,"y":7130,"w":669,"h":16,"abs_x":310,"abs_y":8123}"="">As a major coffee-producing region, Latin America continues influencing global supply and pricing dynamics.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":7164,"w":1190,"h":20,"abs_x":310,"abs_y":8157}"=""><span bis_size="{" x":8,"y":7165,"w":46,"h":18,"abs_x":310,"abs_y":8158}"="">Africa</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":7201,"w":1190,"h":20,"abs_x":310,"abs_y":8194}"=""><span bis_size="{" x":8,"y":7203,"w":581,"h":16,"abs_x":310,"abs_y":8196}"="">African coffee producers remain important suppliers of premium and specialty coffee varieties.</span></p>
<h3 dir="ltr" bis_size="{" x":8,"y":7237,"w":1190,"h":20,"abs_x":310,"abs_y":8230}"=""><span bis_size="{" x":8,"y":7238,"w":34,"h":18,"abs_x":310,"abs_y":8231}"="">Asia</span></h3>
<p dir="ltr" bis_size="{" x":8,"y":7273,"w":1190,"h":20,"abs_x":310,"abs_y":8266}"=""><span bis_size="{" x":8,"y":7275,"w":795,"h":16,"abs_x":310,"abs_y":8268}"="">Both coffee production and consumption continue expanding throughout Asia, creating new opportunities across the value chain.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":7307,"w":1190,"h":20,"abs_x":310,"abs_y":8300}"=""><span bis_size="{" x":8,"y":7309,"w":522,"h":16,"abs_x":310,"abs_y":8302}"="">These regional developments are expected to contribute to the overall growth of the </span><span bis_size="{" x":530,"y":7309,"w":127,"h":16,"abs_x":832,"abs_y":8302}"="">Coffee Trend Market</span><span bis_size="{" x":657,"y":7309,"w":3,"h":16,"abs_x":959,"abs_y":8302}"="">.</span></p>
<h2 dir="ltr" bis_size="{" x":8,"y":7345,"w":1190,"h":20,"abs_x":310,"abs_y":8338}"=""><span bis_size="{" x":8,"y":7343,"w":114,"h":23,"abs_x":310,"abs_y":8336}"="">Conclusion</span></h2>
<p dir="ltr" bis_size="{" x":8,"y":7382,"w":1190,"h":60,"abs_x":310,"abs_y":8375}"=""><span bis_size="{" x":8,"y":7384,"w":69,"h":16,"abs_x":310,"abs_y":8377}"="">The global </span><span bis_size="{" x":77,"y":7384,"w":76,"h":16,"abs_x":379,"abs_y":8377}"="">Coffee Price</span><span bis_size="{" x":8,"y":7384,"w":1176,"h":56,"abs_x":310,"abs_y":8377}"=""> outlook for 2026 remains closely linked to production conditions, weather patterns, beverage industry demand, transportation costs, and evolving consumer preferences. Factors such as coffee bean availability, agricultural productivity, sustainability initiatives, and global consumption growth will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":7456,"w":1190,"h":40,"abs_x":310,"abs_y":8449}"=""><span bis_size="{" x":8,"y":7458,"w":28,"h":16,"abs_x":310,"abs_y":8451}"="">The </span><a href="https://www.chemanalyst.com/Pricing-data/coffee-1604" bis_size="{" x":36,"y":7458,"w":116,"h":16,"abs_x":338,"abs_y":8451}"=""><span bis_size="{" x":36,"y":7458,"w":116,"h":16,"abs_x":338,"abs_y":8451}"="">Coffee Trend Price</span></a><span bis_size="{" x":152,"y":7458,"w":901,"h":16,"abs_x":454,"abs_y":8451}"=""> is expected to experience periodic fluctuations based on harvest outcomes, trade activity, and regional supply-demand balances. Meanwhile, the </span><span bis_size="{" x":1054,"y":7458,"w":127,"h":16,"abs_x":1356,"abs_y":8451}"="">Coffee Trend Market</span><span bis_size="{" x":8,"y":7458,"w":1187,"h":36,"abs_x":310,"abs_y":8451}"=""> is projected to maintain strong long-term growth due to rising coffee consumption, expanding specialty coffee segments, increasing café culture, and growing demand from emerging economies.</span></p>
<p dir="ltr" bis_size="{" x":8,"y":7510,"w":1190,"h":40,"abs_x":310,"abs_y":8503}"=""><span bis_size="{" x":8,"y":7512,"w":1126,"h":36,"abs_x":310,"abs_y":8505}"="">As consumers continue embracing premium coffee experiences, convenient beverage solutions, and sustainably sourced products, coffee will remain one of the world's most valuable agricultural commodities, supporting continued market expansion and long-term industry development throughout 2026 and beyond.</span></p>]]> </content:encoded>
</item>

<item>
<title>Metformin HCL Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Metformin-HCL-Price-71634</link>
<guid>https://news.bangboxonline.com/Metformin-HCL-Price-71634</guid>
<description><![CDATA[ Metformin HCL Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a327f09226a3.jpg" length="75473" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 16:03:51 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Metformin HCL Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}"></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:344,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1041}"><a href="https://www.chemanalyst.com/Pricing-data/metformin-hydrochloride-1344" bis_size="{&quot;x&quot;:8,&quot;y&quot;:408,&quot;w&quot;:298,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1401}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:408,&quot;w&quot;:298,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1401}">According to ChemAnalyst Metformin HCL Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:408,&quot;w&quot;:1145,&quot;h&quot;:96,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1401}"> market witnessed notable fluctuations throughout 2025, influenced by changing pharmaceutical demand, inventory levels, production economics, and international trade dynamics. Metformin Hydrochloride (Metformin HCL), one of the most widely prescribed active pharmaceutical ingredients (APIs) for Type 2 diabetes treatment, remains a critical component of the global pharmaceutical supply chain. As the prevalence of diabetes continues to rise worldwide, demand for Metformin HCL remains robust, making pricing trends closely monitored by pharmaceutical manufacturers, distributors, and procurement professionals. The evolving balance between supply and demand, coupled with regional market developments, is expected to shape the </span><span bis_size="{&quot;x&quot;:358,&quot;y&quot;:488,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:660,&quot;abs_y&quot;:1481}">Metformin HCL Trend Price</span><span bis_size="{&quot;x&quot;:528,&quot;y&quot;:488,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:830,&quot;abs_y&quot;:1481}"> and the broader </span><span bis_size="{&quot;x&quot;:634,&quot;y&quot;:488,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:936,&quot;abs_y&quot;:1481}">Metformin HCL Trend Market</span><span bis_size="{&quot;x&quot;:814,&quot;y&quot;:488,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:1116,&quot;abs_y&quot;:1481}"> throughout 2026.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:524,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1517}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:518,&quot;w&quot;:525,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1511}">Global Metformin HCL Market Overview</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:563,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1556}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:565,&quot;w&quot;:1163,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1558}">Metformin Hydrochloride is considered the first-line treatment for Type 2 diabetes and is extensively used in generic drug formulations worldwide. The API is primarily produced in Asia, particularly in India and China, which collectively account for a substantial share of global production and exports. Due to its essential role in healthcare systems and its widespread use in diabetes management, the Metformin HCL market is influenced by pharmaceutical consumption trends, regulatory compliance requirements, manufacturing capacity, and international trade flows.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:657,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1650}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:659,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1652}">During 2025, the global </span><span bis_size="{&quot;x&quot;:156,&quot;y&quot;:659,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:458,&quot;abs_y&quot;:1652}">Metformin HCL Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:659,&quot;w&quot;:1160,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1652}"> trend generally experienced downward pressure across major markets. Elevated inventories, improved supply availability, and cautious procurement activities among pharmaceutical manufacturers contributed to softer pricing conditions. While some periods witnessed temporary recoveries driven by restocking activities and localized supply tightness, the broader market gradually transitioned into a more balanced supply-demand environment.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:736,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1729}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:730,&quot;w&quot;:598,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1723}">North America Metformin HCL Price Analysis</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:775,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1768}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:777,&quot;w&quot;:1136,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1770}">The North American market displayed relatively stable yet moderately weak pricing conditions throughout much of 2025. Pharmaceutical manufacturers maintained steady procurement volumes due to consistent demand for diabetes medications. However, sufficient inventory levels among distributors and importers limited upward pricing momentum.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:829,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1822}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:831,&quot;w&quot;:1185,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1824}">The United States remained one of the largest consumers of Metformin HCL globally. Although demand from generic drug manufacturers remained stable, market participants adopted cautious purchasing strategies due to ample product availability and competitive import offers from Asian suppliers. Lower logistics costs and easing production expenses further contributed to price stability. These factors collectively placed downward pressure on the </span><span bis_size="{&quot;x&quot;:435,&quot;y&quot;:871,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:737,&quot;abs_y&quot;:1864}">Metformin HCL Price</span><span bis_size="{&quot;x&quot;:564,&quot;y&quot;:871,&quot;w&quot;:196,&quot;h&quot;:16,&quot;abs_x&quot;:866,&quot;abs_y&quot;:1864}"> during several periods of 2025.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:903,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1896}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:905,&quot;w&quot;:1186,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1898}">Looking ahead to 2026, North American pricing is expected to remain relatively balanced. Ongoing demand from diabetes treatment programs and healthcare providers will continue supporting consumption, while inventory management practices and import volumes will influence short-term pricing fluctuations.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:961,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1954}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:955,&quot;w&quot;:396,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1948}">Asia-Pacific Market Dynamics</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1000,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1993}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1002,&quot;w&quot;:397,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1995}">Asia-Pacific remains the most important region within the global </span><span bis_size="{&quot;x&quot;:405,&quot;y&quot;:1002,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:707,&quot;abs_y&quot;:1995}">Metformin HCL Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1002,&quot;w&quot;:1170,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1995}">, owing to its dominant manufacturing position. India and China continue to serve as the primary production hubs, supplying pharmaceutical companies across North America, Europe, Latin America, and other regions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1054,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2047}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1056,&quot;w&quot;:1175,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2049}">China maintained strong manufacturing output during 2025, supported by its extensive pharmaceutical infrastructure and export capabilities. Stable production rates and adequate inventories contributed to competitive pricing conditions. Export-oriented suppliers adjusted quotations periodically to remain competitive in international markets, further influencing global pricing benchmarks.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1128,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2121}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1130,&quot;w&quot;:1177,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2123}">India also retained its position as a leading global exporter of Metformin HCL. The country's large-scale API manufacturing sector supported reliable supply availability throughout the year. Consistent export activity, favorable production economics, and strong regulatory compliance helped Indian manufacturers maintain their global competitiveness. However, market participants remained attentive to raw material costs, environmental regulations, and export demand fluctuations that could impact future pricing trends.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1202,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2195}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1204,&quot;w&quot;:473,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2197}">As 2026 unfolds, Asia-Pacific is expected to remain the primary driver of the </span><span bis_size="{&quot;x&quot;:481,&quot;y&quot;:1204,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:783,&quot;abs_y&quot;:2197}">Metformin HCL Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1204,&quot;w&quot;:1154,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2197}">, with manufacturing output, export activity, and procurement patterns continuing to influence global market sentiment.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1261,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2254}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1255,&quot;w&quot;:406,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2248}">European Market Performance</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1300,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2293}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1302,&quot;w&quot;:1189,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2295}">The European Metformin HCL market exhibited relatively stable demand conditions during 2025. Pharmaceutical companies across Europe continued to rely heavily on imported APIs from Asia to support generic drug manufacturing operations.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1354,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2347}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1356,&quot;w&quot;:1150,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2349}">Market participants generally adopted conservative procurement strategies, focusing on inventory optimization and cost management. Adequate supply availability and stable import flows prevented significant price spikes, while easing logistics costs contributed to market stability. The healthcare sector's consistent demand for diabetes medications continued to support underlying consumption trends throughout the region.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1428,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2421}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1430,&quot;w&quot;:1085,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2423}">In 2026, Europe is expected to maintain steady demand for Metformin HCL, supported by increasing diabetes prevalence, aging populations, and continued reliance on generic pharmaceuticals. These factors are anticipated to contribute to the long-term growth of the </span><span bis_size="{&quot;x&quot;:569,&quot;y&quot;:1450,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:871,&quot;abs_y&quot;:2443}">Metformin HCL Trend Market</span><span bis_size="{&quot;x&quot;:749,&quot;y&quot;:1450,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1051,&quot;abs_y&quot;:2443}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1482,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2475}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1484,&quot;w&quot;:260,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2477}">Track Real Time Prices Of Metformin HCL</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1516,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2509}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Metformin%20HCL" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1518,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2511}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1518,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2511}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Metformin%20HCL</span></a></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1550,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2543}"><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:1552,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2545}"> </b></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1588,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2581}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1582,&quot;w&quot;:601,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2575}">Key Factors Influencing Metformin HCL Price</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1627,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2620}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1629,&quot;w&quot;:372,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2622}">Several interconnected factors continue to shape the global </span><span bis_size="{&quot;x&quot;:380,&quot;y&quot;:1629,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:682,&quot;abs_y&quot;:2622}">Metformin HCL Price</span><span bis_size="{&quot;x&quot;:509,&quot;y&quot;:1629,&quot;w&quot;:71,&quot;h&quot;:16,&quot;abs_x&quot;:811,&quot;abs_y&quot;:2622}"> landscape.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1664,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2657}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1662,&quot;w&quot;:192,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2655}">Raw Material Costs</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1702,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2695}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1704,&quot;w&quot;:1169,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2697}">The production cost of Metformin HCL is influenced by feedstock availability and chemical intermediate pricing. Stable feedstock costs during much of 2025 contributed to relatively balanced production economics. Future fluctuations in raw material markets may impact manufacturing costs and pricing strategies.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1759,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2752}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1757,&quot;w&quot;:165,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2750}">Inventory Levels</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1797,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2790}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1799,&quot;w&quot;:1169,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2792}">Inventory management remains one of the most important determinants of API pricing. Elevated stock levels observed in several regions during 2025 contributed to weaker pricing sentiment and limited opportunities for significant price increases. As inventories normalize, market stability is expected to improve.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1854,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2847}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1852,&quot;w&quot;:243,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2845}">Pharmaceutical Demand</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1892,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2885}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1894,&quot;w&quot;:1152,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2887}">Metformin remains one of the highest-volume APIs used in diabetes treatment worldwide. Demand from generic drug manufacturers, healthcare providers, and pharmaceutical companies directly influences market dynamics and pricing trends. Rising global diabetes prevalence continues to support long-term consumption growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1949,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2942}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1947,&quot;w&quot;:252,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2940}">Trade and Export Activity</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1986,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2979}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1988,&quot;w&quot;:1179,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2981}">International trade plays a crucial role in the Metformin HCL market. Export performance from major producing countries such as India and China significantly impacts global supply availability and regional pricing trends. Competitive export offers often influence procurement decisions across major importing regions.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2044,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3037}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2042,&quot;w&quot;:234,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3035}">Regulatory Compliance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2081,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3074}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2083,&quot;w&quot;:1135,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3076}">Pharmaceutical APIs are subject to stringent regulatory standards. Compliance requirements, facility inspections, environmental regulations, and quality assurance measures can affect production costs and supply availability, thereby influencing market prices.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2140,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3133}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2134,&quot;w&quot;:811,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3127}">Demand Drivers Supporting the Metformin HCL Trend Market</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2179,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3172}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2181,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3174}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:2181,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:3174}">Metformin HCL Trend Market</span><span bis_size="{&quot;x&quot;:371,&quot;y&quot;:2181,&quot;w&quot;:375,&quot;h&quot;:16,&quot;abs_x&quot;:673,&quot;abs_y&quot;:3174}"> remains strongly supported by several demand-side factors.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2216,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3209}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2214,&quot;w&quot;:296,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3207}">Rising Global Diabetes Cases</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2254,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3247}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2256,&quot;w&quot;:1140,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3249}">The increasing prevalence of Type 2 diabetes remains the most significant demand driver for Metformin HCL. Lifestyle changes, aging populations, urbanization, and rising obesity rates continue to increase the number of patients requiring diabetes management therapies worldwide.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2311,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3304}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2309,&quot;w&quot;:355,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3302}">Growth of Generic Pharmaceuticals</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2348,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3341}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2350,&quot;w&quot;:1156,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3343}">Metformin is widely available as a generic medication, making it one of the most cost-effective and frequently prescribed diabetes treatments globally. Expansion of generic pharmaceutical manufacturing continues to support API demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2406,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3399}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2404,&quot;w&quot;:361,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3397}">Healthcare Infrastructure Expansion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2443,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3436}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2445,&quot;w&quot;:1164,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3438}">Emerging economies are investing heavily in healthcare infrastructure and improving access to essential medicines. These developments are expected to support increased pharmaceutical consumption and strengthen demand for Metformin HCL over the coming years.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2501,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3494}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2499,&quot;w&quot;:219,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3492}">Export Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2538,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3531}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2540,&quot;w&quot;:1134,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3533}">Growing pharmaceutical production in developing regions has created new opportunities for API exporters. As international pharmaceutical manufacturing expands, demand for reliable Metformin HCL supplies is expected to remain strong.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2597,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3590}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2591,&quot;w&quot;:603,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3584}">Challenges Facing the Metformin HCL Market</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2636,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3629}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2638,&quot;w&quot;:624,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3631}">Despite favorable demand fundamentals, several challenges could influence future pricing dynamics.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2673,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3666}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2671,&quot;w&quot;:263,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3664}">Excess Supply Conditions</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2710,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3703}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2712,&quot;w&quot;:808,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3705}">Periods of elevated production and inventory accumulation may create oversupply situations that place downward pressure on the </span><span bis_size="{&quot;x&quot;:816,&quot;y&quot;:2712,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:1118,&quot;abs_y&quot;:3705}">Metformin HCL Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2712,&quot;w&quot;:1154,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3705}">. Market participants must carefully manage production rates and inventories to maintain market balance.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2768,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3761}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2766,&quot;w&quot;:199,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3759}">Pricing Competition</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2805,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3798}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2807,&quot;w&quot;:1133,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3800}">The highly competitive nature of the generic pharmaceutical industry often results in intense pricing pressure. Manufacturers must continuously optimize production efficiency to remain competitive.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2863,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3856}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2861,&quot;w&quot;:171,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3854}">Regulatory Risks</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2900,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3893}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2902,&quot;w&quot;:942,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3895}">Changes in pharmaceutical regulations, manufacturing standards, or export requirements may affect production economics and supply chain operations.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2938,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3931}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2936,&quot;w&quot;:327,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3929}">Currency and Trade Fluctuations</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2975,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3968}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2977,&quot;w&quot;:868,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3970}">Exchange rate movements and evolving trade policies can influence export competitiveness and procurement costs across different regions.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3014,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4007}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3008,&quot;w&quot;:516,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4001}">Metformin HCL Price Forecast for 2026</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3052,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4045}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3054,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4047}">The outlook for </span><span bis_size="{&quot;x&quot;:105,&quot;y&quot;:3054,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:407,&quot;abs_y&quot;:4047}">Metformin HCL Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3054,&quot;w&quot;:1187,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4047}"> in 2026 suggests a generally stable market environment with moderate fluctuations. Market fundamentals indicate that adequate supply availability and balanced production levels will continue to support pricing stability. However, periodic inventory adjustments, procurement cycles, and regional demand changes may create temporary volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3106,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4099}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3108,&quot;w&quot;:1173,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4101}">North America is expected to maintain stable consumption levels, supported by ongoing healthcare demand. Europe is likely to continue benefiting from steady pharmaceutical manufacturing activity and reliable import supplies. Meanwhile, Asia-Pacific will remain the central force influencing global market trends due to its dominant production and export position.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3160,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4153}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3162,&quot;w&quot;:1158,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4155}">Industry participants anticipate that inventory normalization and consistent healthcare demand will gradually strengthen market fundamentals throughout the year. Although significant price spikes appear unlikely under current supply conditions, sustained pharmaceutical consumption should provide support to the </span><span bis_size="{&quot;x&quot;:782,&quot;y&quot;:3182,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:1084,&quot;abs_y&quot;:4175}">Metformin HCL Trend Price</span><span bis_size="{&quot;x&quot;:951,&quot;y&quot;:3182,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:1253,&quot;abs_y&quot;:4175}"> over the medium term.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3219,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4212}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3213,&quot;w&quot;:685,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4206}">Future Outlook for the Metformin HCL Trend Market</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3258,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4251}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3260,&quot;w&quot;:199,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4253}">The long-term prospects for the </span><span bis_size="{&quot;x&quot;:207,&quot;y&quot;:3260,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:509,&quot;abs_y&quot;:4253}">Metformin HCL Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3260,&quot;w&quot;:1160,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4253}"> remain positive. Rising diabetes prevalence, expanding healthcare access, increasing generic drug production, and continued pharmaceutical innovation are expected to sustain global demand growth.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3312,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4305}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3314,&quot;w&quot;:1122,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4307}">India and China are likely to maintain their leadership positions in API manufacturing, while pharmaceutical companies worldwide continue seeking reliable supply chain partnerships. Investments in manufacturing capacity, quality compliance, and supply chain efficiency will further strengthen market resilience.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3366,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4359}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3368,&quot;w&quot;:1185,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4361}">As healthcare systems continue prioritizing affordable diabetes treatments, Metformin HCL will remain one of the most important APIs in global pharmaceutical markets. This sustained demand base is expected to support market growth and pricing stability well beyond 2026.</span></p>
<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3425,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4418}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3419,&quot;w&quot;:152,&quot;h&quot;:31,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4412}">Conclusion</span></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3463,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4456}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3465,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4458}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:3465,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:4458}">Metformin HCL Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3465,&quot;w&quot;:1139,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4458}"> market entered 2026 with balanced fundamentals supported by strong healthcare demand and stable supply availability. While elevated inventories and competitive export activity influenced pricing trends during 2025, the long-term outlook remains favorable due to the essential role of Metformin in diabetes management.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3517,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4510}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3519,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4512}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:3519,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:4512}">Metformin HCL Trend Price</span><span bis_size="{&quot;x&quot;:205,&quot;y&quot;:3519,&quot;w&quot;:932,&quot;h&quot;:16,&quot;abs_x&quot;:507,&quot;abs_y&quot;:4512}"> will continue to be shaped by production economics, inventory levels, pharmaceutical demand, and international trade activity. Meanwhile, the broader </span><a href="https://www.chemanalyst.com/Pricing-data/metformin-hydrochloride-1344" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3539,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4532}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3539,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4532}">Metformin HCL Trend Market</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3539,&quot;w&quot;:1136,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4532}"> is expected to benefit from rising global healthcare needs, expanding generic drug production, and increasing diabetes prevalence. With strong underlying demand drivers and a critical role in modern healthcare, Metformin HCL is expected to remain a cornerstone of the pharmaceutical API market throughout 2026 and beyond.</span></p>]]> </content:encoded>
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<title>Finding the Right Photographer and Videographer Near Me in Chennai for Timeless Wedding Memories</title>
<link>https://news.bangboxonline.com/photographer-and-videographer-near-me-in-chennai</link>
<guid>https://news.bangboxonline.com/photographer-and-videographer-near-me-in-chennai</guid>
<description><![CDATA[ Looking for a photographer and Videographer near me in Chennai for your wedding or special event? Discover how professional photography and videography services capture timeless memories through candid moments, cinematic storytelling, and creative visual coverage. Learn why choosing an experienced Wedding photographer in Chennai and Wedding Videographer in Chennai can make your celebration unforgettable. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32a4f3293ae.jpg" length="302906" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 16:00:11 +0500</pubDate>
<dc:creator>Shamily.whatastory</dc:creator>
<media:keywords>photographer and Videographer near me in Chennai, Wedding photographer in Chennai, Best Wedding photographer in Chennai, Wedding Videographer in Chennai, Best Wedding Videographer in Chennai, wedding photography Chennai</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span> Every wedding tells a unique story, filled with emotions, traditions, laughter, and unforgettable moments. Capturing these memories requires more than just a camera—it demands creativity, technical expertise, and an eye for authentic storytelling. Choosing the right photography and videography team can make all the difference in preserving the essence of your special day for generations to come.</span></p>
<p dir="ltr"><span>When couples search for a </span><a href="https://whataweddingstory.com/wedding-photographer-and-videographer-in-chennai/"><span>photographer and Videographer near me in Chennai</span></a><span>, they are often looking for professionals who understand local wedding traditions, cultural nuances, and the importance of documenting every meaningful detail. From intimate pre-wedding shoots to grand wedding celebrations, experienced photographers and videographers help transform fleeting moments into timeless visual memories.</span></p>
<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a327e1176c1d.jpg" alt=""></p>
<p dir="ltr"><span>Modern wedding photography goes beyond posed portraits. Today's couples prefer natural expressions, candid interactions, and cinematic storytelling that reflect their personalities. A professional team works discreetly behind the scenes to capture genuine emotions while ensuring every important event is documented beautifully.</span></p>
<p dir="ltr"><span>When selecting a wedding photography and videography service, consider the following factors:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Experience in handling different wedding styles and traditions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Strong portfolio showcasing consistent quality</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Expertise in candid photography and cinematic videography</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Professional editing and post-production capabilities</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Positive client reviews and testimonials</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ability to understand and execute your vision</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Transparent pricing and service packages</span></p>
</li>
</ul>
<p dir="ltr"><span>Many couples specifically seek a </span><span>Wedding photographer in Chennai</span><span> who can create a perfect balance between traditional photography and contemporary storytelling. The best professionals understand how to capture emotional family moments, vibrant ceremonies, and elegant portraits while maintaining a natural and artistic approach.</span></p>
<p dir="ltr"><span>Similarly, hiring a </span><span>Best Wedding photographer in Chennai</span><span> ensures that every important detail—from bridal preparations to the final farewell—is documented with precision and creativity. Experienced photographers know how to use lighting, composition, and timing to create visually stunning images that stand the test of time.</span></p>
<p dir="ltr"><span>Videography has also become an essential part of modern weddings. A skilled </span><span>Wedding Videographer in Chennai</span><span> can transform wedding celebrations into cinematic films that allow couples to relive their special day whenever they wish. From emotional vows to joyful celebrations, professional videography captures movement, sound, and emotions in ways that photographs alone cannot.</span></p>
<p dir="ltr"><span>Couples who want exceptional visual storytelling often look for the </span><span>Best Wedding Videographer in Chennai</span><span> to create highlight films, teaser videos, and full wedding documentaries. Advanced filming techniques, drone coverage, creative transitions, and professional editing help produce wedding films that feel both personal and cinematic.</span></p>
<p dir="ltr"><span>A successful wedding photography experience is built on trust, communication, and attention to detail. The right team takes the time to understand your expectations, preferred style, and event schedule, ensuring a smooth and enjoyable experience from start to finish. Investing in experienced professionals allows you to focus on celebrating your special day while knowing your memories are being preserved beautifully.</span></p>
<p dir="ltr"><span>Whether you are planning a traditional wedding, destination celebration, or intimate ceremony, choosing a skilled photography and videography team is one of the most valuable decisions you can make. High-quality visuals become treasured keepsakes that allow families and future generations to revisit these cherished moments.</span></p>
<p dir="ltr"><span>For couples seeking creative storytelling, professionalism, and memorable wedding coverage, </span><a href="https://whataweddingstory.com/"><span>What A Story</span></a><span> continues to be recognized for capturing weddings with authenticity, artistic vision, and a commitment to preserving life's most meaningful celebrations.</span></p>
<p></p>]]> </content:encoded>
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<title>Best affordable bike parts usa: Upgrade Your Ride Before Everyone Else Does</title>
<link>https://news.bangboxonline.com/best-affordable-bike-parts-usa-upgrade-your-ride-before-everyone-else-does-71632</link>
<guid>https://news.bangboxonline.com/best-affordable-bike-parts-usa-upgrade-your-ride-before-everyone-else-does-71632</guid>
<description><![CDATA[ Find the best affordable bike parts in the USA at Carson City Bike Shop. Shop durable and budget-friendly parts for all types of bikes, including e-bikes and mountain bikes. Get reliable performance, expert support, and fast delivery at Top Cycling Parts. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a329311692c6.jpg" length="101843" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 15:59:52 +0500</pubDate>
<dc:creator>Conceptelectricbikes</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">The world of cycling is changing at lightning speed. Riders everywhere are searching for better performance, smoother rides, and accessories that make every journey unforgettable. Finding the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/"><b>Best affordable bike parts usa</b></a></span></strong> has become the ultimate goal for passionate cyclists who refuse to compromise on quality. The truth is simple: the right components can completely transform your riding experience and give your bike a new lease on life.<o:p></o:p></p>
<p class="MsoNormal">This is the perfect moment to upgrade. Waiting too long could mean missing out on the latest innovations that serious riders are already enjoying.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Quality Bike Parts Make All the Difference<o:p></o:p></b></p>
<p class="MsoNormal">A bicycle is only as good as the components that keep it moving. High-quality brakes, durable tires, efficient motors, and precision gears can dramatically improve performance, comfort, and safety. Whether you ride through city streets or rugged trails, premium parts deliver smoother handling and greater reliability.<o:p></o:p></p>
<p class="MsoNormal">At <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong>, every rider can discover carefully selected products designed to enhance every adventure. Investing in superior components today means fewer repairs, better efficiency, and countless miles of enjoyable cycling tomorrow.<o:p></o:p></p>
<p class="MsoNormal"><b>The Secret Behind Smarter Upgrades<o:p></o:p></b></p>
<p class="MsoNormal">Many cyclists believe upgrading a bike is expensive, but that couldn't be further from the truth. Access to the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Best affordable bike parts usa</span></strong> allows riders to improve performance without draining their wallets. Smart upgrades provide exceptional value and often cost far less than replacing an entire bicycle.<o:p></o:p></p>
<p class="MsoNormal">From advanced batteries to upgraded drivetrains and accessories, each enhancement creates a noticeable difference. A simple upgrade can make your daily commute faster, your weekend rides more exciting, and your overall cycling experience dramatically better.<o:p></o:p></p>
<p class="MsoNormal"><b>The Destination Every Rider Should Know<o:p></o:p></b></p>
<p class="MsoNormal">Cyclists looking for trusted service and exceptional products frequently turn to the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/"><b>Bicycle store carson city nv</b></a></span></strong> for their biking needs. A reliable store provides expert guidance, quality products, and solutions tailored to every riding style.<o:p></o:p></p>
<p class="MsoNormal">Choosing the right supplier means gaining access to products that are built to last and designed to maximize performance. It also means having knowledgeable professionals who understand the unique needs of cyclists and can recommend the ideal upgrades.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Performance Like Never Before<o:p></o:p></b></p>
<p class="MsoNormal">Imagine climbing hills with less effort, enjoying longer rides, and experiencing smoother acceleration. These benefits become reality when your bicycle is equipped with premium components. Riders searching for the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Best affordable bike parts usa</span></strong> often discover that the right upgrades can make an older bike feel completely new again.<o:p></o:p></p>
<p class="MsoNormal">This growing demand for better performance has inspired more cyclists to invest in dependable products that offer exceptional durability and outstanding results. The difference is immediate and impossible to ignore.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Timing Matters More Than Ever<o:p></o:p></b></p>
<p class="MsoNormal">The popularity of cycling continues to surge, and demand for quality products is increasing rapidly. The <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bicycle store carson city nv</span></strong> has become a popular destination for riders who want dependable equipment before supplies become limited.<o:p></o:p></p>
<p class="MsoNormal">Delaying an upgrade could mean missing opportunities to enjoy the latest innovations that make riding safer and more exciting. The best time to improve your bicycle is now, while premium products and expert assistance are readily available.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Every Ride With Confidence<o:p></o:p></b></p>
<p class="MsoNormal">Every cyclist deserves equipment that performs flawlessly and enhances every journey. Whether you are a daily commuter, recreational rider, or adventure enthusiast, upgrading your bicycle can unlock a completely new level of enjoyment.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/"><b>Concept Electric Bikes</b></a></span></strong> understands the passion that drives cyclists and offers solutions designed to help every rider reach their full potential. Quality components are not merely accessories; they are investments in better experiences, improved safety, and unforgettable adventures.<o:p></o:p></p>
<p class="MsoNormal"><b>Take the First Step Toward an Incredible Ride<o:p></o:p></b></p>
<p class="MsoNormal">Cycling is more than transportation—it's freedom, excitement, and a lifestyle filled with endless possibilities. The <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bicycle store carson city nv</span></strong> continues to attract riders who want dependable products and exceptional value, while those seeking the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Best affordable bike parts usa</span></strong> understand the importance of choosing upgrades that truly deliver results.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/chain-connex-10s8-10s-sl-114l">Connex chain</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/collections/replacement-parts">Replacement bike gears</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/shifter-sram-eagle-70-trigger-12s-rh-bk-wintegrated-clamp">Sram bike shifters</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Assisted Living vs Nursing and Long&#45;Term Care Facilities Explained</title>
<link>https://news.bangboxonline.com/assisted-living-vs-nursing-and-long-term-care-facilities-explained-71630</link>
<guid>https://news.bangboxonline.com/assisted-living-vs-nursing-and-long-term-care-facilities-explained-71630</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32983dee0b6.jpg" length="103652" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 15:48:50 +0500</pubDate>
<dc:creator>ava luna</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>Choosing the right level of senior care is one of the most important decisions aging adults and families will make. Whether you are planning ahead for yourself or helping a parent navigate changing health needs, understanding the difference between assisted living vs nursing home care can bring clarity during an emotional and complex process.</p>
<p>Both options support seniors, but they serve very different purposes. Assisted living focuses on daily support and independence, while nursing homes provide intensive medical care and constant supervision. Knowing when each is appropriate can help protect senior safety, preserve dignity, and improve long-term quality of life for seniors.</p>
<p>This guide walks through the key differences, care levels, costs, and practical considerations so you can make an informed decision with confidence.</p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Understanding Assisted Living</strong></h2>
<p><a href="https://nextchapterliving.com/" target="_self"><strong><ins>Assisted living</ins></strong></a><span> </span>is designed for aging adults who need help with Activities of Daily Living, commonly known as ADLs, but do not require continuous medical supervision. These communities support tasks such as bathing, dressing, medication administration, mobility assistance, and meal preparation while encouraging independence whenever possible.</p>
<p>Residents typically live in an assisted living apartment with private or semi-private space. Staff members, including certified nursing assistants, are available throughout the day and night to provide support and ensure senior safety.</p>
<p>Assisted living is often ideal for seniors with mild to moderate mobility limitations, early cognitive impairment, or chronic illness that does not require constant skilled nursing care.</p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Understanding Nursing Home Care</strong></h2>
<p>Nursing homes are designed for individuals who require advanced medical care and 24-hour monitoring. These settings provide skilled nursing care overseen by licensed medical professionals and are often recommended following physician recommendation.</p>
<p>Residents may require ongoing medical care due to stroke recovery, complex chronic illness, advanced cognitive impairment, or rehabilitation needs.<span> </span><a href="https://nextchapterliving.com/" target="_self"><strong><ins>Nursing homes</ins></strong></a><span> </span>offer services such as dialysis coordination, respiratory therapy, wound care, and extensive medication management.</p>
<p>Living arrangements typically include a private room nursing home option or shared accommodations depending on availability and cost.</p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Key Differences in Daily Care and Support</strong></h2>
<p>One of the most significant differences between assisted living and nursing homes is how care is delivered day to day.</p>
<ul>
<li>Assisted living supports activities of daily living while promoting independence and personal routines.</li>
<li>Nursing homes provide continuous medical supervision and skilled nursing care for complex health needs.</li>
<li>Medication management is basic in assisted living but medically administered in nursing home settings.</li>
<li>Nursing homes support higher care needs following illness, surgery, or advanced chronic conditions.</li>
</ul>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Medical Care and Therapy Services</strong></h2>
<p>Medical care varies greatly between the two options.</p>
<p>Assisted living communities support medication administration, preventative care, and coordination with outside physicians. They may assist residents in attending medical appointments but don’t typically provide continuous skilled medical treatment.</p>
<p>Nursing homes provide a wide range of rehabilitation services including physical therapy, occupational therapy, speech therapy, cognitive therapy, and respiratory therapy. These services are essential for seniors recovering from surgery, stroke, or serious illness.</p>
<p>Palliative care may be available in both settings, depending on the community and care plan.</p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Memory Care and Cognitive Needs</strong></h2>
<p>Seniors experiencing dementia or significant cognitive impairment may need specialized environments.</p>
<p>Many<span> </span><a href="https://nextchapterliving.com/listings" target="_self"><strong><ins>assisted living communities</ins></strong></a><span> </span>offer memory care units designed to support residents with Alzheimer’s disease or other cognitive conditions. These units provide structured routines, secure environments, and staff trained in dementia care.</p>
<p>Nursing homes may be appropriate when cognitive decline is combined with advanced medical needs or severe behavioral symptoms that require constant supervision.</p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Costs and Financial Considerations</strong></h2>
<p>Senior housing costs play a major role in decision-making.</p>
<p>Assisted living typically has a lower median monthly cost compared to nursing homes, though pricing does vary by location, unit size, and care needs. Costs typically include housing, meals, personal care support, and community amenities. It’s important to ask detailed questions about how exactly the costs are broken down and what is covered vs. not.</p>
<p>Learn more about what questions to ask here<strong><span> </span></strong><a href="https://nextchapterliving.com/blog/important-questions-to-ask-when-touring-an-assisted-living-facility" target="_self"><strong><ins>Important Questions to Ask When Touring an Assisted Living Facility</ins></strong></a>.</p>
<p>Nursing homes are typically more expensive due to skilled nursing care, advanced medical services, and higher staffing levels. Costs can increase further for private rooms.</p>
<p>Government regulation, including state regulation and federal regulation can impact how nursing homes operate and bill for services. Assisted living regulations can vary by state.</p>
<p>Next Chapter Living helps families compare these senior living communities and review pricing information when available, making it easier to understand cost differences across care levels.</p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Care Level Assessment and Transitions</strong></h2>
<p>Choosing between assisted living vs nursing home care often depends on a thorough care level assessment.</p>
<p>Seniors who can manage some independence with support may thrive in assisted living. Those who need more consistent medical supervision, complex medication management, or rehabilitation services typically require nursing home care.</p>
<p>Transitions can happen over time. Some seniors move from independent living to assisted living, and later to nursing homes as health needs change. Long-term care planning helps families prepare emotionally and financially for these transitions.</p>
<p>Also learn about<span> </span><a href="https://nextchapterliving.com/blog/how-assisted-living-for-the-elderly-can-provide-more-independence-and-safety" target="_self"><strong><ins>How Assisted Living for the Elderly Can Provide More Independence and Safety</ins></strong></a><span> </span>here.</p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Impact on Quality of Life</strong></h2>
<p>Quality of life for seniors goes beyond medical care.</p>
<p>Assisted living communities often emphasize social connection, resident engagement, and emotional well-being. Daily activities, communal dining, and flexible routines help seniors feel connected and purposeful.</p>
<p>Nursing homes prioritize medical stability and recovery. While quality of life remains important, the environment is more structured and clinically focused.</p>
<p>Choosing the right setting means balancing health needs with personal preferences, lifestyle goals, and emotional comfort.</p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Caregiver Support and Family Involvement</strong></h2>
<p>Family involvement is vital in both settings.</p>
<p>Assisted living communities often encourage regular family participation in care planning and social events. Caregiver support focuses on collaboration and communication.</p>
<p>Nursing homes also involve families in care decisions, especially during rehabilitation or changes in medical condition. However, care delivery can be more medical and less lifestyle-oriented.</p>
<p>Understanding how each environment supports caregivers helps families feel confident and informed.</p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>How Next Chapter Living Supports the Decision</strong></h2>
<p>Deciding between assisted living and nursing home care can feel overwhelming.<span> </span><a href="https://nextchapterliving.com/" target="_self"><strong><ins>Next Chapter Living</ins></strong><ins><span> </span></ins></a>helps simplify the process by providing transparent information about senior living communities, care levels, and amenities.</p>
<p>Families and seniors can explore assisted living, memory care, and nursing home options, compare features, and review pricing ranges when communities provide them. This clarity supports better senior housing decision-making without pressure.</p>
<p>Our platform empowers aging adults and caregivers to move forward with confidence and peace of mind.</p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>Conclusion</strong></h2>
<p>Choosing between assisted living vs nursing home care is not about selecting the “better” option, but the right option for current and future needs. Assisted living supports independence with daily assistance, while nursing homes provide comprehensive medical care and supervision.</p>
<p>With<span> </span><a href="https://nextchapterliving.com/" target="_self"><strong><ins>Next Chapter Living</ins></strong></a>, understanding care differences, costs, and quality-of-life factors, seniors and families can make thoughtful decisions that protect dignity, safety, and well-being. With the right information and guidance, this important transition becomes clearer and more manageable.</p>
<h2 class="text-[1.5em] font-semibold mb-3"><strong>FAQs</strong></h2>
<h3 class="text-[1.17em] font-medium mb-2"><strong>1. How do I decide between assisted living and nursing home?</strong></h3>
<p>The decision depends on medical needs and daily support. Assisted living suits seniors needing help with ADLs, while nursing homes are better for those requiring constant medical care or rehabilitation services.</p>
<h3 class="text-[1.17em] font-medium mb-2"><strong>2. What is one of the biggest drawbacks of assisted living?</strong></h3>
<p>Assisted living does not provide continuous skilled nursing care. Seniors with complex medical conditions may eventually need a nursing home if health needs increase.</p>
<h3 class="text-[1.17em] font-medium mb-2"><strong>3. Is assisted living or nursing homes better for dementia?</strong></h3>
<p>Assisted living with memory care works for early to moderate dementia. Nursing homes may be necessary for advanced dementia combined with complex medical needs.</p>
<h3 class="text-[1.17em] font-medium mb-2"><strong>4. What are the benefits of assisted living vs nursing homes?</strong></h3>
<p>Assisted living offers more independence, social engagement, and a home-like environment. Nursing homes provide advanced medical care, rehabilitation, and constant supervision.</p>
<h3 class="text-[1.17em] font-medium mb-2"><strong>5. When should someone move from assisted living to a nursing home?</strong></h3>
<p>A move is typically needed when medical needs exceed assisted living capabilities, such as advanced chronic illness, frequent hospitalizations, or need for skilled nursing care.</p>]]> </content:encoded>
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<title>Reliable Car Rental App Development Company for Startup Growth</title>
<link>https://news.bangboxonline.com/reliable-car-rental-app-development-company-for-startup-growth</link>
<guid>https://news.bangboxonline.com/reliable-car-rental-app-development-company-for-startup-growth</guid>
<description><![CDATA[ Dinoustech is a trusted Car Rental App Development Company offering custom, scalable, and user-friendly apps with advanced features for modern mobility solutions. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3273ffb01d1.jpg" length="98138" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 15:46:47 +0500</pubDate>
<dc:creator>Dinoustech</dc:creator>
<media:keywords>This website uses cookies to ensure you get the best experience on our website. Learn More</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>In today’s fast-paced digital world, startups are always looking for new ways to shake up traditional industries. The car rental sector is no different. More businesses are adopting on-demand, app-based solutions that offer convenience, flexibility, and efficiency. A dependable </span><a href="https://www.dinoustech.com/car-rental-app-development.html"><span>car rental app development company</span></a><span> is vital in helping startups turn their ideas into functional and scalable mobile applications that meet modern customer needs.</span></p>
<h3 dir="ltr"><span>The Growing Demand for Car Rental Apps</span></h3>
<p dir="ltr"><span>The move from traditional car rental services to digital platforms reflects changes in consumer behavior. Customers now prefer to book vehicles through mobile apps that provide real-time availability, clear pricing, and easy payment options. Startups entering this market need strong and user-friendly applications to stay competitive. This highlights the importance of having a reliable development partner, who can ensure the app is created with up-to-date technologies and industry practices.</span></p>
<p dir="ltr"><span>A well-designed car rental app not only improves the user experience but also streamlines operations for business owners. Digital solutions, from fleet management to booking automation, allow startups to work more efficiently and reduce manual tasks.</span></p>
<h3 dir="ltr"><span>Importance of Choosing the Right Development Partner</span></h3>
<p dir="ltr"><span>Choosing a reliable car rental app development company is a key decision for startups aiming for lasting success. The right partner understands the challenges new businesses face and offers tailored solutions that fit their goals and budget. They focus on creating scalable apps that can grow with the business.</span></p>
<p dir="ltr"><span>An experienced development team ensures that the app includes important features such as real-time GPS tracking, secure payment gateways, booking management systems, and user-friendly interfaces. These features are essential for providing a smooth and engaging customer experience.</span></p>
<p dir="ltr"><span>Dinoustech, for example, has positioned itself as a trusted partner for startups by offering customized app development services that address specific business needs. By using modern frameworks and technologies, the company helps startups launch high-performance apps that stand out in a crowded market.</span></p>
<h3 dir="ltr"><span>Key Features of a Successful Car Rental App</span></h3>
<p dir="ltr"><span>A successful car rental app emphasizes functionality and user experience. Startups need apps that are easy to navigate while providing useful features to meet customer demands. Features such as user registration, vehicle search and filters, real-time booking, and secure payment integration are the building blocks of a reliable app.</span></p>
<p dir="ltr"><span>Additionally, admin panels and fleet management tools enable business owners to oversee operations, track vehicles, and manage bookings effectively. Push notifications, customer support features, and rating systems further improve the overall experience.</span></p>
<p dir="ltr"><span>A skilled development company ensures that all these features are integrated seamlessly into the app, offering a complete solution for both users and business owners.</span></p>
<h3 dir="ltr"><span>Scalability and Future Growth</span></h3>
<p dir="ltr"><span>For startups, scalability is a key aspect of app development. As the business expands, the application should handle more user traffic, additional features, and broader services. A trustworthy car rental app development company designs apps with scalability in mind, ensuring they can meet future needs without significant alterations.</span></p>
<p dir="ltr"><span>Dinoustech focuses on creating scalable and flexible solutions that support business growth. Whether it’s adding new locations, integrating advanced analytics, or launching new services, the app remains efficient and responsive.</span></p>
<h3 dir="ltr"><span>Enhancing User Experience</span></h3>
<p dir="ltr"><span>User experience is crucial for the success of any mobile app. A clear design, quick loading times, and easy navigation are vital for keeping users engaged. Startups need to prioritize user satisfaction to build trust and encourage repeat use.</span></p>
<p dir="ltr"><span>A dependable development company conducts thorough testing and optimization to make sure the app works well across different devices and platforms. By focusing on user-friendly design, startups can create applications that attract customers and retain them over time.</span></p>
<h3 dir="ltr"><span>Security and Reliability</span></h3>
<p dir="ltr"><span>Security is a critical factor in car rental app development. With online transactions and personal information involved, startups must ensure their applications are secure and meet industry standards. A trusted development partner implements strong security measures like data encryption, secure payment gateways, and authentication protocols.</span></p>
<p dir="ltr"><span>Reliability is equally important, as users expect the app to work without interruptions or technical problems. A well-built app boosts customer confidence and enhances the brand’s reputation in the market.</span></p>
<h3 dir="ltr"><span>Conclusion</span></h3>
<p dir="ltr"><span>The success of a car rental startup depends heavily on the quality and performance of its mobile application. Partnering with a reliable car rental app development company ensures that startups receive a strong, scalable, and user-friendly solution tailored to their needs. From planning to deployment, the right development partner offers full support, helping businesses achieve their goals.</span></p>
<p dir="ltr"><span>Dinoustech stands out as a trusted name in this field, offering innovative and customized solutions that empower startups to succeed in the competitive car rental industry. By investing in professional app development services, startups can establish a strong digital presence and unlock new growth opportunities in the evolving mobility landscape.</span></p>]]> </content:encoded>
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<title>Menthol Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Menthol-Price-71626</link>
<guid>https://news.bangboxonline.com/Menthol-Price-71626</guid>
<description><![CDATA[ Menthol Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a327a07e7fd6.jpg" length="55850" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 15:42:23 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Menthol Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1056}"></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:344,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1090}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:374,&quot;w&quot;:624,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1416}"><img 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" width="624" height="339" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:624,&quot;h&quot;:339,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1090}"></span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:406,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1448}"><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:408,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1450}"> </b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:440,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1482}"><a href="https://www.chemanalyst.com/Pricing-data/menthol-2483" bis_size="{&quot;x&quot;:8,&quot;y&quot;:442,&quot;w&quot;:254,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1484}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:442,&quot;w&quot;:254,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1484}">According to ChemAnalyst Menthol Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:442,&quot;w&quot;:1175,&quot;h&quot;:96,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1484}"> market witnessed notable fluctuations during 2025, influenced by changing demand patterns, inventory levels, export competitiveness, and seasonal procurement trends across major consuming regions. Menthol, a widely used ingredient in pharmaceuticals, personal care products, oral hygiene formulations, food flavoring, and tobacco products, remains a crucial specialty chemical in the global market. As industries continue to expand and consumer demand for cooling and flavoring agents grows, the Menthol industry is expected to maintain a significant role in the global specialty chemicals sector. The evolving supply-demand balance, trade dynamics, and downstream consumption patterns are expected to shape the </span><span bis_size="{&quot;x&quot;:73,&quot;y&quot;:522,&quot;w&quot;:125,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:1564}">Menthol Trend Price</span><span bis_size="{&quot;x&quot;:198,&quot;y&quot;:522,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:500,&quot;abs_y&quot;:1564}"> and the broader </span><span bis_size="{&quot;x&quot;:305,&quot;y&quot;:522,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:607,&quot;abs_y&quot;:1564}">Menthol Trend Market</span><span bis_size="{&quot;x&quot;:441,&quot;y&quot;:522,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:743,&quot;abs_y&quot;:1564}"> throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:557,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1599}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:555,&quot;w&quot;:324,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1597}">Global Menthol Market Overview</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:594,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1636}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:596,&quot;w&quot;:1180,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1638}">Menthol is derived from natural mint oils or produced synthetically and is extensively utilized across healthcare, cosmetics, confectionery, and tobacco industries. The global market remains highly interconnected, with Asia-Pacific serving as a major production hub while North America and Europe continue to be key consumption centers. India and China play particularly important roles in the international supply chain due to their large-scale production capabilities and export-oriented manufacturing sectors.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:668,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1710}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:670,&quot;w&quot;:1149,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1712}">During 2025, global Menthol markets experienced a mixed performance. While some regions observed price gains due to seasonal demand and inventory replenishment activities, others witnessed softer pricing because of increased imports, competitive exports, and cautious purchasing behavior. These market developments significantly impacted the overall </span><span bis_size="{&quot;x&quot;:1079,&quot;y&quot;:690,&quot;w&quot;:85,&quot;h&quot;:16,&quot;abs_x&quot;:1381,&quot;abs_y&quot;:1732}">Menthol Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:710,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1752}"> movement across major economies. </span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:746,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1788}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:744,&quot;w&quot;:403,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1786}">Menthol Price Analysis in North America</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:783,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1825}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:785,&quot;w&quot;:1145,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1827}">North America experienced moderate upward momentum in Menthol pricing during the final quarter of 2025. Market participants increased procurement activities in preparation for winter demand, particularly from pharmaceutical and healthcare sectors where menthol-based products witness heightened consumption during colder months.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:837,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1879}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:839,&quot;w&quot;:1174,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1881}">The United States market recorded a quarter-over-quarter increase in the Menthol Price Index, supported by replenishment demand and stable supply conditions. However, toward the end of the quarter, increased import arrivals and elevated inventory levels created downward pressure on spot prices. Lower freight costs and competitive export offers from Asian suppliers further contributed to pricing adjustments. Despite these challenges, overall demand from pharmaceutical manufacturers helped support market fundamentals. </span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:911,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1953}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:913,&quot;w&quot;:1154,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1955}">As 2026 progresses, North American buyers are expected to closely monitor inventory levels, regulatory developments, and import trends. Stable consumption from healthcare and FMCG sectors could provide support to the </span><span bis_size="{&quot;x&quot;:233,&quot;y&quot;:933,&quot;w&quot;:125,&quot;h&quot;:16,&quot;abs_x&quot;:535,&quot;abs_y&quot;:1975}">Menthol Trend Price</span><span bis_size="{&quot;x&quot;:358,&quot;y&quot;:933,&quot;w&quot;:448,&quot;h&quot;:16,&quot;abs_x&quot;:660,&quot;abs_y&quot;:1975}">, although ample supply availability may limit aggressive price increases.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:969,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2011}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:967,&quot;w&quot;:297,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2009}">Asia-Pacific Market Dynamics</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1006,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2048}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1008,&quot;w&quot;:521,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2050}">The Asia-Pacific region remains one of the most influential contributors to the global </span><span bis_size="{&quot;x&quot;:529,&quot;y&quot;:1008,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:831,&quot;abs_y&quot;:2050}">Menthol Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1008,&quot;w&quot;:1147,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2050}">. China and India continue to dominate production and export activities, making regional developments critical for international pricing trends.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1060,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2102}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1062,&quot;w&quot;:1187,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2104}">In China, Menthol prices showed resilience during late 2025 due to steady export demand and relatively low inventory levels. Although exporters reduced offers slightly in December to maintain production rates and clear inventories, overall market sentiment remained constructive. Export-oriented demand from pharmaceutical and flavoring industries supported market activity and helped prevent significant price declines. </span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1134,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2176}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1136,&quot;w&quot;:1170,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2178}">India remains a major global supplier of natural Menthol crystals. Stable export shipments and consistent international demand contributed to balanced market conditions throughout much of 2025. The country's strong agricultural base and established processing infrastructure continue to strengthen its position within the global Menthol supply chain. Market participants observed relatively stable export flows, with buyers maintaining regular procurement schedules despite occasional price adjustments. </span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1208,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2250}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1210,&quot;w&quot;:502,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2252}">Looking ahead, Asia-Pacific is expected to remain a critical determinant of global </span><span bis_size="{&quot;x&quot;:510,&quot;y&quot;:1210,&quot;w&quot;:85,&quot;h&quot;:16,&quot;abs_x&quot;:812,&quot;abs_y&quot;:2252}">Menthol Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1210,&quot;w&quot;:1155,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2252}"> movements. Export performance, agricultural output, and international trade flows will likely influence regional and global pricing trends throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1265,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2307}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1263,&quot;w&quot;:390,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2305}">European Menthol Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1303,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2345}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1305,&quot;w&quot;:1168,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2347}">Europe's Menthol market remained relatively balanced during 2025, supported by demand from pharmaceutical, cosmetic, and personal care sectors. European buyers generally maintained cautious procurement strategies, focusing on inventory optimization amid uncertain economic conditions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1357,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2399}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1359,&quot;w&quot;:1127,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2401}">Imports from Asia continued to satisfy a significant portion of regional demand. Stable supply availability and moderate consumption patterns prevented major price volatility. However, fluctuations in freight costs, currency exchange rates, and import volumes periodically influenced purchasing decisions across the continent.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1411,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2453}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1413,&quot;w&quot;:1151,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2455}">The European market's outlook for 2026 remains positive, supported by growing applications in healthcare, wellness products, and premium personal care formulations. These factors are expected to contribute to steady growth in the </span><span bis_size="{&quot;x&quot;:294,&quot;y&quot;:1433,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:596,&quot;abs_y&quot;:2475}">Menthol Trend Market</span><span bis_size="{&quot;x&quot;:430,&quot;y&quot;:1433,&quot;w&quot;:314,&quot;h&quot;:16,&quot;abs_x&quot;:732,&quot;abs_y&quot;:2475}"> while supporting long-term demand fundamentals.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1468,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2510}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1466,&quot;w&quot;:637,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2508}">Supply Chain and Production Factors Influencing Menthol Price</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1506,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2548}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1508,&quot;w&quot;:427,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2550}">Several production and supply-side factors continue to impact global </span><span bis_size="{&quot;x&quot;:435,&quot;y&quot;:1508,&quot;w&quot;:85,&quot;h&quot;:16,&quot;abs_x&quot;:737,&quot;abs_y&quot;:2550}">Menthol Price</span><span bis_size="{&quot;x&quot;:520,&quot;y&quot;:1508,&quot;w&quot;:242,&quot;h&quot;:16,&quot;abs_x&quot;:822,&quot;abs_y&quot;:2550}"> trends. Among the most important are:</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1542,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2584}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1543,&quot;w&quot;:189,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2585}">Raw Material Availability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1578,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2620}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1580,&quot;w&quot;:1173,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2622}">Natural Menthol production depends heavily on mint cultivation and agricultural yields. Weather conditions, crop productivity, and farming economics directly influence raw material availability and production costs.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1635,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2677}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1636,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2678}">Manufacturing Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1671,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2713}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1673,&quot;w&quot;:1182,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2715}">Synthetic Menthol producers face fluctuations in feedstock and energy costs. Stable production costs observed during portions of 2025 helped manufacturers maintain consistent output levels. However, future changes in energy markets could affect production economics and pricing strategies. </span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1728,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2770}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1729,&quot;w&quot;:178,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2771}">Inventory Management</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1764,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2806}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1766,&quot;w&quot;:1167,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2808}">Inventory levels remain a critical pricing determinant. Elevated stock levels often create downward pressure on prices, while tighter inventories can strengthen supplier bargaining power and support price increases.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1820,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2862}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1821,&quot;w&quot;:165,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2863}">Freight and Logistics</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1857,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2899}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1859,&quot;w&quot;:1147,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2901}">Global shipping costs continue to influence international trade competitiveness. Reduced freight rates in late 2025 lowered landed costs for importers and contributed to increased pricing competition in several regions. </span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1911,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2953}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1913,&quot;w&quot;:216,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2955}">Track Real Time Prices Of Menthol</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1945,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2987}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Menthol" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1947,&quot;w&quot;:464,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2989}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1947,&quot;w&quot;:464,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2989}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Menthol</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1982,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3024}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1980,&quot;w&quot;:472,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3022}">Demand Trends Supporting the Menthol Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2020,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3062}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2022,&quot;w&quot;:537,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3064}">Demand-side developments remain central to understanding the future direction of the </span><span bis_size="{&quot;x&quot;:545,&quot;y&quot;:2022,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:847,&quot;abs_y&quot;:3064}">Menthol Trend Market</span><span bis_size="{&quot;x&quot;:681,&quot;y&quot;:2022,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:983,&quot;abs_y&quot;:3064}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2056,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3098}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2057,&quot;w&quot;:190,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3099}">Pharmaceutical Industry</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2092,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3134}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2094,&quot;w&quot;:1188,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3136}">Menthol is widely utilized in cough syrups, throat lozenges, inhalers, topical analgesics, and cold-relief products. Seasonal healthcare demand remains one of the strongest consumption drivers globally. Winter respiratory illness seasons typically generate increased purchasing activity from pharmaceutical manufacturers.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2149,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3191}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2150,&quot;w&quot;:231,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3192}">Personal Care and Cosmetics</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2185,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3227}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2187,&quot;w&quot;:1155,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3229}">The cooling properties of Menthol make it a preferred ingredient in skincare products, shampoos, aftershaves, lotions, and cosmetic formulations. Rising consumer interest in wellness and personal care products continues to support industry growth.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2241,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3283}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2242,&quot;w&quot;:207,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3284}">Food and Beverage Sector</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2278,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3320}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2280,&quot;w&quot;:1163,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3322}">Menthol serves as an important flavoring agent in confectionery products, chewing gum, candies, and beverages. Growing consumer demand for refreshing flavors contributes to consistent consumption within this sector.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2334,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3376}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2335,&quot;w&quot;:175,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3377}">Oral Care Applications</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2371,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3413}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2373,&quot;w&quot;:1154,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3415}">Toothpastes, mouthwashes, and breath fresheners frequently incorporate Menthol due to its cooling sensation and flavor profile. Expanding oral hygiene awareness globally is expected to sustain long-term demand growth.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2425,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3467}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2427,&quot;w&quot;:507,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3469}">These diverse applications create a stable demand base that supports the overall </span><span bis_size="{&quot;x&quot;:515,&quot;y&quot;:2427,&quot;w&quot;:85,&quot;h&quot;:16,&quot;abs_x&quot;:817,&quot;abs_y&quot;:3469}">Menthol Price</span><span bis_size="{&quot;x&quot;:601,&quot;y&quot;:2427,&quot;w&quot;:254,&quot;h&quot;:16,&quot;abs_x&quot;:903,&quot;abs_y&quot;:3469}"> outlook over the medium and long term. </span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2462,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3504}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2460,&quot;w&quot;:442,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3502}">Key Challenges Facing the Menthol Industry</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2499,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3541}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2501,&quot;w&quot;:698,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3543}">Despite favorable growth prospects, the industry faces several challenges that could impact future pricing trends.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2536,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3578}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2537,&quot;w&quot;:180,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3579}">Regulatory Uncertainty</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2572,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3614}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2574,&quot;w&quot;:1172,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3616}">Regulatory discussions surrounding menthol-containing tobacco products have created periodic uncertainty in some markets. Such developments may affect procurement behavior and long-term demand projections. </span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2629,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3671}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2630,&quot;w&quot;:242,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3672}">Seasonal Demand Fluctuations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2665,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3707}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2667,&quot;w&quot;:1128,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3709}">Menthol consumption often varies throughout the year, particularly in pharmaceutical and personal care sectors. Seasonal demand cycles can contribute to short-term pricing volatility.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2701,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3743}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2702,&quot;w&quot;:150,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3744}">Global Competition</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2738,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3780}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2740,&quot;w&quot;:1152,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3782}">Increasing export competitiveness among major producing nations continues to intensify pricing pressure. Suppliers must balance production volumes, inventory management, and export strategies to remain competitive.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2794,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3836}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2795,&quot;w&quot;:168,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3837}">Economic Conditions</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2830,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3872}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2832,&quot;w&quot;:1011,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3874}">Broader economic factors, including inflation, consumer spending trends, and industrial activity levels, may influence downstream demand and purchasing patterns.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2868,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3910}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2866,&quot;w&quot;:317,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3908}">Menthol Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2905,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3947}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2907,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3949}">The outlook for </span><span bis_size="{&quot;x&quot;:105,&quot;y&quot;:2907,&quot;w&quot;:85,&quot;h&quot;:16,&quot;abs_x&quot;:407,&quot;abs_y&quot;:3949}">Menthol Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2907,&quot;w&quot;:1188,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3949}"> in 2026 appears stable to moderately bullish. Industry fundamentals suggest continued support from pharmaceutical, personal care, and food applications. Market participants expect seasonal demand recovery, inventory replenishment activities, and steady industrial consumption to contribute to market stability.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2959,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4001}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2961,&quot;w&quot;:1132,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4003}">In North America, healthcare and FMCG demand are expected to provide ongoing support for pricing. In Asia-Pacific, export demand and replenishment buying may strengthen market sentiment, particularly if inventory levels remain controlled. European consumption is anticipated to remain steady, supported by healthcare and cosmetic applications. </span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3013,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4055}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3015,&quot;w&quot;:1152,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4057}">However, the pace of price growth may be moderated by adequate global supply availability and competitive export offers. Market participants will closely monitor freight costs, agricultural production levels, and regulatory developments that could influence the broader </span><span bis_size="{&quot;x&quot;:505,&quot;y&quot;:3035,&quot;w&quot;:125,&quot;h&quot;:16,&quot;abs_x&quot;:807,&quot;abs_y&quot;:4077}">Menthol Trend Price</span><span bis_size="{&quot;x&quot;:630,&quot;y&quot;:3035,&quot;w&quot;:52,&quot;h&quot;:16,&quot;abs_x&quot;:932,&quot;abs_y&quot;:4077}"> outlook.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3071,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4113}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3069,&quot;w&quot;:444,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4111}">Future Outlook for the Menthol Trend Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3108,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4150}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3110,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4152}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:3110,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:4152}">Menthol Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3110,&quot;w&quot;:1185,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4152}"> remains encouraging. Growing consumer awareness regarding wellness, increasing healthcare expenditures, and expanding personal care industries are expected to drive sustained demand. Emerging economies are also witnessing rising consumption of pharmaceutical and hygiene products, creating new opportunities for market expansion.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3182,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4224}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3184,&quot;w&quot;:1173,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4226}">Technological advancements in synthetic production, improvements in agricultural productivity, and enhanced supply chain efficiencies are likely to support industry growth over the coming years. Furthermore, diversification of applications across healthcare, cosmetics, food processing, and industrial sectors will strengthen market resilience against isolated demand fluctuations.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3236,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4278}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3238,&quot;w&quot;:1110,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4280}">As a result, global Menthol demand is expected to maintain a positive trajectory, supporting favorable market conditions for producers, exporters, and downstream consumers alike.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3274,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4316}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3272,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4314}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3311,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4353}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3313,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4355}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:3313,&quot;w&quot;:85,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:4355}">Menthol Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3313,&quot;w&quot;:1143,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4355}"> market entered 2026 with a balanced outlook supported by healthy demand fundamentals and stable supply conditions. While regional differences continue to influence short-term pricing movements, long-term growth drivers remain firmly intact. Seasonal pharmaceutical demand, expanding personal care applications, and steady food industry consumption are expected to support market development across major regions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3385,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4427}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3387,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4429}">The </span><a href="https://www.chemanalyst.com/Pricing-data/menthol-2483" bis_size="{&quot;x&quot;:36,&quot;y&quot;:3387,&quot;w&quot;:125,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:4429}"><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:3387,&quot;w&quot;:125,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:4429}">Menthol Trend Price</span></a><span bis_size="{&quot;x&quot;:161,&quot;y&quot;:3387,&quot;w&quot;:982,&quot;h&quot;:16,&quot;abs_x&quot;:463,&quot;abs_y&quot;:4429}"> is likely to remain influenced by inventory management, export competitiveness, freight costs, and downstream industry performance. Meanwhile, the broader </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3387,&quot;w&quot;:1185,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4429}">Menthol Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3407,&quot;w&quot;:1181,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4449}"> is positioned for sustainable growth as manufacturers continue to capitalize on expanding applications and evolving consumer preferences. With favorable industry fundamentals and diverse end-use demand, Menthol is expected to remain an important specialty chemical commodity throughout 2026 and beyond. </span></p>]]> </content:encoded>
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<title>How to Choose the Safest Non Slip Bathroom Mats for Your Home Oasis</title>
<link>https://news.bangboxonline.com/how-to-choose-the-safest-non-slip-bathroom-mats-for-hour-home-oasis</link>
<guid>https://news.bangboxonline.com/how-to-choose-the-safest-non-slip-bathroom-mats-for-hour-home-oasis</guid>
<description><![CDATA[ Discover how premium non slip bathroom mats safeguard your home wet rooms by providing unshakeable suction grip on wet porcelain and stone tiles. Transform your slick, dangerous shower exits into a warm, rapidly draining, and beautifully cushioned safety zone built for absolute family security. ]]></description>
<enclosure url="https://encrypted-tbn0.gstatic.com/images" length="49398" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 15:39:25 +0500</pubDate>
<dc:creator>Rubber Fit Floors</dc:creator>
<media:keywords>Non Slip Bathroom Mats</media:keywords>
<content:encoded><![CDATA[<p data-path-to-node="4">Have you ever stepped out of a warm, deeply relaxing bath, placed your wet heel down onto a beautiful, glossy tile floor, and felt that sudden, terrifying micro-second of zero gravity where your leg threatens to fly straight out from under you? I used to imagine that designing a flawless bathroom was entirely about picking out sleek chrome taps, minimalist glass shower screens, and expensive marble sinks. We invest so much creative energy and cash into curating a private relaxation zone, yet we routinely leave the most dangerous, high-moisture exit paths completely bare and unprotected against nasty tumbles. Laying down a robust, high-traction system of premium <b data-path-to-node="4" data-index-in-node="670"><response-element class="" ng-version="0.0.0-PLACEHOLDER"><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----></response-element><a _ngcontent-ng-c1017053124="" target="_blank" rel="noopener" externallink="" _nghost-ng-c384200411="" jslog="197247;track:generic_click,impression,attention;BardVeMetadataKey:[[&quot;r_ef203ac3c607f752&quot;,&quot;c_19c87c3dd8d86328&quot;,null,&quot;rc_93d4ddea35ffec37&quot;,null,null,&quot;en&quot;,null,1,null,null,1,0]]" href="https://www.rubberfitfloors.co.uk/collections/non-slip-mats-for-bathroom-floors" class="ng-star-inserted" data-hveid="0" decode-data-ved="1" data-ved="0CAAQ_4QMahgKEwiX2JixmI-VAxUAAAAAHQAAAAAQjwk">non slip bathroom mats</a><response-element class="" ng-version="0.0.0-PLACEHOLDER"><link-block _nghost-ng-c1017053124="" class="ng-star-inserted"><!----></link-block><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----></response-element></b> completely reinvents this high-risk area, serving as a reliable landing strip that captures pooling water while instantly stabilizing your weight. This isn't a flimsy piece of thin cloth that wrinkles up into an annoying trip hazard the second a stray toe catches it, nor is it a cheap open-cell foam pad that holds sour smells and turns grey in a fortnight; it works like a true security anchor, keeping your family upright and comfortable.</p>
<h2 data-path-to-node="5">My Cold Morning Wake-Up Call: How a Slick Tile Floor Changed My Routine Forever</h2>
<p data-path-to-node="6">I will never forget a rushed Tuesday morning when I was running late for an early meeting and jumped out of a steaming hot shower. The smooth porcelain tiles were already wearing an invisible jacket of fine condensation, turning the entire washroom into a hidden ice rink. The instant my damp foot touched that hard, glassy surface, all traction vanished, sending me crashing sideways against the bathtub before I barely caught my balance. That bone-jarring near-miss permanently cured me of the delusion that naked floors are safe when wet. Highly polished stone and glazed ceramic tiles possess absolutely no natural texture or flexible memory to slow you down once water hits them. Introducing heavy-duty, grid-patterned safety mats acts like a permanent safety barrier across your daily path, stopping sudden slips effortlessly so you can dry off in complete peace of mind.</p>
<h2 data-path-to-node="7">The Hidden Mechanics of True Traction and Hydroplaning Prevention</h2>
<p data-path-to-node="8">There is brilliant, deliberate engineering packed into modern vulcanized rubber matting that goes vastly deeper than simply giving your bare feet a soft place to land or hiding an old water stain. It completely alters how human weight interacts with slippery surfaces under wet conditions.</p>
<h3 data-path-to-node="9">Dispelling the Invisible Soap Film Built Up by Daily Showers</h3>
<p data-path-to-node="10">When water droplets and shampoo runoff collect on a flat stone floor, they build a microscopic liquid sheet that lifts your skin away from the solid ground, causing an instant slip. High-performance non slip bathroom mats utilize deep structural grooves and raised surface grids to cut right through this liquid barrier, pushing moisture away from your soles so your body can maintain a direct, unshakeable connection with a stable surface.</p>
<h4 data-path-to-node="11">Why Naked Stone Finishes and Soggy Rugs Turn into Treacherous Traps</h4>
<p data-path-to-node="12">Leaving your washroom exits completely bare means you are constantly dealing with a dangerous build-up of invisible body oils and slick soap scum that coats your beautiful floors. Standard woven cotton bath rugs offer no real defense because they lack any heavy backing, meaning they simply slide across the slick floor like a hockey puck the moment you put real weight on them.</p>
<h3 data-path-to-node="13">Atmospheric Suction Cups: How Advanced Underside Geometries Secure Your Footing</h3>
<p data-path-to-node="14">The real secret behind an elite, industrial-strength safety installation lies directly on its underbelly, where a high-mass backing pattern uses vacuum pressure to stick to wet stone. This clever design prevents the mat from creeping out of place or curling its edges when your kids rush into the room, ensuring the material stays firmly locked down right where you put it.</p>
<h2 data-path-to-node="15">Defeating the Damp Enemy: Banishing Trapped Moisture, Persistent Odors, and Slips</h2>
<p data-path-to-node="16">A busy domestic washroom is an incredibly harsh environment where heavy steam, high humidity, and pooling bathwater constantly threaten your structural safety and flooring health.</p>
<h3 data-path-to-node="17">The Rapid-Draining Blueprint: Advanced Textures That Defy Standing Puddles</h3>
<p data-path-to-node="18">If you leave basic plush fabric mats on your floor, they act like massive sponges that hold onto stale water for hours, creating a cold, damp mess that ruins underlying floorboards. High-performance vulcanized mats feature excellent non-porous properties combined with clever drainage channels, ensuring that water runs right away instead of sinking into the material, allowing the top surface to dry rapidly before nasty smells can form.</p>
<h4 data-path-to-node="19">Zero-Fuss Maintenance: Cleaning Off Scum and Oils and Keeping Your Space Fresh</h4>
<p data-path-to-node="20">No one wants to add a tedious, exhausting scrubbing routine to their busy weekend chores after a long week of work. Keeping a premium non-slip elastomeric surface pristine is remarkably fast and effortless. Because dirt, stray hairs, and body oils cannot bond with the heavy vulcanized compound, a quick shake outside or a brief rinse with a handheld shower head clears the surface completely in seconds without harsh chemicals.</p>
<h2 data-path-to-node="21">High-Density Polymer Investment: Why Heavy Vulcanized Structures Outlast Flimsy Foam</h2>
<p data-path-to-node="22">Securing the ultimate long-term physical protection for a luxury family wet room or a public changing facility means choosing high-density, vulcanized options that stay flat under their own weight rather than thin foam imitations. You want thick, tapered borders that let your doors swing open easily without catching the edges of the mat. For homeowners and estate managers who are ready to transform their wet rooms with commercial-grade durability and a crisp look, selecting your layout from <b data-path-to-node="22" data-index-in-node="496"><response-element class="" ng-version="0.0.0-PLACEHOLDER"><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----></response-element><a _ngcontent-ng-c1017053124="" target="_blank" rel="noopener" externallink="" _nghost-ng-c384200411="" jslog="197247;track:generic_click,impression,attention;BardVeMetadataKey:[[&quot;r_ef203ac3c607f752&quot;,&quot;c_19c87c3dd8d86328&quot;,null,&quot;rc_93d4ddea35ffec37&quot;,null,null,&quot;en&quot;,null,1,null,null,1,0]]" href="https://www.rubberfitfloors.co.uk/" class="ng-star-inserted" data-hveid="0" decode-data-ved="1" data-ved="0CAAQ_4QMahgKEwiX2JixmI-VAxUAAAAAHQAAAAAQkAk">Rubber Fit Floors</a><response-element class="" ng-version="0.0.0-PLACEHOLDER"><link-block _nghost-ng-c1017053124="" class="ng-star-inserted"><!----></link-block><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----></response-element></b> is a spectacular choice. Their premium products are carefully molded using elite, medical-grade raw materials that refuse to crack, tear, or release toxic chemical fumes when your room gets hot and steamy. By trusting a specialized brand that completely avoids weak fillers, you guarantee your sanctuary remains perfectly insulated from cold subfloor chills, stable underfoot, and incredibly safe for many years to come.</p>
<h2 data-path-to-node="23">Conclusion: Embracing Unshakeable Physical Safety and True Household Serenity</h2>
<p data-path-to-node="24">Your home washroom should be an inspiring sanctuary of deep morning energy, total relaxation, and absolute safety, not a hazardous zone where you have to tread carefully to avoid an injury. Relying on thin household carpets or bare polished stone is a risky compromise that leads to unwanted slips and constant worry. Upgrading your high-moisture floor zones with a thick, heavy-density elastic safety foundation is a brilliant home improvement that protects your skeletal health and enhances your property value all at once. Stop letting a little shower water turn your daily routine into an anxious balancing act. Give your wet room the rugged, unyielding physical anchor it truly deserves, secure your footing, and enjoy your morning routine with absolute comfort and total peace of mind every single day.</p>
<h3 data-path-to-node="25">FAQs</h3>
<p data-path-to-node="26"><b data-path-to-node="26" data-index-in-node="0">Will using a high-density non slip bathroom mat damage or discolor expensive under-floor heating tiles?</b></p>
<p data-path-to-node="26">Premium vulcanized safety mats are constructed from highly stable, heat-resistant materials that easily tolerate standard residential under-floor heating elements. The mat will not warp, melt, or crack over time, allowing thermal warmth to rise comfortably into your space while providing an exceptional safety barrier.</p>
<p data-path-to-node="27"><b data-path-to-node="27" data-index-in-node="0">Can these heavy-duty non-slip mats be placed directly inside a slippery acrylic shower tray?</b></p>
<p data-path-to-node="27">Yes, these mats are perfectly optimized for internal shower stalls because their specialized underside suction grids anchor firmly to smooth acrylic and stone bases. The advanced drainage textures quickly guide running soap and water away from your soles, keeping your balance completely secure while you wash.</p>
<p data-path-to-node="28"><b data-path-to-node="28" data-index-in-node="0">How do I clean off dark cosmetic stains or hair dye drips from the surface of the mat?</b></p>
<p data-path-to-node="28">Because the surface is carefully engineered to be non-porous, cosmetic oils and dark pigment droplets cannot soak into the core of the material. You simply spray the affected spot with a mild domestic cleaner, let it sit for a minute, and wipe it perfectly clean with a damp cloth to restore its look.</p>
<p data-path-to-node="29"><b data-path-to-node="29" data-index-in-node="0">Will the suction cup backing hold securely if my bathroom floor features highly textured natural stone?</b></p>
<p data-path-to-node="29">Suction-based safety fixtures achieve their tightest grip on smooth, non-porous surfaces like glazed porcelain, polished marble, or ceramic tiles. If your floor features deeply hand-riven slate or rough stone, the natural high-mass weight of these heavy mats will still keep them flat and stable without sliding away.</p>
<p data-path-to-node="30"><b data-path-to-node="30" data-index-in-node="0">Are these non-slip safety mats safe for family members who suffer from skin allergies or chemical sensitivities?</b></p>
<p data-path-to-node="30">Absolutely, premium safety mats are manufactured using eco-friendly, non-toxic compounds that are completely free from dangerous volatile plasticizers and heavy metals. They do not release strong chemical odors or cause skin irritation, making them perfectly safe for young children, pets, and seniors alike.</p>]]> </content:encoded>
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<title>26 MTB Wheel Sets: Upgrade Your Ride Before the Best Deals Disappear</title>
<link>https://news.bangboxonline.com/26-mtb-wheel-sets-upgrade-your-ride-before-the-best-deals-disappear</link>
<guid>https://news.bangboxonline.com/26-mtb-wheel-sets-upgrade-your-ride-before-the-best-deals-disappear</guid>
<description><![CDATA[ Shop 26 MTB wheel sets from Carson City Bike Shop that deliver rugged and reliable performance on trails and rough terrain. Discover rugged mountain bike wheels designed for stability, control, and a smooth ride. Upgrade your MTB with quality parts and fast shipping. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3278c9bb8d9.jpg" length="15128" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 15:37:17 +0500</pubDate>
<dc:creator>Conceptelectricbikes</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Every serious cyclist knows that performance on the trail depends on more than skill alone. The right equipment can transform an ordinary ride into an extraordinary adventure. That's why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/products/kickstand-sunlt-stl-mtb-rr-bk"><b>26 mtb wheel sets</b></a></span></strong> have become one of the most sought-after upgrades among mountain biking enthusiasts. Built for durability, speed, and superior handling, these wheel sets are the secret weapon behind smoother rides and greater confidence on challenging terrains.<o:p></o:p></p>
<p class="MsoNormal">Whether you're navigating rocky paths, steep descents, or muddy trails, upgrading your bike components can completely change your riding experience. There has never been a better time to invest in quality equipment that pushes your performance to the next level.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Modern Riders Refuse to Settle for Less<o:p></o:p></b></p>
<p class="MsoNormal">Today's mountain bikers demand components that deliver strength without compromising speed. Lightweight yet durable wheel sets offer better control, quicker acceleration, and improved stability on difficult terrain. Riders who make the switch often notice an immediate improvement in responsiveness and overall comfort.<o:p></o:p></p>
<p class="MsoNormal">At <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/"><b>Concept Electric Bikes</b></a></span></strong>, the focus is on helping cyclists experience the perfect balance of innovation and performance. Premium cycling components are carefully selected to meet the expectations of riders who want reliability and long-lasting value from every upgrade.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Superior Trail Performance<o:p></o:p></b></p>
<p class="MsoNormal">A high-quality wheel upgrade isn't just about appearance. It directly impacts efficiency, traction, and maneuverability. Riders who install <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">26 mtb wheel sets</span></strong> often find themselves climbing hills with greater ease and descending with more control than ever before.<o:p></o:p></p>
<p class="MsoNormal">The ability to absorb shocks and maintain stability over rough surfaces can make every journey safer and more enjoyable. Instead of fighting against your bike, you'll feel completely connected to the trail, allowing you to focus on the thrill of the ride.<o:p></o:p></p>
<p class="MsoNormal"><b>Precision Components Make Every Shift Count<o:p></o:p></b></p>
<p class="MsoNormal">Performance doesn't stop at wheels. Smooth and accurate gear transitions are equally important when tackling demanding trails. This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Sram bike shifters</span></strong> become an essential upgrade for passionate cyclists.<o:p></o:p></p>
<p class="MsoNormal">Known for precision engineering and dependable performance, these shifters allow riders to change gears effortlessly, even in the most challenging conditions. Fast, reliable shifting can be the difference between maintaining momentum and losing valuable speed during critical moments on the trail.<o:p></o:p></p>
<p class="MsoNormal"><b>Built for Adventure and Endless Exploration<o:p></o:p></b></p>
<p class="MsoNormal">Mountain biking is more than a hobby; it's a lifestyle driven by adventure and discovery. Riders continuously seek equipment that empowers them to explore new routes and conquer greater challenges.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong> understands the passion behind every ride and offers premium solutions designed to maximize performance and enjoyment. Investing in superior components means spending less time worrying about equipment limitations and more time embracing the excitement of the journey ahead.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Smart Cyclists Upgrade Before the Season Peaks<o:p></o:p></b></p>
<p class="MsoNormal">The demand for premium biking components continues to rise as more riders recognize the benefits of advanced technology. Waiting too long to upgrade could mean missing out on the opportunity to prepare your bike for the most exciting riding season.<o:p></o:p></p>
<p class="MsoNormal">Combining <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">26 mtb wheel sets</span></strong> with high-performance components creates a setup capable of handling demanding trails while delivering exceptional comfort and efficiency. Riders who act early gain the advantage of enjoying every adventure with equipment built to perform under pressure.<o:p></o:p></p>
<p class="MsoNormal"><b>Gear Up With Performance-Driven Innovation<o:p></o:p></b></p>
<p class="MsoNormal">Every ride is an opportunity to push boundaries and create unforgettable experiences. Choosing dependable components ensures that your bike can keep up with your ambitions. Premium equipment enhances confidence, improves control, and allows riders to tackle challenges that once seemed impossible.<o:p></o:p></p>
<p class="MsoNormal">The precision offered by <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/products/shifter-sram-eagle-70-trigger-12s-rh-bk-wintegrated-clamp"><b>Sram bike shifters</b></a></span></strong> complements advanced wheel technology perfectly, creating a seamless riding experience that serious cyclists appreciate. Every gear change feels smoother, every climb becomes more manageable, and every descent inspires greater confidence.<o:p></o:p></p>
<p class="MsoNormal"><b>The Time to Upgrade Is Right Now<o:p></o:p></b></p>
<p class="MsoNormal">Mountain biking is evolving rapidly, and riders who embrace better technology enjoy a significant advantage on every trail. High-quality upgrades deliver performance improvements that can be felt from the very first ride.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/e-bike-wet-lube">E-Bike Lube</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/collections/mountain">mountain bike part</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/chain-keeper">Racing bike brake pads</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Filling Equipment Market Research Report on Industry Growth and Innovations</title>
<link>https://news.bangboxonline.com/filling-equipment-market-research-report-on-industry-growth-and-innovations</link>
<guid>https://news.bangboxonline.com/filling-equipment-market-research-report-on-industry-growth-and-innovations</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32a6d2746ff.jpg" length="66066" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 15:36:30 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Filling Equipment Market Overview</h1>
<p>The global filling equipment market size was valued at USD 24.48 billion in 2024, which is estimated to be USD 25.50 billion in 2025 and reach USD 35.61 billion by 2032, growing at a CAGR of 4.89% from 2024 to 2031. The market is experiencing steady growth due to increasing demand for efficient packaging solutions across various industries, including food &amp; beverages, pharmaceuticals, cosmetics, chemicals, and consumer goods. The rising focus on automation, improved production efficiency, and accurate filling processes is encouraging manufacturers to invest in advanced filling equipment technologies.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/filling-equipment-market-2164">https://www.kingsresearch.com/filling-equipment-market-2164</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global filling equipment market size was valued at USD 24.48 billion in 2024.</strong></p>
</li>
<li>
<p><strong>The market is estimated to reach USD 25.50 billion in 2025 and USD 35.61 billion by 2032.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow at a CAGR of 4.89% during the forecast period.</strong></p>
</li>
<li>
<p><strong>Rising demand for automated filling solutions across food &amp; beverage, pharmaceutical, cosmetic, and chemical industries is driving market expansion.</strong></p>
</li>
<li>
<p><strong>Increasing adoption of advanced packaging technologies and smart manufacturing solutions is boosting market growth.</strong></p>
</li>
<li>
<p><strong>Automatic filling equipment is gaining significant traction due to improved efficiency, accuracy, and reduced operational costs.</strong></p>
</li>
<li>
<p><strong>Growing demand for hygienic and contamination-free packaging processes is supporting industry development.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to witness strong growth due to expanding manufacturing activities and increasing industrial investments.</strong></p>
</li>
<li>
<p><strong>Technological advancements such as robotics, IoT integration, and digital monitoring systems are transforming filling operations.</strong></p>
</li>
</ul>
<p>Filling equipment plays a crucial role in modern manufacturing and packaging operations by ensuring precise, consistent, and efficient filling of products into containers. These machines are designed to handle different product types, including liquids, semi-solids, and solids, while maintaining quality standards and reducing material wastage. With industries increasingly shifting toward automated production systems, filling equipment has become an essential component of packaging lines.</p>
<p>The growing expansion of industries that require high-volume packaging solutions is a major factor contributing to market growth. Manufacturers across sectors are adopting advanced filling machines to improve productivity, minimize human errors, and meet strict quality requirements. The increasing demand for packaged products, changing consumer preferences, and rapid industrialization are further supporting the adoption of filling equipment worldwide.</p>
<p>Modern filling machines offer enhanced flexibility, allowing manufacturers to handle different container sizes, product formulations, and packaging formats. The integration of automation technologies has improved machine performance by enabling real-time monitoring, faster production cycles, and better operational control. These advancements are creating new opportunities for filling equipment manufacturers.</p>
<hr>
<h1><strong>Market Growth Drivers</strong></h1>
<h2>Increasing Demand for Automation in Packaging Processes</h2>
<p>One of the major factors driving the growth of the filling equipment market is the increasing adoption of automated packaging solutions. Industries are moving away from manual filling processes due to limitations such as inconsistent output, higher labor dependency, and increased chances of errors.</p>
<p>Automatic filling machines provide greater accuracy, speed, and reliability compared to traditional methods. These systems can operate continuously with minimal human intervention, helping manufacturers increase production capacity while reducing operational costs.</p>
<p>The growing implementation of Industry 4.0 technologies is further accelerating automation adoption. Smart filling equipment integrated with sensors, data analytics, and connected systems enables manufacturers to monitor production performance and optimize operations.</p>
<h2>Growth of Food and Beverage Industry</h2>
<p>The food and beverage industry represents one of the largest consumers of filling equipment. Rising demand for packaged food products, beverages, dairy products, sauces, and ready-to-eat meals is increasing the need for advanced filling solutions.</p>
<p>Manufacturers are investing in filling machines that provide accurate portion control, maintain hygiene standards, and support high-speed production. The growing consumer preference for convenient and packaged products is expected to continue driving demand for filling equipment.</p>
<h2>Expansion of Pharmaceutical and Healthcare Sector</h2>
<p>The pharmaceutical industry is another significant contributor to market growth. Pharmaceutical manufacturers require highly precise filling equipment to ensure accurate dosage, product safety, and compliance with regulatory standards.</p>
<p>The increasing production of medicines, vaccines, healthcare products, and sterile solutions is creating demand for specialized filling technologies. Advanced pharmaceutical filling machines help prevent contamination and maintain product quality throughout the packaging process.</p>
<h2>Rising Focus on Sustainable Packaging</h2>
<p>Sustainability has become an important factor influencing packaging operations. Companies are increasingly adopting technologies that minimize product waste and improve resource efficiency.</p>
<p>Modern filling equipment helps reduce overfilling, material consumption, and energy usage. The integration of environmentally friendly packaging solutions is expected to support long-term market growth.</p>
<hr>
<h1><strong>Market Trends</strong></h1>
<h2>Integration of Smart Technologies</h2>
<p>The integration of smart technologies such as IoT, artificial intelligence, and automation is transforming the filling equipment industry. Smart machines enable manufacturers to collect real-time production data, detect operational issues, and improve overall efficiency.</p>
<p>Connected filling equipment allows remote monitoring and predictive maintenance, reducing downtime and improving productivity.</p>
<h2>Increasing Adoption of Flexible Filling Systems</h2>
<p>Manufacturers are increasingly demanding flexible filling equipment capable of handling multiple products and packaging formats. Flexible systems allow quick changeovers between production lines, improving efficiency and reducing operational delays.</p>
<p>This trend is particularly important for industries producing diverse product ranges.</p>
<h2>Growth of Hygienic Filling Solutions</h2>
<p>The demand for hygienic and contamination-free filling processes is increasing, especially in food and pharmaceutical industries. Manufacturers are adopting advanced filling machines designed with sanitary materials and improved cleaning mechanisms.</p>
<p>Strict quality regulations and consumer expectations regarding product safety are encouraging companies to invest in advanced filling technologies.</p>
<hr>
<h1><strong>Segmentation Analysis</strong></h1>
<h2>By Sales Type</h2>
<h3>New Machinery</h3>
<p>The new machinery segment holds a significant share of the filling equipment market. Increasing industrial expansion and modernization initiatives are driving demand for newly developed filling machines.</p>
<p>Companies are investing in advanced equipment to improve production capacity and meet changing market requirements. The availability of customized filling solutions is further supporting segment growth.</p>
<h3>Spare Parts</h3>
<p>The spare parts segment is also experiencing steady demand due to the need for maintenance and replacement components. Regular servicing helps maintain machine efficiency and extend equipment lifespan.</p>
<p>As industries increasingly rely on automated filling systems, the demand for high-quality spare parts is expected to increase.</p>
<hr>
<h1>By Process Type</h1>
<h2>Manual Filling Equipment</h2>
<p>Manual filling equipment continues to be used by small-scale manufacturers due to lower initial investment requirements. These systems are suitable for businesses with limited production volumes.</p>
<p>However, the segment faces challenges due to lower efficiency and higher labor dependency compared to automated alternatives.</p>
<h2>Semi-Automatic Filling Equipment</h2>
<p>Semi-automatic filling machines offer a balance between manual operation and automation. These systems improve productivity while maintaining affordability.</p>
<p>Small and medium-sized enterprises are increasingly adopting semi-automatic equipment to enhance operational efficiency.</p>
<h2>Automatic Filling Equipment</h2>
<p>The automatic segment is expected to witness strong growth during the forecast period. Automatic filling machines provide high-speed production, improved accuracy, and reduced labor requirements.</p>
<p>The increasing focus on industrial automation is a major factor driving adoption of automatic filling systems.</p>
<hr>
<h1>By Product Type</h1>
<h2>Liquid Filling Equipment</h2>
<p>Liquid filling equipment represents a major segment due to widespread applications across beverages, pharmaceuticals, cosmetics, and chemicals.</p>
<p>These machines are designed to handle different liquid viscosities while ensuring accurate filling volumes.</p>
<h2>Semi-solid Filling Equipment</h2>
<p>Semi-solid products such as creams, gels, and pastes require specialized filling technologies. The growing cosmetics and pharmaceutical industries are increasing demand for semi-solid filling solutions.</p>
<h2>Solid Filling Equipment</h2>
<p>Solid filling machines are used for products such as powders, granules, capsules, and tablets. Increasing demand from food, pharmaceutical, and chemical industries is supporting growth in this segment.</p>
<hr>
<h1>End-user Industry Analysis</h1>
<p>The filling equipment market serves multiple industries, including:</p>
<p><strong>Food &amp; Beverage Industry:</strong><br>The demand for packaged foods, beverages, and convenience products continues to drive filling equipment adoption.</p>
<p><strong>Pharmaceutical Industry:</strong><br>Strict quality standards and increasing medicine production require advanced filling solutions.</p>
<p><strong>Cosmetics Industry:</strong><br>Growth in personal care products is increasing demand for precise filling technologies.</p>
<p><strong>Chemical Industry:</strong><br>Chemical manufacturers require specialized filling machines capable of handling different product characteristics.</p>
<hr>
<h1><strong>Regional Analysis</strong></h1>
<h2>North America</h2>
<p>North America holds a significant position in the filling equipment market due to advanced manufacturing infrastructure and high adoption of automation technologies.</p>
<p>The presence of major food, pharmaceutical, and packaging companies supports regional growth. Increasing investments in smart manufacturing are further strengthening demand.</p>
<h2>Europe</h2>
<p>Europe is witnessing steady market growth due to strong emphasis on quality standards, sustainability, and advanced manufacturing processes.</p>
<p>The region’s focus on efficient packaging solutions and environmentally friendly practices is encouraging adoption of modern filling equipment.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience substantial growth during the forecast period. Rapid industrialization, expanding manufacturing sectors, and increasing consumer demand are major growth factors.</p>
<p>Countries such as China, India, and Japan are investing heavily in automation and packaging technologies, creating significant opportunities for market players.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are gradually adopting filling technologies due to increasing industrial activities and growing demand for packaged goods.</p>
<p>Infrastructure development and manufacturing expansion are expected to support market growth.</p>
<hr>
<h1><strong>Competitive Landscape</strong></h1>
<p>The filling equipment market is characterized by continuous technological innovation, product development, and strategic partnerships. Companies are focusing on designing efficient, flexible, and automated filling systems to meet evolving customer requirements.</p>
<p>Manufacturers are investing in research and development to introduce machines with improved speed, accuracy, energy efficiency, and digital connectivity.</p>
<p>The competitive environment is influenced by increasing demand for customized solutions and advanced automation capabilities. Companies are also expanding their global presence to capture emerging market opportunities.</p>
<hr>
<h1><strong>Future Outlook</strong></h1>
<p>The future of the filling equipment market looks promising as industries continue to prioritize automation, efficiency, and quality improvement. The increasing demand for packaged products, growth of pharmaceutical manufacturing, and expansion of food processing industries will continue driving market development.</p>
<p>Technological advancements such as artificial intelligence, robotics, and smart monitoring systems are expected to reshape filling operations. Manufacturers that focus on innovation, sustainability, and flexible solutions will gain significant opportunities in the evolving market.</p>
<p>The filling equipment industry is expected to witness steady growth through 2032, supported by increasing industrialization, automation adoption, and the rising need for reliable packaging solutions.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>PCD Pharma Franchise: A Smart Business Opportunity in India&amp;apos;s Booming Healthcare Sector</title>
<link>https://news.bangboxonline.com/pcd-pharma-franchise-a-smart-business-opportunity-in-indias-booming-healthcare-sector</link>
<guid>https://news.bangboxonline.com/pcd-pharma-franchise-a-smart-business-opportunity-in-indias-booming-healthcare-sector</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3276a6b4a4b.jpg" length="268396" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 15:28:01 +0500</pubDate>
<dc:creator>Amplec Healthcare</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">India's pharmaceutical sector keeps expanding every year, and the PCD pharma franchise model remains one of the simplest ways to enter this industry without heavy capital or manufacturing overhead. PCD, short for Propaganda Cum Distribution, lets individuals, medical reps, and small distributors associate with an established pharma company, sell products under that company's brand, and run an independent local business — all without setting up a production unit of their own.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">If you're researching a reliable pharma franchise business to start in 2026, here's why thousands of entrepreneurs and distributors across India are choosing this route.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Why a PCD Pharma Franchise Makes Business Sense</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Unlike a regular distributorship, a PCD pharma franchise in India usually comes with monopoly-based rights for your chosen territory, so you're not competing against ten other franchise holders selling the same brand in your city. Companies such as<a href="https://amplechealthcare.com/franchise-opportunity/"> Amplec Healthcare</a> extend exclusive territorial monopoly rights, meaning your investment is protected from internal competition right from day one.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Another reason this model works well for first-time entrepreneurs is the low entry investment. Most PCD pharma franchise businesses can be started with a modest budget, and a transparent<a href="https://amplechealthcare.com/pcd-pharma-franchise-total-investment-and-cost-in-india/"> breakdown of the actual franchise investment and cost involved</a> helps you plan finances before you commit, instead of running into surprises later.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">What to Check Before Choosing a PCD Pharma Company</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Not every <a href="https://amplechealthcare.com/how-to-choose-the-best-pcd-franchise-company-india/">pharma franchise company</a> offers the same value, so a few things are worth verifying before signing on:</span></p>
<ul>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">WHO-GMP and DCGI certification of the manufacturing facility</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Product range across tablets, capsules, syrups, injectables, and drops</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Marketing support — visual aids, MR bags, samples, and LBLs</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Transparent paperwork and consistent delivery timelines</span></p>
</li>
</ul>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">A genuine PCD pharma franchise company will walk you through the required<a href="https://amplechealthcare.com/certifications-for-general-range-pcd-pharma-franchise-in-india/"> certifications</a> and<a href="https://amplechealthcare.com/documents-required-to-start-a-pcd-pharma-franchise-in-india/"> documentation</a> clearly instead of rushing you into an agreement.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Cardiac Diabetic PCD Franchise: A Growing Niche</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Within the broader PCD pharma franchise space, the cardiac diabetic PCD franchise segment is seeing strong year-on-year demand, driven by rising lifestyle diseases across India. This niche taps into a steady, recurring patient base, since cardiac and diabetic care are chronic categories where prescriptions repeat monthly, giving franchise partners a more predictable revenue cycle. Entrepreneurs evaluating this segment can also study the<a href="https://amplechealthcare.com/requirements-to-start-cardiac-diabetic-pcd-pharma-franchise/"> requirements to start a cardiac diabetic PCD pharma franchise</a> before committing capital.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Choosing the Right Pharma Franchise Partner</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">When shortlisting a monopoly pharma franchise partner, it helps to compare a few<a href="https://amplechealthcare.com/top-10-general-range-pcd-pharma-companies-in-india/"> established PCD pharma companies in India</a> on product range, pricing, and support quality. Look beyond the lowest price tag — the right partner should offer DCGI-approved, WHO-GMP certified products, dependable logistics, and a support team that actually responds when you need them.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Final Thoughts</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">A PCD pharma franchise business is one of the few investment options in India today that combines low risk, healthy profit margins, and an essential industry that isn't slowing down. Whether you're a medical representative looking to go independent, an existing distributor wanting to expand your pharma franchise distributor network, or a first-time entrepreneur, this model offers a practical, low-investment entry point into pharmaceutical marketing and distribution.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">To explore monopoly rights, the full product portfolio, and franchise terms in detail, check the complete<a href="https://amplechealthcare.com/franchise-opportunity/"> </a><a href="https://amplechealthcare.com/how-to-choose-the-best-pcd-franchise-company-india/">PCD pharma franchise opportunity here</a>.</span></p>
<p></p>]]> </content:encoded>
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<title>How to Choose the Right Foil Pouch Packaging?</title>
<link>https://news.bangboxonline.com/how-to-choose-the-right-foil-pouch-packaging</link>
<guid>https://news.bangboxonline.com/how-to-choose-the-right-foil-pouch-packaging</guid>
<description><![CDATA[ In today&#039;s competitive marketplace, packaging plays a crucial role in protecting products, extending shelf life, and influencing purchasing decisions. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3275aeb72f3.jpg" length="35909" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 15:25:30 +0500</pubDate>
<dc:creator>craigmartin</dc:creator>
<media:keywords>Foil Pouch Packaging Wholesale</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>Among the many packaging solutions available, </span><a href="https://www.dodopackaging.co.uk/custom-bags/foil-pouch-packaging/">Foil Pouch Packaging</a><span> has become one of the most popular choices across industries such as food and beverages, pharmaceuticals, cosmetics, pet food, and nutraceuticals. Its excellent barrier properties, lightweight structure, and attractive appearance make it an ideal option for businesses seeking both functionality and visual appeal.</span></p>
<p class="isSelectedEnd"><span>However, selecting the right </span><strong><span>Foil Pouch Packaging</span></strong><span> is not always straightforward. Different products require different pouch specifications, and choosing the wrong packaging can affect product quality, customer satisfaction, and overall brand perception. This guide explores the key factors to consider when selecting the most suitable foil pouch packaging for your products.</span></p>
<h2><span>Understanding Foil Pouch Packaging</span></h2>
<p class="isSelectedEnd"><span>Foil pouch packaging consists of flexible materials laminated with aluminium foil layers. These layers provide superior protection against moisture, oxygen, light, odours, and contaminants. As a result, products remain fresh for longer periods, making foil pouches an excellent solution for products that require extended shelf life.</span></p>
<p class="isSelectedEnd"><span>The versatility of foil pouches allows manufacturers to create various styles, sizes, and designs tailored to specific product requirements. From stand-up pouches to flat pouches and spouted pouches, there are numerous options available to suit different applications.</span></p>
<h2><span>Why Businesses Choose Foil Pouch Packaging</span></h2>
<p class="isSelectedEnd"><span>Before selecting a packaging solution, it is important to understand the benefits that foil pouches offer:</span></p>
<ul data-spread="false">
<li><span>Excellent barrier protection against environmental factors.</span></li>
<li><span>Lightweight and cost-effective compared to rigid packaging.</span></li>
<li><span>Extended product shelf life.</span></li>
<li><span>Reduced transportation and storage costs.</span></li>
<li><span>Customisable designs for strong brand presentation.</span></li>
<li><span>Available in various shapes, sizes, and closure options.</span></li>
<li><span>Suitable for a wide range of products and industries.</span></li>
</ul>
<p class="isSelectedEnd"><span>These advantages make foil pouch packaging a practical and economical choice for modern businesses.</span></p>
<h2><span>Ways to Choose the Right Foil Pouch Packaging</span></h2>
<h3><span>1. Consider Your Product Type</span></h3>
<p class="isSelectedEnd"><span>The first step in choosing the right foil pouch packaging is understanding the nature of your product. Different products have different packaging requirements.</span></p>
<p class="isSelectedEnd"><span>For example:</span></p>
<ul data-spread="false">
<li><span>Dry foods such as coffee, tea, nuts, and snacks require moisture-resistant packaging.</span></li>
<li><span>Pharmaceutical products need protection from light, oxygen, and contamination.</span></li>
<li><span>Liquids and semi-liquids require leak-proof pouches with secure sealing.</span></li>
<li><span>Cosmetic products may need pouches with premium aesthetics and user-friendly dispensing features.</span></li>
</ul>
<p class="isSelectedEnd"><span>By evaluating your product's characteristics, you can determine the appropriate pouch structure and barrier requirements.</span></p>
<h3><span>2. Evaluate Barrier Protection Requirements</span></h3>
<p class="isSelectedEnd"><span>One of the primary reasons companies choose foil pouch packaging is its exceptional barrier performance. However, not all products require the same level of protection.</span></p>
<p class="isSelectedEnd"><span>Consider the following factors:</span></p>
<ul data-spread="false">
<li><span>Sensitivity to moisture</span></li>
<li><span>Exposure to oxygen</span></li>
<li><span>Light sensitivity</span></li>
<li><span>Aroma preservation</span></li>
<li><span>Shelf-life expectations</span></li>
</ul>
<p class="isSelectedEnd"><span>Products that are highly sensitive to environmental conditions often require thicker foil layers and advanced laminate structures to maintain quality throughout storage and distribution.</span></p>
<p class="isSelectedEnd"><span><img src="https://img.freepik.com/premium-psd/metallic-foil-pouch-mockup-isolated-transparent-background_694877-7818.jpg" alt="Picture background" style="display: block; margin-left: auto; margin-right: auto;"></span></p>
<h3><span>3. Choose the Appropriate Pouch Style</span></h3>
<p class="isSelectedEnd"><span>Foil pouch packaging is available in several styles, each designed for specific purposes.</span></p>
<h4><span>Stand-Up Pouches</span></h4>
<p class="isSelectedEnd"><span>Stand-up pouches are highly popular because they can stand upright on retail shelves, improving visibility and presentation. They are commonly used for food, pet treats, supplements, and household products.</span></p>
<h4><span>Flat Pouches</span></h4>
<p class="isSelectedEnd"><span>Flat pouches are ideal for single-use products, samples, spices, and pharmaceutical items. They offer a compact and cost-effective packaging solution.</span></p>
<h4><span>Spouted Pouches</span></h4>
<p class="isSelectedEnd"><span>Spouted pouches are suitable for liquids, sauces, beverages, and personal care products. The spout provides convenience and controlled dispensing.</span></p>
<h4><span>Gusseted Pouches</span></h4>
<p class="isSelectedEnd"><span>These pouches offer increased storage capacity and are often used for bulk products such as coffee beans, grains, and powdered products.</span></p>
<p class="isSelectedEnd"><span>Selecting the right pouch style enhances both functionality and consumer convenience.</span></p>
<h3><span>4. Determine the Correct Size and Capacity</span></h3>
<p class="isSelectedEnd"><span>Choosing the appropriate pouch size is essential for product protection and customer satisfaction.</span></p>
<p class="isSelectedEnd"><span>A pouch that is too large may waste material and increase costs, while a pouch that is too small may compromise product presentation or sealing integrity.</span></p>
<p class="isSelectedEnd"><span>Consider:</span></p>
<ul data-spread="false">
<li><span>Product volume or weight</span></li>
<li><span>Available shelf space</span></li>
<li><span>Shipping requirements</span></li>
<li><span>Consumer usage patterns</span></li>
</ul>
<p class="isSelectedEnd"><span>Accurate sizing helps optimise packaging efficiency while maintaining a professional appearance.</span></p>
<h3><span>5. Select Suitable Closure Features</span></h3>
<p class="isSelectedEnd"><span>Modern consumers value convenience, and closure systems play a significant role in the user experience.</span></p>
<p class="isSelectedEnd"><span>Popular closure options include:</span></p>
<ul data-spread="false">
<li><span>Resealable zip locks</span></li>
<li><span>Tear notches</span></li>
<li><span>Spouts and caps</span></li>
<li><span>Child-resistant closures</span></li>
<li><span>Easy-open features</span></li>
</ul>
<p class="isSelectedEnd"><span>For products intended for multiple uses, resealable closures help preserve freshness and improve customer satisfaction.</span></p>
<h3><span>6. Assess Printing and Branding Needs</span></h3>
<p class="isSelectedEnd"><span>Packaging serves as a powerful marketing tool. Your foil pouch should effectively communicate your brand identity while attracting customer attention.</span></p>
<p class="isSelectedEnd"><span>When evaluating printing options, consider:</span></p>
<ul data-spread="false">
<li><span>High-quality graphics</span></li>
<li><span>Brand colours</span></li>
<li><span>Product information</span></li>
<li><span>Regulatory requirements</span></li>
<li><span>Clear labelling</span></li>
</ul>
<p class="isSelectedEnd"><span>Advanced printing technologies allow businesses to create visually appealing foil pouches that stand out on crowded retail shelves.</span></p>
<h3><span>7. Consider Sustainability Goals</span></h3>
<p class="isSelectedEnd"><span>Environmental responsibility has become increasingly important for both businesses and consumers. Many companies now seek eco-friendly packaging solutions that minimise environmental impact.</span></p>
<p class="isSelectedEnd"><span>When choosing foil pouch packaging, explore options such as:</span></p>
<ul data-spread="false">
<li><span>Recyclable materials</span></li>
<li><span>Reduced material usage</span></li>
<li><span>Lightweight packaging designs</span></li>
<li><span>Sustainable manufacturing practices</span></li>
</ul>
<p class="isSelectedEnd"><span>Balancing performance and sustainability can help strengthen your brand's reputation while meeting customer expectations.</span></p>
<h3><span>8. Review Packaging Durability</span></h3>
<p class="isSelectedEnd"><span>Your packaging must withstand transportation, handling, and storage without compromising product quality.</span></p>
<p class="isSelectedEnd"><span>Evaluate factors such as:</span></p>
<ul data-spread="false">
<li><span>Puncture resistance</span></li>
<li><span>Seal strength</span></li>
<li><span>Flexibility</span></li>
<li><span>Temperature tolerance</span></li>
</ul>
<p class="isSelectedEnd"><span>Durable foil pouch packaging reduces the risk of product damage and minimises losses throughout the supply chain.</span></p>
<h3><span>9. Ensure Regulatory Compliance</span></h3>
<p class="isSelectedEnd"><span>Different industries have specific packaging regulations that must be followed. Food products, pharmaceuticals, and cosmetics often require compliance with strict safety and labelling standards.</span></p>
<p class="isSelectedEnd"><span>Before selecting foil pouch packaging, verify that the materials and manufacturing processes meet relevant industry requirements and legal regulations.</span></p>
<p class="isSelectedEnd"><span>Working with an experienced packaging supplier can help ensure compliance and avoid costly issues.</span></p>
<h3><span>10. Partner with a Reliable Packaging Supplier</span></h3>
<p class="isSelectedEnd"><span>The quality of your packaging depends heavily on the expertise of your supplier. A reputable supplier can provide valuable guidance, customisation options, and consistent product quality.</span></p>
<p class="isSelectedEnd"><span>When evaluating suppliers, consider:</span></p>
<ul data-spread="false">
<li><span>Industry experience</span></li>
<li><span>Quality certifications</span></li>
<li><span>Manufacturing capabilities</span></li>
<li><span>Design support</span></li>
<li><span>Customer service</span></li>
<li><span>Production lead times</span></li>
</ul>
<p class="isSelectedEnd"><span>A trusted supplier can help you select the most effective foil pouch packaging solution for your specific business needs.</span></p>
<h2><span>Common Mistakes to Avoid</span></h2>
<p class="isSelectedEnd"><span>When choosing foil pouch packaging, businesses should avoid several common mistakes:</span></p>
<ul data-spread="false">
<li><span>Selecting packaging based solely on cost.</span></li>
<li><span>Ignoring product-specific barrier requirements.</span></li>
<li><span>Choosing inappropriate pouch sizes.</span></li>
<li><span>Overlooking consumer convenience features.</span></li>
<li><span>Neglecting branding and visual appeal.</span></li>
<li><span>Failing to consider sustainability objectives.</span></li>
</ul>
<p class="isSelectedEnd"><span>Avoiding these errors can help maximise product protection and improve market performance.</span></p>
<h2><span>Conclusion</span></h2>
<p class="isSelectedEnd"><span>Choosing the right </span><strong><span>Foil Pouch Packaging</span></strong><span> requires careful consideration of product requirements, barrier protection, pouch style, durability, branding, sustainability, and regulatory compliance. The ideal packaging solution should not only protect the product but also enhance customer experience and strengthen brand recognition.</span></p>
<p><span>As consumer expectations continue to evolve, businesses that invest in high-quality foil pouch packaging can gain a competitive advantage through improved product preservation, attractive presentation, and greater convenience. By evaluating your packaging needs thoroughly and partnering with a reliable supplier, you can select a foil pouch solution that supports both product performance and long-term business growth.</span></p>]]> </content:encoded>
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<item>
<title>Why Every Importer Needs a Customs Attorney Now</title>
<link>https://news.bangboxonline.com/customs-attorney</link>
<guid>https://news.bangboxonline.com/customs-attorney</guid>
<description><![CDATA[ A customs attorney protects your bottom line before goods ever reach the border. Learn why proactive trade counsel beats costly disputes later. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32756f3a489.jpg" length="88344" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 15:23:07 +0500</pubDate>
<dc:creator>Pabitra Giri</dc:creator>
<media:keywords>customs attorney</media:keywords>
<content:encoded><![CDATA[<p class="font-claude-response-body break-words whitespace-normal"><strong>Why Every Importer Needs a Customs Attorney Now</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">If you import goods into the United States, you've probably felt that gut-drop moment: a shipment held at the port, a classification dispute you didn't see coming, or a duty bill that's suddenly thousands of dollars higher than you budgeted for. It happens more often than most business owners expect, and it rarely happens because someone broke the rules on purpose. It happens because U.S. Customs and Border Protection enforces a dense, constantly shifting rulebook, and most companies don't have anyone watching it closely until something goes wrong.</p>
<p class="font-claude-response-body break-words whitespace-normal">That's where a <strong>customs attorney</strong> earns their fee many times over.</p>
<p class="font-claude-response-body break-words whitespace-normal"><strong>Customs Law Rewards Preparation, Not Reaction</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">Here's something a lot of importers don't realize until it costs them money: U.S. Customs is one of the only federal agencies where you can lock in a decision about your shipment <em>before</em> it ever crosses the border. Pre-importation rulings exist precisely for this reason. They let you know in advance how your goods will be classified, what duty rate applies, and whether your paperwork will hold up to scrutiny.</p>
<p class="font-claude-response-body break-words whitespace-normal">Without that kind of planning, you're essentially rolling the dice every time a container leaves the dock. A product gets misclassified, even slightly, and what looked like a minor discrepancy on paper turns into a five- or six-figure duty assessment. Multiply that across dozens of shipments a year, and you start to see why proactive legal counsel isn't a luxury for big importers only. It's a financial safeguard for anyone moving goods at scale.</p>
<p class="font-claude-response-body break-words whitespace-normal"><strong>The Real Cost of Misclassification</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">Tariff classification sounds like a back-office detail, but it's one of the most expensive line items in international trade if you get it wrong. The Harmonized Tariff Schedule is thousands of pages long, and two products that look nearly identical on a packing list can fall under completely different duty rates depending on material composition, function, or even how a component is assembled.</p>
<p class="font-claude-response-body break-words whitespace-normal">Valuation and country-of-origin issues compound the problem. Customs doesn't just want to know what something is; they want to know what it's actually worth and where it genuinely came from, especially with so much global manufacturing now spread across multiple countries. A shirt cut in one country and sewn in another isn't always straightforward under the rules. Get any of these three things wrong, and you're not just looking at back duties. You're looking at penalties, interest, and potentially a pattern-of-violation finding that puts every future shipment under a microscope.</p>
<p class="font-claude-response-body break-words whitespace-normal">This is precisely the kind of dispute a seasoned <a href="https://gugli.com/"><strong>tariff attorney</strong></a> is trained to untangle, because the difference between "minor paperwork issue" and "six-figure penalty" often comes down to how the case is framed and argued from the very first response to Customs.</p>
<p class="font-claude-response-body break-words whitespace-normal"><strong>When Goods Get Seized, Timing Is Everything</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">Few things rattle an importer faster than a seizure notice. One day your merchandise is en route, the next it's sitting in a federal holding facility while the clock starts ticking on a 30-day window to respond. Miss that window, or respond with the wrong strategy, and you can lose the goods entirely, even when the underlying issue was a documentation error rather than anything fraudulent.</p>
<p class="font-claude-response-body break-words whitespace-normal">Customs seizures, detentions, and penalty cases are not something to handle reactively with a generic response template. Petitions for relief have a specific structure and a specific tone Customs officials expect to see, and the strength of your initial filing often determines whether you're negotiating from a position of leverage or scrambling from behind. An experienced firm that has spent decades working directly with Customs officials knows which arguments land and which ones waste your limited window.</p>
<p class="font-claude-response-body break-words whitespace-normal"><strong>Free Trade Agreements Are a Double-Edged Sword</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">Free trade agreements sound like an unambiguous win for importers: lower duties, smoother access, less friction. In practice, they're some of the trickiest provisions to qualify for correctly. Rules of origin, regional value content calculations, and documentation requirements vary by agreement, and a small misstep, like sourcing one component from a non-qualifying country, can disqualify an entire shipment retroactively.</p>
<p class="font-claude-response-body break-words whitespace-normal">The savings from properly structured FTA qualification can be enormous over time. But so can the exposure if Customs later determines you claimed preferential treatment without actually meeting the requirements. This is an area where legal guidance pays for itself almost immediately, because the upside of getting it right is so much larger than the cost of getting advice up front.</p>
<p class="font-claude-response-body break-words whitespace-normal"><strong>Why Experience With Customs Officials Actually Matters</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">Not all legal experience is created equal here. Customs and international trade law is narrow enough that general business attorneys, even very good ones, often don't have deep familiarity with how individual Customs ports and officials actually operate day to day. A firm that has spent the better part of a century inside this specific arena brings something that's hard to quantify but impossible to fake: credibility with the people making the decisions.</p>
<p class="font-claude-response-body break-words whitespace-normal">Stein Shostak Shostak Pollack &amp; O'Hara, LLP has been doing exactly this kind of work since 1933, representing importers and exporters out of Los Angeles, which happens to be the largest port of entry for goods coming into the country. That's not a coincidence. Being physically rooted in the busiest customs corridor in America means a level of familiarity with port-specific procedures and personnel that's difficult to replicate from afar. Add an office in Shanghai, and you get a firm that understands both sides of the supply chain, not just the U.S. side of the paperwork.</p>
<p class="font-claude-response-body break-words whitespace-normal"><strong>What Working With the Right Firm Actually Looks Like</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">Good customs counsel isn't just there for emergencies. The most valuable work often happens quietly, well before a problem ever surfaces: reviewing classifications before they're filed, structuring import programs to take advantage of bonded warehouses or foreign trade zones, and making sure your customs broker relationships are documented in a way that protects you if questions arise later.</p>
<p class="font-claude-response-body break-words whitespace-normal">When disputes do happen, and eventually they usually do for any company importing at volume, having a firm that already understands your business and your product lines means you're not starting from zero. You're picking up a conversation that's already been informed by months or years of context.</p>
<p class="font-claude-response-body break-words whitespace-normal"><strong>Protect Your Bottom Line Before Customs Forces the Issue</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">Importing into the United States will always carry some level of regulatory risk. That's simply the nature of moving goods across borders into a country with strict enforcement priorities. What's optional is whether you face that risk reactively, scrambling after a seizure notice or duty demand, or proactively, with experienced counsel already in your corner.</p>]]> </content:encoded>
</item>

<item>
<title>Limonene Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook.</title>
<link>https://news.bangboxonline.com/Limonene-Price-71616</link>
<guid>https://news.bangboxonline.com/Limonene-Price-71616</guid>
<description><![CDATA[ Limonene Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a327566146f8.jpg" length="59131" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 15:22:43 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Limonene Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:16,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1009}"> </span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1041}"><a href="https://www.chemanalyst.com/Pricing-data/limonene-2465" bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:266,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:266,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}">According to ChemAnalyst Limonene Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:1178,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}"> trend in 2026 is expected to be shaped by citrus production levels, raw material availability, demand from the fragrance and flavor industries, industrial solvent applications, sustainability trends, and global supply chain dynamics. Limonene is a naturally occurring terpene primarily extracted from citrus fruit peels and is widely utilized across food and beverage, personal care, pharmaceutical, cleaning product, and industrial sectors. As industries increasingly favor bio-based and environmentally friendly ingredients, the </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:110,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1103}">Limonene Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:110,&quot;w&quot;:1161,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1103}"> has become a key market indicator for manufacturers, suppliers, distributors, and procurement professionals. Growing demand for natural ingredients and green solvents is expected to significantly influence the </span><span bis_size="{&quot;x&quot;:243,&quot;y&quot;:130,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:545,&quot;abs_y&quot;:1123}">Limonene Trend Price</span><span bis_size="{&quot;x&quot;:380,&quot;y&quot;:130,&quot;w&quot;:284,&quot;h&quot;:16,&quot;abs_x&quot;:682,&quot;abs_y&quot;:1123}"> and broader market outlook throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:165,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1158}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:163,&quot;w&quot;:334,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1156}">Overview of the Limonene Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:202,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1195}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:204,&quot;w&quot;:1183,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1197}">Limonene is a colorless liquid hydrocarbon known for its pleasant citrus aroma and versatile functional properties. It is primarily obtained as a by-product of citrus juice processing and is widely used as a flavoring agent, fragrance ingredient, industrial solvent, and cleaning additive.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:256,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1249}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:258,&quot;w&quot;:241,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1251}">Major applications of limonene include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:290,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1283}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1283}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1283}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:292,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1285}">Flavor and food ingredients</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1317}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1317}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:326,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1319}">Fragrance formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1351}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1351}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:360,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1353}">Personal care products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1385}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1385}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:394,&quot;w&quot;:112,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1387}">Cleaning products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1419}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1419}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:428,&quot;w&quot;:112,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1421}">Industrial solvents</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1453}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1453}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:462,&quot;w&quot;:176,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1455}">Pharmaceutical formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1487}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1487}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:496,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1489}">Aromatherapy products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1521}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1521}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:530,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1523}">Agricultural applications</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:562,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1555}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:564,&quot;w&quot;:614,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1557}">The growing preference for naturally derived ingredients continues supporting the expansion of the </span><span bis_size="{&quot;x&quot;:622,&quot;y&quot;:564,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:924,&quot;abs_y&quot;:1557}">Limonene Trend Market</span><span bis_size="{&quot;x&quot;:769,&quot;y&quot;:564,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1071,&quot;abs_y&quot;:1557}"> globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:600,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1593}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:598,&quot;w&quot;:382,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1591}">Global Limonene Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:637,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1630}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:639,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1632}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:639,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1632}">Limonene Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:639,&quot;w&quot;:1121,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1632}"> has experienced fluctuations due to changing citrus harvests, processing volumes, extraction economics, industrial demand, and international trade conditions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:691,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1684}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:693,&quot;w&quot;:345,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1686}">Several factors influencing market performance include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:725,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1718}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:725,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1718}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:725,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1718}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:727,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1720}">Citrus fruit production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:759,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1752}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:759,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1752}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:761,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1754}">Orange juice processing activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:793,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1786}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:793,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1786}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:795,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1788}">Feedstock availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:827,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1820}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:827,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1820}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:829,&quot;w&quot;:243,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1822}">Consumer demand for natural products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:861,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1854}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:861,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1854}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:863,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1856}">Transportation costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1888}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1888}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:897,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1890}">Export and import dynamics</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:929,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1922}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:931,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1924}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:931,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1924}">Limonene Price</span><span bis_size="{&quot;x&quot;:183,&quot;y&quot;:931,&quot;w&quot;:676,&quot;h&quot;:16,&quot;abs_x&quot;:485,&quot;abs_y&quot;:1924}"> is expected to remain influenced by both agricultural production trends and expanding industrial applications.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:967,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1960}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:965,&quot;w&quot;:400,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1958}">Key Factors Influencing Limonene Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1004,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1997}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1005,&quot;w&quot;:366,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1998}">Citrus Production and Raw Material Availability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1040,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2033}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1042,&quot;w&quot;:498,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2035}">Raw material availability remains one of the most significant determinants of the </span><span bis_size="{&quot;x&quot;:506,&quot;y&quot;:1042,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:808,&quot;abs_y&quot;:2035}">Limonene Price</span><span bis_size="{&quot;x&quot;:603,&quot;y&quot;:1042,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:905,&quot;abs_y&quot;:2035}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1074,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2067}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1076,&quot;w&quot;:259,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2069}">Limonene production depends heavily on:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1108,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2101}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1108,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2101}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1108,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2101}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1110,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2103}">Orange peel availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1142,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2135}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1142,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2135}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1144,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2137}">Citrus fruit processing volumes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1176,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2169}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1176,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2169}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1178,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2171}">Agricultural yields</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1210,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2203}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1210,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2203}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1212,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2205}">Weather conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1244,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2237}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1244,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2237}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1246,&quot;w&quot;:92,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2239}">Harvest quality</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1278,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2271}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1280,&quot;w&quot;:585,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2273}">Changes in citrus production can directly impact limonene supply and influence market pricing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1315,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2308}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1316,&quot;w&quot;:256,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2309}">Extraction and Processing Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1351,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2344}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1353,&quot;w&quot;:542,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2346}">The extraction and purification of limonene require specialized processing technologies.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1385,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2378}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1387,&quot;w&quot;:196,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2380}">Major cost components include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1419,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2412}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1419,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2412}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1419,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2412}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1421,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2414}">Citrus feedstock procurement</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2446}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2446}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1455,&quot;w&quot;:131,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2448}">Extraction operations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2480}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2480}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1489,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2482}">Energy consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1521,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2514}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1521,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2514}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1523,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2516}">Purification processes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1555,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2548}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1555,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2548}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1557,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2550}">Packaging and storage</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1589,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2582}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1591,&quot;w&quot;:345,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2584}">Variations in these expenses can significantly affect the </span><span bis_size="{&quot;x&quot;:353,&quot;y&quot;:1591,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:655,&quot;abs_y&quot;:2584}">Limonene Trend Price</span><span bis_size="{&quot;x&quot;:490,&quot;y&quot;:1591,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:792,&quot;abs_y&quot;:2584}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1626,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2619}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1627,&quot;w&quot;:304,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2620}">Fragrance and Flavor Industry Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1662,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2655}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1664,&quot;w&quot;:589,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2657}">The fragrance and flavor industry remains one of the largest consumers of limonene worldwide.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1696,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2689}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1698,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2691}">Demand is supported by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1730,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2723}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1730,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2723}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1730,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2723}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1732,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2725}">Perfume manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1764,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2757}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1764,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2757}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1766,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2759}">Personal care formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1798,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2791}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1798,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2791}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1800,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2793}">Food flavoring products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1832,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2825}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1832,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2825}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1834,&quot;w&quot;:137,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2827}">Beverage applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1866,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2859}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1866,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2859}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1868,&quot;w&quot;:187,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2861}">Household fragrance products</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1900,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2893}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1902,&quot;w&quot;:444,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2895}">The continued growth of these industries supports expansion within the </span><span bis_size="{&quot;x&quot;:452,&quot;y&quot;:1902,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:754,&quot;abs_y&quot;:2895}">Limonene Trend Market</span><span bis_size="{&quot;x&quot;:600,&quot;y&quot;:1902,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:902,&quot;abs_y&quot;:2895}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1936,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2929}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1937,&quot;w&quot;:239,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2930}">Industrial Solvent Applications</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1973,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2966}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1975,&quot;w&quot;:639,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2968}">Limonene has gained popularity as an environmentally friendly alternative to petroleum-based solvents.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2007,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3000}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2009,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3002}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2041,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3034}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2041,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3034}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2041,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3034}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2043,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3036}">Degreasing products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2075,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3068}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2075,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3068}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2077,&quot;w&quot;:113,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3070}">Industrial cleaners</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2109,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3102}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2109,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3102}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2111,&quot;w&quot;:94,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3104}">Paint removers</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2143,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3136}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2143,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3136}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2145,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3138}">Surface treatment products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2177,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3170}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2177,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3170}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2179,&quot;w&quot;:196,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3172}">Specialty chemical formulations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2211,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3204}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2213,&quot;w&quot;:565,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3206}">The increasing adoption of green chemistry solutions continues supporting demand growth.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2247,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3240}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2248,&quot;w&quot;:274,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3241}">Logistics and Transportation Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2283,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3276}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2285,&quot;w&quot;:559,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3278}">Global limonene supply chains depend on efficient transportation and distribution systems.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2317,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3310}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2319,&quot;w&quot;:272,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3312}">Factors affecting logistics expenses include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2351,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3344}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2351,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3344}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2351,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3344}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2353,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3346}">Freight rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2385,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3378}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2385,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3378}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2387,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3380}">Fuel prices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2419,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3412}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2419,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3412}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2421,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3414}">Warehousing costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3446}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3446}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2455,&quot;w&quot;:112,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3448}">Export regulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3480}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3480}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2489,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3482}">Shipping availability</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2521,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3514}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2523,&quot;w&quot;:422,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3516}">Transportation costs remain an important factor affecting the overall </span><span bis_size="{&quot;x&quot;:430,&quot;y&quot;:2523,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:732,&quot;abs_y&quot;:3516}">Limonene Price</span><span bis_size="{&quot;x&quot;:527,&quot;y&quot;:2523,&quot;w&quot;:62,&quot;h&quot;:16,&quot;abs_x&quot;:829,&quot;abs_y&quot;:3516}"> structure.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2559,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3552}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2557,&quot;w&quot;:391,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3550}">North America Limonene Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2596,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3589}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2598,&quot;w&quot;:1010,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3591}">North America remains an important market for limonene due to its established citrus processing industry and strong demand from consumer goods manufacturers.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2630,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3623}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2632,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3625}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:2632,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3625}">Limonene Price</span><span bis_size="{&quot;x&quot;:386,&quot;y&quot;:2632,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:688,&quot;abs_y&quot;:3625}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2664,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3657}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2664,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3657}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2664,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3657}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2666,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3659}">Citrus production levels</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2698,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3691}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2698,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3691}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2700,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3693}">Flavor and fragrance demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2732,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3725}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2732,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3725}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2734,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3727}">Cleaning product consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2766,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3759}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2766,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3759}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2768,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3761}">Industrial solvent applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2800,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3793}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2800,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3793}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2802,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3795}">Supply chain efficiency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2834,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3827}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2836,&quot;w&quot;:668,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3829}">The region’s advanced food processing and consumer goods industries continue supporting market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2872,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3865}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2870,&quot;w&quot;:319,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3863}">Europe Limonene Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2909,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3902}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2911,&quot;w&quot;:571,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3904}">Europe remains a major consumer of natural ingredients and sustainable chemical products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2943,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3936}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2945,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3938}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:2945,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3938}">Limonene Trend Price</span><span bis_size="{&quot;x&quot;:172,&quot;y&quot;:2945,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:474,&quot;abs_y&quot;:3938}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2977,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3970}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2977,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3970}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2977,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3970}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2979,&quot;w&quot;:210,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3972}">Demand for bio-based ingredients</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3011,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4004}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3011,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4004}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3013,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4006}">Environmental regulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3045,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4038}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3045,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4038}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3047,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4040}">Fragrance industry activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3079,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4072}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3079,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4072}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3081,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4074}">Food processing requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3113,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4106}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3113,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4106}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3115,&quot;w&quot;:120,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4108}">Import dependence</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3147,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4140}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3149,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4142}">The region’s strong sustainability focus continues supporting long-term market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3185,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4178}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3183,&quot;w&quot;:366,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4176}">Asia-Pacific Limonene Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3222,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4215}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3224,&quot;w&quot;:645,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4217}">Asia-Pacific is expected to remain one of the fastest-growing regions within the global limonene industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3256,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4249}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3258,&quot;w&quot;:321,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4251}">Key countries contributing to market growth include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3290,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4283}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4283}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4283}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3292,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4285}">China</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4317}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4317}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3326,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4319}">India</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4351}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4351}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3360,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4353}">Japan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4385}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4385}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3394,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4387}">South Korea</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4419}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4419}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3428,&quot;w&quot;:53,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4421}">Thailand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4453}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4453}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3462,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4455}">Indonesia</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3494,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4487}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3496,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4489}">Growth drivers include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3528,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4521}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4521}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4521}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3530,&quot;w&quot;:218,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4523}">Expanding personal care industries</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3562,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4555}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3562,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4555}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3564,&quot;w&quot;:221,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4557}">Growing food and beverage sectors</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3596,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4589}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3596,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4589}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3598,&quot;w&quot;:232,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4591}">Increasing pharmaceutical production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3630,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4623}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3630,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4623}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3632,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4625}">Rising consumer spending</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3664,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4657}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3664,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4657}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3666,&quot;w&quot;:206,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4659}">Urbanization and industrialization</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3698,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4691}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3700,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4693}">These developments are expected to strengthen the </span><span bis_size="{&quot;x&quot;:335,&quot;y&quot;:3700,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:4693}">Limonene Trend Market</span><span bis_size="{&quot;x&quot;:483,&quot;y&quot;:3700,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:785,&quot;abs_y&quot;:4693}"> throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3735,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4728}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3733,&quot;w&quot;:611,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4726}">Fragrance and Personal Care Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3773,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4766}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3775,&quot;w&quot;:662,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4768}">The fragrance and personal care sector remains one of the primary drivers of limonene demand worldwide.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3809,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4802}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3810,&quot;w&quot;:182,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4803}">Perfume Manufacturing</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3846,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4839}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3848,&quot;w&quot;:504,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4841}">Limonene is widely utilized in fragrance formulations due to its fresh citrus aroma.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3882,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4875}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3883,&quot;w&quot;:143,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4876}">Skincare Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3918,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4911}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3920,&quot;w&quot;:529,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4913}">Manufacturers incorporate limonene into creams, lotions, and personal care products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3955,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4948}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3956,&quot;w&quot;:174,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4949}">Hair Care Applications</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3991,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4984}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3993,&quot;w&quot;:504,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4986}">Shampoos and conditioners frequently utilize limonene-based fragrance systems.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4027,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5020}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4028,&quot;w&quot;:181,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5021}">Cosmetic Formulations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4064,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5057}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4066,&quot;w&quot;:589,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5059}">The growing cosmetics industry continues supporting demand for natural fragrance ingredients.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4098,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5091}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4100,&quot;w&quot;:386,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5093}">These applications contribute significantly to the growth of the </span><span bis_size="{&quot;x&quot;:394,&quot;y&quot;:4100,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:696,&quot;abs_y&quot;:5093}">Limonene Trend Market</span><span bis_size="{&quot;x&quot;:541,&quot;y&quot;:4100,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:843,&quot;abs_y&quot;:5093}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4135,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5128}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4133,&quot;w&quot;:362,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5126}">Track Real Time Prices Of Limonene</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4173,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5166}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Limonene" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4175,&quot;w&quot;:476,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5168}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4175,&quot;w&quot;:476,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5168}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Limonene</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4210,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5203}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4208,&quot;w&quot;:414,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5201}">Food and Beverage Industry Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4247,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5240}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4249,&quot;w&quot;:503,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5242}">The food and beverage industry represents another major consumer of limonene.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4284,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5277}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4285,&quot;w&quot;:124,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5278}">Flavoring Agent</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4320,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5313}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4322,&quot;w&quot;:482,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5315}">Limonene is commonly used to enhance citrus flavor profiles in food products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4357,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5350}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4358,&quot;w&quot;:181,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5351}">Beverage Formulations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4393,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5386}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4395,&quot;w&quot;:524,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5388}">Manufacturers incorporate limonene into juices, soft drinks, and specialty beverages.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4429,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5422}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4430,&quot;w&quot;:185,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5423}">Confectionery Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4466,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5459}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4468,&quot;w&quot;:461,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5461}">Candy and confectionery producers utilize limonene-based flavor systems.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4502,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5495}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4503,&quot;w&quot;:136,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5496}">Processed Foods</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4538,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5531}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4540,&quot;w&quot;:477,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5533}">Food manufacturers continue expanding the use of natural flavor ingredients.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4572,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5565}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4574,&quot;w&quot;:338,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5567}">These applications contribute to stable global demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4610,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5603}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4608,&quot;w&quot;:448,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5601}">Industrial and Cleaning Product Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4647,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5640}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4649,&quot;w&quot;:569,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5642}">Limonene has become increasingly important in industrial and household cleaning products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4684,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5677}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4685,&quot;w&quot;:172,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5678}">Eco-Friendly Cleaners</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4720,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5713}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4722,&quot;w&quot;:495,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5715}">Manufacturers utilize limonene in environmentally friendly cleaning formulations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4756,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5749}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4757,&quot;w&quot;:164,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5750}">Degreasing Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4793,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5786}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4795,&quot;w&quot;:568,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5788}">Industrial users rely on limonene-based solvents for cleaning and maintenance applications.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4829,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5822}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4830,&quot;w&quot;:176,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5823}">Surface Care Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4866,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5859}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4868,&quot;w&quot;:376,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5861}">The compound is widely used in specialty cleaning solutions.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4902,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5895}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4903,&quot;w&quot;:219,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5896}">Green Solvent Technologies</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4938,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5931}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4940,&quot;w&quot;:557,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5933}">The increasing adoption of sustainable chemicals continues supporting industrial demand.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4972,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5965}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4974,&quot;w&quot;:392,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5967}">These applications further strengthen market growth prospects.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5010,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6003}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5008,&quot;w&quot;:512,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6001}">Consumer Trends Influencing the Limonene Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5047,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6040}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5049,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6042}">Several trends are shaping the future outlook of the </span><span bis_size="{&quot;x&quot;:330,&quot;y&quot;:5049,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:632,&quot;abs_y&quot;:6042}">Limonene Trend Market</span><span bis_size="{&quot;x&quot;:478,&quot;y&quot;:5049,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:780,&quot;abs_y&quot;:6042}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5084,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6077}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5085,&quot;w&quot;:229,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6078}">Natural Ingredient Preference</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5120,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6113}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5122,&quot;w&quot;:645,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6115}">Consumers increasingly prefer naturally derived ingredients in food, cosmetics, and household products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5156,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6149}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5157,&quot;w&quot;:196,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6150}">Sustainability Awareness</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5193,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6186}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5195,&quot;w&quot;:456,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6188}">Environmental concerns continue driving demand for bio-based materials.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5229,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6222}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5230,&quot;w&quot;:196,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6223}">Green Cleaning Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5265,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6258}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5267,&quot;w&quot;:554,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6260}">The growing popularity of eco-friendly cleaning solutions supports limonene consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5302,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6295}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5303,&quot;w&quot;:260,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6296}">Premium Personal Care Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5338,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6331}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5340,&quot;w&quot;:558,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6333}">Consumers continue seeking high-quality products featuring natural fragrance ingredients.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5375,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6368}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5376,&quot;w&quot;:150,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6369}">Clean Label Trends</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5411,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6404}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5413,&quot;w&quot;:540,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6406}">Food manufacturers increasingly utilize recognizable and naturally sourced ingredients.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5445,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6438}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5447,&quot;w&quot;:599,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6440}">These trends are expected to positively influence market demand throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5482,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6475}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5480,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6473}">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5520,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6513}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5522,&quot;w&quot;:449,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6515}">Despite favorable demand conditions, several challenges may affect the </span><span bis_size="{&quot;x&quot;:457,&quot;y&quot;:5522,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:759,&quot;abs_y&quot;:6515}">Limonene Trend Market</span><span bis_size="{&quot;x&quot;:605,&quot;y&quot;:5522,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:907,&quot;abs_y&quot;:6515}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5556,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6549}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5557,&quot;w&quot;:264,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6550}">Agricultural Production Variability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5593,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6586}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5595,&quot;w&quot;:474,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6588}">Weather conditions and crop yields can significantly impact citrus availability.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5629,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6622}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5630,&quot;w&quot;:216,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6623}">Raw Material Price Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5665,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6658}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5667,&quot;w&quot;:489,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6660}">Changes in citrus processing economics may affect limonene production costs.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5702,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6695}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5703,&quot;w&quot;:210,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6696}">Transportation Constraints</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5738,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6731}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5740,&quot;w&quot;:545,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6733}">Global logistics disruptions may influence product availability and procurement planning.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5774,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6767}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5775,&quot;w&quot;:232,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6768}">Seasonal Supply Fluctuations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5811,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6804}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5813,&quot;w&quot;:524,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6806}">Agricultural production cycles can contribute to supply variability throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5845,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6838}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5847,&quot;w&quot;:482,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6840}">Managing these challenges remains important for maintaining market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5882,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6875}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5880,&quot;w&quot;:490,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6873}">Sustainability and Environmental Considerations</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5920,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6913}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5922,&quot;w&quot;:675,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6915}">Sustainability continues becoming increasingly important within the chemical and consumer goods industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5954,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6947}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5956,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6949}">Manufacturers are investing in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5988,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6981}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5988,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6981}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5988,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6981}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5990,&quot;w&quot;:212,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6983}">Bio-based ingredient development</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6022,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7015}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6022,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7015}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6024,&quot;w&quot;:170,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7017}">Circular economy initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6056,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7049}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6056,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7049}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6058,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7051}">Waste reduction programs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6090,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7083}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6090,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7083}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6092,&quot;w&quot;:259,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7085}">Resource-efficient extraction technologies</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6124,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7117}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6124,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7117}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6126,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7119}">Sustainable sourcing practices</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6158,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7151}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6160,&quot;w&quot;:596,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7153}">These initiatives are expected to influence future market development and production strategies.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6195,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7188}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6193,&quot;w&quot;:336,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7186}">Limonene Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6232,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7225}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6234,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7227}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:6234,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:7227}">Limonene Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6234,&quot;w&quot;:1166,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7227}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by growing demand from fragrance, flavor, personal care, cleaning product, and industrial sectors.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6286,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7279}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6288,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7281}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6320,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7313}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6320,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7313}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6320,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7313}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6322,&quot;w&quot;:232,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7315}">Rising demand for natural ingredients</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6354,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7347}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6354,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7347}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6356,&quot;w&quot;:265,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7349}">Growth in sustainable product formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6388,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7381}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6388,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7381}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6390,&quot;w&quot;:238,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7383}">Expanding personal care consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6422,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7415}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6422,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7415}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6424,&quot;w&quot;:263,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7417}">Increasing food and beverage applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6456,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7449}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6456,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7449}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6458,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7451}">Strong industrial solvent demand</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6490,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7483}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6492,&quot;w&quot;:783,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7485}">At the same time, stable citrus production and efficient supply chain management may help moderate excessive price volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6524,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7517}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6526,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7519}">Most industry participants anticipate moderate fluctuations in the </span><span bis_size="{&quot;x&quot;:410,&quot;y&quot;:6526,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:712,&quot;abs_y&quot;:7519}">Limonene Trend Price</span><span bis_size="{&quot;x&quot;:547,&quot;y&quot;:6526,&quot;w&quot;:618,&quot;h&quot;:16,&quot;abs_x&quot;:849,&quot;abs_y&quot;:7519}">, reflecting agricultural conditions, industrial demand patterns, and broader economic developments.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6562,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7555}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6560,&quot;w&quot;:449,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7553}">Future Opportunities in the Limonene Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6599,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7592}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6601,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7594}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:6601,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:7594}">Limonene Trend Market</span><span bis_size="{&quot;x&quot;:339,&quot;y&quot;:6601,&quot;w&quot;:387,&quot;h&quot;:16,&quot;abs_x&quot;:641,&quot;abs_y&quot;:7594}"> remains highly positive due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6636,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7629}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6637,&quot;w&quot;:248,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7630}">Sustainable Chemical Solutions</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6672,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7665}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6674,&quot;w&quot;:556,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7667}">Growing demand for environmentally friendly solvents creates significant market potential.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6708,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7701}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6709,&quot;w&quot;:201,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7702}">Natural Fragrance Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6745,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7738}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6747,&quot;w&quot;:498,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7740}">The fragrance industry continues increasing its use of natural aroma ingredients.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6781,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7774}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6782,&quot;w&quot;:196,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7775}">Food Industry Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6818,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7811}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6820,&quot;w&quot;:526,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7813}">Rising demand for natural flavoring systems supports long-term consumption growth.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6854,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7847}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6855,&quot;w&quot;:197,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7848}">Personal Care Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6890,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7883}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6892,&quot;w&quot;:625,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7885}">Manufacturers continue introducing products featuring plant-based and naturally sourced ingredients.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6927,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7920}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6928,&quot;w&quot;:240,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7921}">Emerging Market Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6963,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7956}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6965,&quot;w&quot;:698,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7958}">Developing economies continue expanding food processing, personal care, and industrial manufacturing sectors.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7000,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7993}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6998,&quot;w&quot;:311,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7991}">Regional Market Developments</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7038,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8031}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7039,&quot;w&quot;:112,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8032}">North America</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7074,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8067}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7076,&quot;w&quot;:605,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8069}">Strong citrus processing infrastructure and consumer demand continue supporting market growth.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7111,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8104}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7112,&quot;w&quot;:56,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8105}">Europe</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7147,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8140}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7149,&quot;w&quot;:605,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8142}">Environmental regulations and sustainability initiatives contribute to increasing limonene adoption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7183,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8176}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7184,&quot;w&quot;:92,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8177}">Asia-Pacific</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7220,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8213}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7222,&quot;w&quot;:594,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8215}">Rapid industrialization and expanding consumer markets create significant growth opportunities.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7254,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8247}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7256,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8249}">These regional developments are expected to support the continued expansion of the </span><span bis_size="{&quot;x&quot;:541,&quot;y&quot;:7256,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:843,&quot;abs_y&quot;:8249}">Limonene Trend Market</span><span bis_size="{&quot;x&quot;:689,&quot;y&quot;:7256,&quot;w&quot;:194,&quot;h&quot;:16,&quot;abs_x&quot;:991,&quot;abs_y&quot;:8249}"> throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7291,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8284}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7289,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8282}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7329,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8322}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7331,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8324}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:7331,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:8324}">Limonene Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7331,&quot;w&quot;:1157,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8324}"> outlook for 2026 remains supported by growing demand from fragrance, flavor, food processing, personal care, cleaning product, and industrial sectors. Factors such as citrus production levels, raw material availability, extraction costs, logistics expenses, and sustainability initiatives will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7383,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8376}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7385,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8378}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:7385,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8378}">Limonene Trend Price</span><span bis_size="{&quot;x&quot;:172,&quot;y&quot;:7385,&quot;w&quot;:1014,&quot;h&quot;:16,&quot;abs_x&quot;:474,&quot;abs_y&quot;:8378}"> is expected to experience moderate fluctuations depending on agricultural supply conditions, demand patterns, and global economic developments. Meanwhile, the </span><a href="https://www.chemanalyst.com/Pricing-data/limonene-2465" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7405,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8398}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7405,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8398}">Limonene Trend Market</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7405,&quot;w&quot;:1176,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8398}"> is projected to maintain steady long-term growth due to increasing consumer preference for natural ingredients, rising demand for green solvents, expanding personal care applications, and ongoing innovation in sustainable product development.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7457,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8450}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7459,&quot;w&quot;:1178,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8452}">As industries continue prioritizing environmentally friendly and naturally sourced ingredients, limonene is expected to remain a vital component of the global specialty chemicals and consumer goods sectors, supporting sustained market growth and long-term industry development through 2026 and beyond.</span></p>]]> </content:encoded>
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<item>
<title>Advertise Your Nottingham Business with Local Page UK</title>
<link>https://news.bangboxonline.com/advertise-your-nottingham-business-with-local-page-uk</link>
<guid>https://news.bangboxonline.com/advertise-your-nottingham-business-with-local-page-uk</guid>
<description><![CDATA[ Ready to boost your brand? Learn how to effectively advertise your Nottingham business with Local Page UK. Increase visibility and drive local traffic today. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32b07c58f32.jpg" length="345256" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 15:04:18 +0500</pubDate>
<dc:creator>London Local SEO</dc:creator>
<media:keywords>Nottingham business directory, Nottingham business listing, Nottingham free business listing</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;">The digital landscape in Nottingham is shifting rapidly. For local business owners, the challenge is no longer just about having a website; it is about ensuring that when a potential customer searches for a service in the East Midlands, your brand is the one they see first. Whether you operate a boutique in the Lace Market, a cafe in West Bridgford, or a consultancy in the city center, your digital footprint is the most critical asset you own.</p>
<p style="text-align: justify;">Local visibility is the bridge between a business and its community. In a market as dense and competitive as Nottingham, relying solely on word-of-mouth or social media algorithms is often insufficient. To capture high-intent traffic, you need a presence in the spaces where your customers are already looking. This is where strategic placement on a comprehensive<span> </span><a title="null" href="https://localpage.uk/nottingham">Nottingham business directory</a><span> </span>becomes essential for long-term growth.</p>
<h2 style="text-align: justify;">Understanding the Modern Digital Landscape in Nottingham</h2>
<p style="text-align: justify;">Nottingham is a city defined by its blend of history and innovation. From the retail giants to the rising stars of the creative and tech sectors, the economy here is robust. However, this level of economic activity creates a saturated market. When a user types a query into a search engine, the results are flooded with options.</p>
<p style="text-align: justify;">To compete, you must align your strategy with how modern consumers interact with search engines. Users are no longer just looking for a company name; they are looking for solutions. They want to know who is open, who is trusted, and who is nearby. By maintaining an accurate, updated, and authoritative presence on a<span> </span><a title="null" href="https://localpage.uk/nottingham">Nottingham local search directory</a>, you move beyond simply existing online to actively being found by the people who matter most.</p>
<h2 style="text-align: justify;">The Power of Strategic Local Visibility</h2>
<p style="text-align: justify;">Why should you prioritize local search over national or global SEO campaigns? The answer lies in intent. A user searching for a service in their specific locale is in the "consideration" or "decision" stage of the buyer's journey. They are ready to purchase, book, or visit.</p>
<p style="text-align: justify;">When you<span> </span><a title="null" href="https://localpage.uk/nottingham">advertise business Nottingham</a><span> </span>platforms, you are positioning yourself at the point of sale. Visibility acts as your digital storefront. Just as a physical shop requires signage and an inviting display to attract passersby, your online listing acts as the primary contact point for searchers. If your business is hidden, you are effectively ceding that revenue to your competitors.</p>
<h2 style="text-align: justify;">Navigating Free and Paid Exposure</h2>
<p style="text-align: justify;">One of the most frequent questions business owners ask is whether they should focus on free or paid entries. The reality is that a balanced strategy requires both.</p>
<p style="text-align: justify;">Starting with a<span> </span><a title="null" href="https://localpage.uk/free-listing">Nottingham free business listing</a><span> </span>is a fundamental best practice. It establishes your NAP (Name, Address, and Phone number) data, which is crucial for search engine trust. This acts as your baseline. However, in a crowded market, free entries often fall to the bottom of the list.</p>
<p style="text-align: justify;">To gain a competitive edge, many businesses leverage a<span> </span><a title="null" href="https://localpage.uk/sponsored-booster">Nottingham paid business listing</a>. This creates a "booster" effect. Paid placements often appear at the top of category searches, include enhanced call-to-action buttons, and allow for the integration of high-quality media. This is the difference between being listed and being noticed.</p>
<h2 style="text-align: justify;">The Role of Quality Content in Directories</h2>
<p style="text-align: justify;">Simply having a listing is not enough. You must optimize it. To stand out among other<span> </span><a title="null" href="https://localpage.uk/">Nottingham business listings sites</a>, your profile needs to be a rich source of information.</p>
<p style="text-align: justify;">Think like your customer. What questions do they have? They want to see photos of your team or your products. They want to read a description that solves their problem rather than just listing your services. When you take the time to fill out every section of your directory profile, you are providing "content signals" to search engines that your business is active, professional, and worthy of ranking.</p>
<h2 style="text-align: justify;">Building Trust Through Social Proof</h2>
<p style="text-align: justify;">In the digital world, trust is a currency. A high-ranking listing is great, but a listing that is backed by genuine, positive customer reviews is powerful. Reviews provide the social proof that convinces a hesitant customer to take that final step.</p>
<p style="text-align: justify;">When you appear in a directory, ensure you are actively encouraging satisfied clients to share their experiences. Search engines process these reviews as evidence of authority. A listing with a high volume of recent, positive feedback will almost always outperform a competitor with a stagnant profile, regardless of paid status.</p>
<h2 style="text-align: justify;">Future Outlook for Local Search</h2>
<p style="text-align: justify;">As we move toward a future driven by AI and conversational search, the accuracy of your business data becomes even more critical. Virtual assistants and AI agents pull data from trusted directories to answer user queries. If your business information is outdated or missing from key directories, you might be excluded from these AI-generated responses.</p>
<p style="text-align: justify;">By keeping your profile current and consistent across all major platforms, you are future-proofing your business. You are signaling to both humans and algorithms that you are a reliable, stable, and essential part of the Nottingham community.</p>
<h2 style="text-align: justify;">Key Takeaways</h2>
<ul style="text-align: justify;">
<li>
<p>Consistency is king: Ensure your name, address, and phone number are identical everywhere you appear online.</p>
</li>
<li>
<p>Maximize your real estate: Don't just settle for a name and phone number; add photos, service descriptions, and operating hours.</p>
</li>
<li>
<p>Balance your strategy: Use free listings to build your foundation, but use paid options to capture high-intent, immediate traffic.</p>
</li>
<li>
<p>Engage with reviews: Treat reviews as a dialogue, not just a metric; respond to both positive and negative feedback to build brand character.</p>
</li>
<li>
<p>Think local: Focus on the specific language and search terms that your local Nottingham customers use to find services like yours.</p>
</li>
</ul>
<h2 style="text-align: justify;">Frequently Asked Questions</h2>
<h3 style="text-align: justify;">What are the main benefits of a business directory listing?</h3>
<p style="text-align: justify;">A directory listing provides a crucial backlink to your website, improves your local SEO rankings, and increases your brand’s visibility to users who are actively searching for your services in Nottingham.</p>
<h3 style="text-align: justify;">How often should I update my business listing?</h3>
<p style="text-align: justify;">You should update your listing immediately whenever there is a change to your contact details, services, or operating hours. A good practice is to audit your listing quarterly to ensure it remains fresh and accurate.</p>
<h3 style="text-align: justify;">Do reviews actually help my SEO?</h3>
<p style="text-align: justify;">Yes, absolutely. Search engines view recent, positive reviews as a strong signal of quality and relevance, which can significantly boost your ranking within directory results.</p>
<h3 style="text-align: justify;">Is it worth paying for a business listing?</h3>
<p style="text-align: justify;">If you are in a highly competitive industry in Nottingham, a paid listing can provide the visibility needed to break through the noise, driving traffic that you might otherwise lose to competitors.</p>
<h3 style="text-align: justify;">What is the most important part of my business profile?</h3>
<p style="text-align: justify;">Accuracy is the most important factor. If your phone number or address is wrong, you lose the customer immediately. Second to that, a compelling, benefit-driven description of your services helps with conversion.</p>
<h3 style="text-align: justify;">How do I handle a bad review on a directory?</h3>
<p style="text-align: justify;">Respond professionally and promptly. Acknowledge the issue, apologize for the inconvenience, and offer a path to resolution. This shows potential customers that you are a responsible business owner.</p>
<h3 style="text-align: justify;">Can a directory listing help with voice search?</h3>
<p style="text-align: justify;">Yes. Voice assistants (like Siri or Alexa) often source their location-based answers from business directories. Keeping your listing complete increases your chances of being the "answer" provided by these devices.</p>
<h3 style="text-align: justify;">What is NAP consistency?</h3>
<p style="text-align: justify;">NAP stands for Name, Address, and Phone number. NAP consistency means this information is identical across every website and directory. It is a fundamental requirement for local SEO success.</p>
<h3 style="text-align: justify;">Do I need a website to be in a directory?</h3>
<p style="text-align: justify;">While having your own website is highly recommended, most directories allow you to list your business even if you don't have a dedicated site, providing a landing page for potential customers to find your contact info.</p>
<h3 style="text-align: justify;">How long does it take to see results?</h3>
<p style="text-align: justify;">While some benefits (like citation building) take time, features like increased visibility from paid placements can often provide immediate traffic and inquiry spikes.</p>
<h3 style="text-align: justify;">Can I include photos in my directory listing?</h3>
<p style="text-align: justify;">Absolutely. We encourage the use of high-quality photos. Listings with images receive significantly higher click-through rates than those without, as visuals help build trust and humanize your brand.</p>
<h3 style="text-align: justify;">Should I list my business in multiple directories?</h3>
<p style="text-align: justify;">Yes. Diversifying your presence across several authoritative directories strengthens your digital footprint and ensures you are discoverable on the platforms your specific target audience prefers.</p>
<h3 style="text-align: justify;">What should I put in the business description?</h3>
<p style="text-align: justify;">Focus on the problems you solve for your customers. Use local keywords naturally, mention your unique selling proposition, and keep the tone professional but approachable.</p>
<h3 style="text-align: justify;">How does Local Page UK help with local SEO?</h3>
<p style="text-align: justify;">Local Page UK functions as a hub for Nottingham businesses, aggregating high-intent traffic and providing both organic visibility and premium placement options to help you grow your local customer base.</p>
<h3 style="text-align: justify;">What is the difference between a local directory and a search engine?</h3>
<p style="text-align: justify;">A search engine crawls the entire web to find information, whereas a local directory is a curated, organized database of businesses. Appearing in both is essential for a comprehensive digital strategy.</p>
<p style="text-align: justify;">The digital transformation of the Nottingham business community is an ongoing journey. By taking proactive steps to manage your online presence—moving beyond mere existence to active, strategic visibility—you position your enterprise for long-term growth. Whether you are maximizing your reach through standard entries or accelerating your results with targeted placements, the keys remain consistency, optimization, and active management.</p>
<p style="text-align: justify;">Start by auditing your current presence today. Ensure your details are accurate, your descriptions are compelling, and your business is positioned where your customers are searching. Your next customer is already looking for you; make sure they can find you.</p>
<p style="text-align: justify;"><strong>Get In Touch</strong></p>
<p style="text-align: justify;"><strong>Email:<span> </span>contact@localpage.uk</strong><br><strong>Website: www.localpage.uk</strong></p>]]> </content:encoded>
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<title>Leatherette Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Leatherette-Price-71608</link>
<guid>https://news.bangboxonline.com/Leatherette-Price-71608</guid>
<description><![CDATA[ Leatherette Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3270c49ea6e.jpg" length="67402" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 15:03:07 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Leatherette Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1056}"></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1090}"><a href="https://www.chemanalyst.com/Pricing-data/leatherette-1567" bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:275,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:275,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}">According to ChemAnalyst Leatherette Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:1167,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}"> trend in 2026 is expected to be influenced by raw material costs, automotive industry demand, furniture manufacturing activity, fashion industry consumption, production expenses, and global supply chain developments. Leatherette, commonly referred to as synthetic leather or artificial leather, has emerged as a widely preferred alternative to natural leather due to its affordability, durability, versatility, and evolving sustainability benefits. As industries increasingly adopt cost-effective and animal-free material solutions, the </span><span bis_size="{&quot;x&quot;:31,&quot;y&quot;:110,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:333,&quot;abs_y&quot;:1152}">Leatherette Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:110,&quot;w&quot;:1147,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1152}"> has become a key market indicator for manufacturers, distributors, procurement professionals, and end-use industries. The growing popularity of synthetic materials across automotive, apparel, footwear, upholstery, and consumer goods sectors is expected to play a significant role in shaping the </span><span bis_size="{&quot;x&quot;:815,&quot;y&quot;:130,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:1117,&quot;abs_y&quot;:1172}">Leatherette Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:130,&quot;w&quot;:1121,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1172}"> and overall market outlook throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:185,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1227}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:183,&quot;w&quot;:348,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1225}">Overview of the Leatherette Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:222,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1264}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:224,&quot;w&quot;:1176,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1266}">Leatherette is a synthetic material designed to replicate the appearance and texture of genuine leather. It is generally manufactured using polymer-based materials such as polyurethane (PU) and polyvinyl chloride (PVC) coated onto fabric backings to create durable and aesthetically appealing surfaces.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:276,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1318}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:278,&quot;w&quot;:250,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1320}">Major applications of leatherette include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:310,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1352}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:310,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1352}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:310,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1352}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:312,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1354}">Automotive upholstery</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:344,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1386}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:344,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1386}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:346,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1388}">Furniture manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:378,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1420}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:378,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1420}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:380,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1422}">Footwear production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:412,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1454}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:412,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1454}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:414,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1456}">Fashion accessories</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:446,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1488}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:446,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1488}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:448,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1490}">Handbags and luggage</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:480,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1522}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:480,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1522}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:482,&quot;w&quot;:105,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1524}">Apparel products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:514,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1556}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:514,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1556}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:516,&quot;w&quot;:128,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1558}">Commercial interiors</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:548,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1590}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:548,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1590}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:550,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1592}">Consumer goods</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:582,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1624}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:584,&quot;w&quot;:785,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1626}">The increasing demand for affordable and sustainable alternatives to natural leather continues supporting the expansion of the </span><span bis_size="{&quot;x&quot;:793,&quot;y&quot;:584,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:1095,&quot;abs_y&quot;:1626}">Leatherette Trend Market</span><span bis_size="{&quot;x&quot;:951,&quot;y&quot;:584,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1253,&quot;abs_y&quot;:1626}"> globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:620,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1662}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:618,&quot;w&quot;:396,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1660}">Global Leatherette Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:657,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1699}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:659,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1701}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:659,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1701}">Leatherette Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:659,&quot;w&quot;:1172,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1701}"> has experienced fluctuations due to changing raw material costs, manufacturing expenses, industrial demand, transportation costs, and international trade conditions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:711,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1753}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:713,&quot;w&quot;:345,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1755}">Several factors influencing market performance include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:745,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1787}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:745,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1787}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:745,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1787}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:747,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1789}">Polymer feedstock availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:779,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1821}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:779,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1821}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:781,&quot;w&quot;:202,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1823}">Petrochemical market conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:813,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1855}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:813,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1855}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:815,&quot;w&quot;:177,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1857}">Automotive industry demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:847,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1889}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:847,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1889}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:849,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1891}">Furniture production activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:881,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1923}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:881,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1923}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:883,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1925}">Fashion industry growth</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:915,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1957}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:915,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1957}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:917,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1959}">Logistics expenses</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:949,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1991}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:951,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1993}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:951,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1993}">Leatherette Price</span><span bis_size="{&quot;x&quot;:192,&quot;y&quot;:951,&quot;w&quot;:897,&quot;h&quot;:16,&quot;abs_x&quot;:494,&quot;abs_y&quot;:1993}"> is expected to remain influenced by both industrial demand and broader economic developments affecting consumer and manufacturing sectors.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:987,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2029}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:985,&quot;w&quot;:414,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2027}">Key Factors Influencing Leatherette Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1024,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2066}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1025,&quot;w&quot;:150,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2067}">Raw Material Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1060,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2102}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1062,&quot;w&quot;:476,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2104}">Raw material pricing remains one of the most significant factors affecting the </span><span bis_size="{&quot;x&quot;:484,&quot;y&quot;:1062,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:786,&quot;abs_y&quot;:2104}">Leatherette Price</span><span bis_size="{&quot;x&quot;:591,&quot;y&quot;:1062,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:893,&quot;abs_y&quot;:2104}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1094,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2136}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1096,&quot;w&quot;:307,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2138}">The manufacturing process primarily depends on:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1128,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2170}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1128,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2170}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1128,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2170}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1130,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2172}">Polyurethane (PU)</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1162,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2204}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1162,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2204}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1164,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2206}">Polyvinyl chloride (PVC)</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1196,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2238}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1196,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2238}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1198,&quot;w&quot;:108,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2240}">Textile substrates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1230,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2272}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1230,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2272}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1232,&quot;w&quot;:70,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2274}">Plasticizers</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1264,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2306}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1264,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2306}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1266,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2308}">Additives and coatings</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1298,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2340}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1300,&quot;w&quot;:986,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2342}">Since many of these materials originate from petrochemical feedstocks, fluctuations in crude oil and chemical markets can significantly impact production costs.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1335,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2377}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1336,&quot;w&quot;:193,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2378}">Manufacturing Expenses</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1371,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2413}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1373,&quot;w&quot;:645,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2415}">Leatherette production requires specialized coating, embossing, finishing, and quality-control processes.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1405,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2447}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1407,&quot;w&quot;:196,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2449}">Major cost components include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1439,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2481}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1439,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2481}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1439,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2481}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1441,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2483}">Energy consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1473,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2515}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1473,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2515}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1475,&quot;w&quot;:99,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2517}">Labor expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1507,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2549}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1507,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2549}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1509,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2551}">Machinery maintenance</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1541,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2583}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1541,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2583}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1543,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2585}">Chemical processing costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1575,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2617}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1575,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2617}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1577,&quot;w&quot;:242,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2619}">Environmental compliance investments</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1609,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2651}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1611,&quot;w&quot;:389,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2653}">Changes in manufacturing expenses can directly influence the </span><span bis_size="{&quot;x&quot;:397,&quot;y&quot;:1611,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:699,&quot;abs_y&quot;:2653}">Leatherette Trend Price</span><span bis_size="{&quot;x&quot;:543,&quot;y&quot;:1611,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:845,&quot;abs_y&quot;:2653}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1646,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2688}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1647,&quot;w&quot;:228,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2689}">Automotive Industry Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1682,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2724}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1684,&quot;w&quot;:534,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2726}">The automotive industry remains one of the largest consumers of leatherette products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1716,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2758}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1718,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2760}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1750,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2792}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1750,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2792}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1750,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2792}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1752,&quot;w&quot;:82,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2794}">Vehicle seats</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1784,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2826}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1784,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2826}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1786,&quot;w&quot;:75,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2828}">Door panels</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1818,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2860}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1818,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2860}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1820,&quot;w&quot;:156,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2862}">Steering wheel coverings</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1852,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2894}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1852,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2894}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1854,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2896}">Interior trims</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1886,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2928}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1886,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2928}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1888,&quot;w&quot;:190,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2930}">Commercial vehicle upholstery</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1920,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2962}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1922,&quot;w&quot;:687,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2964}">Growing vehicle production and rising demand for premium interior finishes continue supporting market growth.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1956,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2998}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1957,&quot;w&quot;:251,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2999}">Furniture Industry Consumption</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1993,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3035}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1995,&quot;w&quot;:670,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3037}">Furniture manufacturers increasingly utilize leatherette due to its durability, affordability, and design flexibility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2027,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3069}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2029,&quot;w&quot;:131,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3071}">Demand is driven by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2061,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3103}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2061,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3103}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2061,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3103}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2063,&quot;w&quot;:124,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3105}">Residential furniture</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2095,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3137}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2095,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3137}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2097,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3139}">Office furniture</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2129,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3171}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2129,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3171}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2131,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3173}">Hospitality furnishings</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2163,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3205}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2163,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3205}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2165,&quot;w&quot;:116,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3207}">Healthcare seating</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2197,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3239}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2197,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3239}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2199,&quot;w&quot;:128,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3241}">Commercial interiors</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2231,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3273}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2233,&quot;w&quot;:370,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3275}">This sector remains a major contributor to the growth of the </span><span bis_size="{&quot;x&quot;:378,&quot;y&quot;:2233,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:680,&quot;abs_y&quot;:3275}">Leatherette Trend Market</span><span bis_size="{&quot;x&quot;:535,&quot;y&quot;:2233,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:837,&quot;abs_y&quot;:3275}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2267,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3309}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2268,&quot;w&quot;:274,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3310}">Logistics and Transportation Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2303,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3345}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2305,&quot;w&quot;:573,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3347}">Global leatherette supply chains depend on efficient transportation and distribution networks.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2337,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3379}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2339,&quot;w&quot;:272,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3381}">Factors affecting logistics expenses include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2371,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3413}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2371,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3413}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2371,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3413}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2373,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3415}">Freight rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2405,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3447}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2405,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3447}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2407,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3449}">Fuel prices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2439,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3481}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2439,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3481}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2441,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3483}">Shipping availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2473,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3515}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2473,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3515}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2475,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3517}">Warehousing costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2507,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3549}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2507,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3549}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2509,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3551}">Distribution infrastructure</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2541,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3583}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2543,&quot;w&quot;:326,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3585}">Transportation costs continue influencing the overall </span><span bis_size="{&quot;x&quot;:334,&quot;y&quot;:2543,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:636,&quot;abs_y&quot;:3585}">Leatherette Price</span><span bis_size="{&quot;x&quot;:440,&quot;y&quot;:2543,&quot;w&quot;:62,&quot;h&quot;:16,&quot;abs_x&quot;:742,&quot;abs_y&quot;:3585}"> structure.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2579,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3621}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2577,&quot;w&quot;:405,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3619}">North America Leatherette Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2616,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3658}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2618,&quot;w&quot;:870,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3660}">North America remains an important market for leatherette due to strong demand from automotive, furniture, and consumer goods industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2650,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3692}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2652,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3694}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:2652,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3694}">Leatherette Price</span><span bis_size="{&quot;x&quot;:395,&quot;y&quot;:2652,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:697,&quot;abs_y&quot;:3694}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2684,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3726}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2684,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3726}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2684,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3726}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2686,&quot;w&quot;:209,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3728}">Automotive manufacturing activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2718,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3760}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2718,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3760}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2720,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3762}">Furniture production demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2752,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3794}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2752,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3794}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2754,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3796}">Consumer spending trends</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2786,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3828}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2786,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3828}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2788,&quot;w&quot;:156,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3830}">Import and export activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2820,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3862}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2820,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3862}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2822,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3864}">Supply chain efficiency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2854,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3896}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2856,&quot;w&quot;:517,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3898}">The region’s diversified industrial base continues supporting stable market demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2892,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3934}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2890,&quot;w&quot;:333,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3932}">Europe Leatherette Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2929,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3971}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2931,&quot;w&quot;:511,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3973}">Europe remains a significant consumer and producer of synthetic leather products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2963,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4005}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2965,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4007}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:2965,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:4007}">Leatherette Trend Price</span><span bis_size="{&quot;x&quot;:182,&quot;y&quot;:2965,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:484,&quot;abs_y&quot;:4007}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2997,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4039}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2997,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4039}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2997,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4039}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2999,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4041}">Automotive production levels</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3031,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4073}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3031,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4073}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3033,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4075}">Sustainability regulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3065,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4107}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3065,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4107}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3067,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4109}">Fashion industry demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3099,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4141}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3099,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4141}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3101,&quot;w&quot;:195,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4143}">Furniture manufacturing activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3133,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4175}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3133,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4175}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3135,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4177}">Consumer preference shifts</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3167,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4209}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3169,&quot;w&quot;:832,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4211}">The region’s emphasis on sustainable materials and innovative manufacturing technologies continues supporting market development.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3205,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4247}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3203,&quot;w&quot;:380,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4245}">Asia-Pacific Leatherette Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3242,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4284}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3244,&quot;w&quot;:678,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4286}">Asia-Pacific is expected to remain the largest and fastest-growing region within the global leatherette industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3276,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4318}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3278,&quot;w&quot;:321,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4320}">Key countries contributing to market growth include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3310,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4352}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3310,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4352}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3310,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4352}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3312,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4354}">China</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3344,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4386}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3344,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4386}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3346,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4388}">India</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3378,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4420}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3378,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4420}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3380,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4422}">Japan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3412,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4454}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3412,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4454}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3414,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4456}">South Korea</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3446,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4488}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3446,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4488}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3448,&quot;w&quot;:51,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4490}">Vietnam</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3480,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4522}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3480,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4522}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3482,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4524}">Indonesia</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3514,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4556}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3516,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4558}">Growth drivers include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3548,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4590}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3548,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4590}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3548,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4590}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3550,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4592}">Expanding automotive production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3582,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4624}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3582,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4624}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3584,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4626}">Growing furniture manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3616,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4658}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3616,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4658}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3618,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4660}">Rising consumer spending</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3650,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4692}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3650,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4692}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3652,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4694}">Increasing urbanization</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3684,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4726}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3684,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4726}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3686,&quot;w&quot;:263,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4728}">Expanding fashion and footwear industries</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3718,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4760}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3720,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4762}">These developments are expected to strengthen the </span><span bis_size="{&quot;x&quot;:335,&quot;y&quot;:3720,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:4762}">Leatherette Trend Market</span><span bis_size="{&quot;x&quot;:492,&quot;y&quot;:3720,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:794,&quot;abs_y&quot;:4762}"> throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3755,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4797}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3753,&quot;w&quot;:435,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4795}">Automotive Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3793,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4835}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3795,&quot;w&quot;:615,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4837}">The automotive sector remains one of the most important demand drivers for leatherette worldwide.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3829,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4871}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3830,&quot;w&quot;:152,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4872}">Passenger Vehicles</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3866,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4908}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3868,&quot;w&quot;:589,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4910}">Manufacturers increasingly utilize leatherette for premium-looking interiors at competitive costs.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3902,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4944}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3903,&quot;w&quot;:129,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4945}">Electric Vehicles</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3938,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4980}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3940,&quot;w&quot;:780,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4982}">The rapid growth of electric vehicle production continues supporting demand for sustainable and animal-free interior materials.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3975,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5017}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3976,&quot;w&quot;:163,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5018}">Commercial Vehicles</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4011,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5053}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4013,&quot;w&quot;:704,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5055}">Leatherette remains widely used in buses, trucks, and fleet vehicles due to its durability and ease of maintenance.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4047,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5089}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4048,&quot;w&quot;:183,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5090}">Luxury Interior Designs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4084,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5126}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4086,&quot;w&quot;:648,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5128}">Automakers continue incorporating advanced synthetic leather materials into premium vehicle segments.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4118,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5160}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4120,&quot;w&quot;:386,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5162}">These applications contribute significantly to the growth of the </span><span bis_size="{&quot;x&quot;:394,&quot;y&quot;:4120,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:696,&quot;abs_y&quot;:5162}">Leatherette Trend Market</span><span bis_size="{&quot;x&quot;:551,&quot;y&quot;:4120,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:853,&quot;abs_y&quot;:5162}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4155,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5197}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4153,&quot;w&quot;:377,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5195}">Track Real-Time Prices Of Leatherette</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4193,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5235}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Leatherette" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4195,&quot;w&quot;:485,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5237}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4195,&quot;w&quot;:485,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5237}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Leatherette</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4230,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5272}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4228,&quot;w&quot;:311,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5270}">Furniture Industry Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4267,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5309}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4269,&quot;w&quot;:494,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5311}">The furniture sector represents another major consumer of leatherette products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4304,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5346}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4305,&quot;w&quot;:163,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5347}">Residential Furniture</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4340,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5382}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4342,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5384}">Leatherette is widely utilized in sofas, recliners, dining chairs, and decorative furniture.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4377,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5419}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4378,&quot;w&quot;:122,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5420}">Office Furniture</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4413,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5455}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4415,&quot;w&quot;:498,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5457}">Commercial office environments increasingly adopt leatherette seating solutions.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4449,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5491}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4450,&quot;w&quot;:139,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5492}">Hospitality Sector</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4486,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5528}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4488,&quot;w&quot;:631,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5530}">Hotels, restaurants, and entertainment venues utilize leatherette for durable and attractive furnishings.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4522,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5564}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4523,&quot;w&quot;:158,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5565}">Healthcare Facilities</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4558,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5600}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4560,&quot;w&quot;:667,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5602}">Medical and healthcare furniture often incorporates leatherette due to its ease of cleaning and maintenance.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4592,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5634}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4594,&quot;w&quot;:338,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5636}">These applications contribute to stable global demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4630,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5672}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4628,&quot;w&quot;:442,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5670}">Fashion and Footwear Industry Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4667,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5709}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4669,&quot;w&quot;:515,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5711}">The fashion industry continues driving substantial demand for leatherette materials.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4704,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5746}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4705,&quot;w&quot;:213,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5747}">Handbags and Accessories</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4740,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5782}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4742,&quot;w&quot;:529,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5784}">Manufacturers utilize leatherette in handbags, wallets, belts, and fashion accessories.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4776,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5818}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4777,&quot;w&quot;:163,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5819}">Footwear Production</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4813,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5855}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4815,&quot;w&quot;:640,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5857}">Synthetic leather remains a popular material in shoe manufacturing due to cost and design advantages.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4849,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5891}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4850,&quot;w&quot;:136,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5892}">Apparel Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4886,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5928}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4888,&quot;w&quot;:517,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5930}">Jackets, garments, and fashion items increasingly incorporate leatherette materials.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4922,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5964}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4923,&quot;w&quot;:199,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5965}">Luxury-Inspired Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4958,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6000}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4960,&quot;w&quot;:483,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6002}">Consumers continue seeking affordable alternatives to genuine leather goods.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4992,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6034}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4994,&quot;w&quot;:350,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6036}">These applications support continued market expansion.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5030,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6072}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5028,&quot;w&quot;:526,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6070}">Consumer Trends Influencing the Leatherette Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5067,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6109}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5069,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6111}">Several trends are shaping the future outlook of the </span><span bis_size="{&quot;x&quot;:330,&quot;y&quot;:5069,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:632,&quot;abs_y&quot;:6111}">Leatherette Trend Market</span><span bis_size="{&quot;x&quot;:487,&quot;y&quot;:5069,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:789,&quot;abs_y&quot;:6111}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5104,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6146}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5105,&quot;w&quot;:275,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6147}">Sustainable Consumer Preferences</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5140,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6182}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5142,&quot;w&quot;:591,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6184}">Consumers increasingly seek environmentally responsible and animal-free product alternatives.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5176,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6218}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5177,&quot;w&quot;:183,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6219}">Vegan Product Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5213,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6255}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5215,&quot;w&quot;:557,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6257}">The growing popularity of vegan lifestyles continues supporting synthetic leather adoption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5249,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6291}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5250,&quot;w&quot;:140,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6292}">Affordable Luxury</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5285,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6327}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5287,&quot;w&quot;:567,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6329}">Consumers increasingly prefer products that offer premium aesthetics at competitive prices.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5322,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6364}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5323,&quot;w&quot;:141,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6365}">Design Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5358,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6400}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5360,&quot;w&quot;:603,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6402}">Manufacturers continue introducing advanced textures, finishes, and performance characteristics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5395,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6437}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5396,&quot;w&quot;:277,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6438}">Urbanization and Lifestyle Changes</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5431,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6473}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5433,&quot;w&quot;:743,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6475}">Growing urban populations continue supporting consumption of furniture, automotive products, and fashion accessories.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5465,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6507}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5467,&quot;w&quot;:599,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6509}">These trends are expected to positively influence market demand throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5502,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6544}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5500,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6542}">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5540,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6582}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5542,&quot;w&quot;:449,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6584}">Despite favorable demand conditions, several challenges may affect the </span><span bis_size="{&quot;x&quot;:457,&quot;y&quot;:5542,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:759,&quot;abs_y&quot;:6584}">Leatherette Trend Market</span><span bis_size="{&quot;x&quot;:614,&quot;y&quot;:5542,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:916,&quot;abs_y&quot;:6584}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5576,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6618}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5577,&quot;w&quot;:228,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6619}">Petrochemical Price Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5613,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6655}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5615,&quot;w&quot;:467,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6657}">Changes in feedstock prices can significantly impact production economics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5649,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6691}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5650,&quot;w&quot;:198,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6692}">Energy Cost Fluctuations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5685,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6727}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5687,&quot;w&quot;:428,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6729}">Manufacturing operations remain sensitive to utility and energy costs.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5722,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6764}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5723,&quot;w&quot;:210,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6765}">Transportation Constraints</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5758,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6800}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5760,&quot;w&quot;:523,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6802}">Global logistics disruptions may affect product availability and procurement planning.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5794,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6836}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5795,&quot;w&quot;:199,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6837}">Regulatory Requirements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5831,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6873}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5833,&quot;w&quot;:565,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6875}">Environmental regulations may influence production practices and compliance investments.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5865,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6907}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5867,&quot;w&quot;:479,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6909}">Managing these challenges remains essential for maintaining market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5902,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6944}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5900,&quot;w&quot;:490,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6942}">Sustainability and Environmental Considerations</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5940,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6982}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5942,&quot;w&quot;:589,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6984}">Sustainability continues becoming increasingly important within the synthetic materials industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5974,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7016}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5976,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7018}">Manufacturers are investing in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6008,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7050}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6008,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7050}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6008,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7050}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6010,&quot;w&quot;:199,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7052}">Bio-based material technologies</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6042,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7084}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6042,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7084}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6044,&quot;w&quot;:239,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7086}">Resource-efficient production methods</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6076,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7118}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6076,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7118}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6078,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7120}">Reduced emissions initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6110,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7152}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6110,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7152}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6112,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7154}">Recycling solutions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6144,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7186}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6144,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7186}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6146,&quot;w&quot;:240,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7188}">Sustainable supply chain management</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6178,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7220}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6180,&quot;w&quot;:596,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7222}">These initiatives are expected to influence future market development and production strategies.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6215,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7257}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6213,&quot;w&quot;:350,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7255}">Leatherette Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6252,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7294}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6254,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7296}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:6254,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:7296}">Leatherette Price</span><span bis_size="{&quot;x&quot;:187,&quot;y&quot;:6254,&quot;w&quot;:987,&quot;h&quot;:16,&quot;abs_x&quot;:489,&quot;abs_y&quot;:7296}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by strong demand from automotive, furniture, footwear, and fashion industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6286,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7328}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6288,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7330}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6320,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7362}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6320,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7362}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6320,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7362}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6322,&quot;w&quot;:245,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7364}">Expansion of automotive manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6354,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7396}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6354,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7396}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6356,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7398}">Growth in furniture production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6388,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7430}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6388,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7430}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6390,&quot;w&quot;:238,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7432}">Increasing demand for vegan products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6422,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7464}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6422,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7464}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6424,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7466}">Rising consumer spending</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6456,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7498}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6456,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7498}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6458,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7500}">Manufacturing cost pressures</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6490,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7532}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6492,&quot;w&quot;:830,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7534}">At the same time, improvements in production efficiency and stable raw material supplies may help moderate excessive price volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6524,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7566}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6526,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7568}">Most industry participants anticipate moderate fluctuations in the </span><span bis_size="{&quot;x&quot;:410,&quot;y&quot;:6526,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:712,&quot;abs_y&quot;:7568}">Leatherette Trend Price</span><span bis_size="{&quot;x&quot;:556,&quot;y&quot;:6526,&quot;w&quot;:561,&quot;h&quot;:16,&quot;abs_x&quot;:858,&quot;abs_y&quot;:7568}">, reflecting changing industrial demand, feedstock costs, and broader economic conditions.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6562,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7604}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6560,&quot;w&quot;:463,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7602}">Future Opportunities in the Leatherette Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6599,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7641}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6601,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7643}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:6601,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:7643}">Leatherette Trend Market</span><span bis_size="{&quot;x&quot;:348,&quot;y&quot;:6601,&quot;w&quot;:387,&quot;h&quot;:16,&quot;abs_x&quot;:650,&quot;abs_y&quot;:7643}"> remains highly positive due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6636,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7678}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6637,&quot;w&quot;:207,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7679}">Electric Vehicle Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6672,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7714}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6674,&quot;w&quot;:601,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7716}">Growing electric vehicle production continues generating demand for advanced interior materials.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6708,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7750}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6709,&quot;w&quot;:265,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7751}">Sustainable Product Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6745,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7787}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6747,&quot;w&quot;:554,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7789}">Manufacturers continue developing environmentally friendly synthetic leather alternatives.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6781,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7823}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6782,&quot;w&quot;:191,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7824}">Furniture Market Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6818,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7860}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6820,&quot;w&quot;:537,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7862}">Expanding residential and commercial construction activities support furniture demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6854,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7896}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6855,&quot;w&quot;:219,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7897}">Fashion Industry Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6890,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7932}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6892,&quot;w&quot;:549,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7934}">Changing consumer preferences continue creating opportunities for innovative materials.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6927,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7969}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6928,&quot;w&quot;:262,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7970}">Emerging Market Industrialization</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6963,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8005}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6965,&quot;w&quot;:702,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8007}">Developing economies continue strengthening automotive, furniture, and consumer goods manufacturing sectors.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7000,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8042}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6998,&quot;w&quot;:311,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8040}">Regional Market Developments</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7038,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8080}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7039,&quot;w&quot;:92,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8081}">Asia-Pacific</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7074,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8116}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7076,&quot;w&quot;:599,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8118}">The region remains the dominant manufacturing hub for leatherette production and consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7111,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8153}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7112,&quot;w&quot;:56,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8154}">Europe</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7147,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8189}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7149,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8191}">Sustainability initiatives and automotive innovation continue supporting market growth.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7183,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8225}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7184,&quot;w&quot;:112,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8226}">North America</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7220,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8262}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7222,&quot;w&quot;:675,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8264}">Strong consumer demand and advanced manufacturing capabilities contribute to stable market development.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7254,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8296}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7256,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8298}">These regional developments are expected to support continued expansion within the </span><span bis_size="{&quot;x&quot;:541,&quot;y&quot;:7256,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:843,&quot;abs_y&quot;:8298}">Leatherette Trend Market</span><span bis_size="{&quot;x&quot;:699,&quot;y&quot;:7256,&quot;w&quot;:194,&quot;h&quot;:16,&quot;abs_x&quot;:1001,&quot;abs_y&quot;:8298}"> throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7291,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8333}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7289,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8331}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7329,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8371}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7331,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8373}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:7331,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:8373}">Leatherette Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7331,&quot;w&quot;:1138,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8373}"> outlook for 2026 remains supported by growing demand from automotive, furniture, footwear, fashion, and consumer goods industries. Factors such as raw material availability, manufacturing costs, logistics expenses, sustainability initiatives, and consumer preferences will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7383,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8425}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7385,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8427}">The </span><a href="https://www.chemanalyst.com/Pricing-data/leatherette-1567" bis_size="{&quot;x&quot;:36,&quot;y&quot;:7385,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8427}"><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:7385,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8427}">Leatherette Trend Price</span></a><span bis_size="{&quot;x&quot;:182,&quot;y&quot;:7385,&quot;w&quot;:961,&quot;h&quot;:16,&quot;abs_x&quot;:484,&quot;abs_y&quot;:8427}"> is expected to experience moderate fluctuations depending on supply-demand dynamics, feedstock costs, and global economic conditions. Meanwhile, the </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7405,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8447}">Leatherette Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7405,&quot;w&quot;:1143,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8447}"> is projected to maintain steady long-term growth due to increasing demand for cost-effective and animal-free materials, expanding industrial applications, rising consumer awareness, and ongoing innovation in synthetic leather technologies.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7457,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8499}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7459,&quot;w&quot;:1177,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8501}">As industries continue seeking durable, affordable, and sustainable material solutions, leatherette is expected to remain a vital component of the global materials market, supporting sustained growth and long-term industry development through 2026 and beyond.</span></p>]]> </content:encoded>
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<title>How to Transform Your Garden with Durable Rubber Grass Matting</title>
<link>https://news.bangboxonline.com/how-to-transform-your-garden-with-durable-rubber-grass-matting</link>
<guid>https://news.bangboxonline.com/how-to-transform-your-garden-with-durable-rubber-grass-matting</guid>
<description><![CDATA[ Rubber Grass Matting ]]></description>
<enclosure url="https://blog.eikaebana.com/wp-content/uploads/2024/10/image-10-883x1024.png" length="49398" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 14:59:12 +0500</pubDate>
<dc:creator>Rubber Fit Floors</dc:creator>
<media:keywords>Rubber Grass Matting</media:keywords>
<content:encoded><![CDATA[<p data-path-to-node="4">Is there anything more frustrating than watching your beautiful green lawn turn into a patchy, muddy mess after a few weeks of heavy use? Whether it’s kids playing football, energetic dogs running circles, or just that one spot near the patio that sees too much foot traffic, we have all dealt with the struggle of bare earth. The solution is simpler than you might think. By integrating <response-element class="" ng-version="0.0.0-PLACEHOLDER"><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----></response-element><a _ngcontent-ng-c1017053124="" target="_blank" rel="noopener" externallink="" _nghost-ng-c384200411="" jslog="197247;track:generic_click,impression,attention;BardVeMetadataKey:[[&quot;r_e7950f352882fb65&quot;,&quot;c_7b5aa71276765703&quot;,null,&quot;rc_ce5c4b80c3c16bfe&quot;,null,null,&quot;en&quot;,null,1,null,null,1,0]]" href="https://essentialmats.co.uk/collections/grass-mats" class="ng-star-inserted" data-hveid="0" decode-data-ved="1" data-ved="0CAAQ_4QMahgKEwiX2JixmI-VAxUAAAAAHQAAAAAQxgM"><strong>rubber grass matting</strong></a><response-element class="" ng-version="0.0.0-PLACEHOLDER"><link-block _nghost-ng-c1017053124="" class="ng-star-inserted"><!----></link-block><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----></response-element> into your landscape, you can effectively reinforce your soil while keeping that natural, lush aesthetic. It is essentially like putting a protective layer of armor over your lawn that doesn't sacrifice the beauty of your garden.</p>
<h3 data-path-to-node="5"><b data-path-to-node="5" data-index-in-node="0">Why Your Lawn Struggles with Heavy Foot Traffic</b></h3>
<p data-path-to-node="6">Lawns are living, breathing things, and like anything else, they have limits. When they are constantly compressed by weight or worn down by friction, the grass blades eventually give up.</p>
<h4 data-path-to-node="7"><b data-path-to-node="7" data-index-in-node="0">The Hidden Damage Caused by Play and Pets</b></h4>
<p data-path-to-node="8">If you have children or active pets, you know the wear and tear is relentless. High-impact movement tears up the root system of your turf. Over time, this compaction prevents water and oxygen from reaching the soil, which is why your grass might look yellow or unhealthy even when you think you are watering it enough.</p>
<h4 data-path-to-node="9"><b data-path-to-node="9" data-index-in-node="0">Why Traditional Grass Repair Isn't Enough</b></h4>
<p data-path-to-node="10">Most of us try to fix this by re-seeding or laying down new sod. But if the underlying issue the heavy usage isn't addressed, you are just going to be back at square one in a month or two. You need a physical barrier that absorbs the impact instead of your delicate grass plants.</p>
<h3 data-path-to-node="11"><b data-path-to-node="11" data-index-in-node="0">Understanding the Benefits of Rubber Grass Matting</b></h3>
<p data-path-to-node="12">The magic of this material lies in its clever design. It is not a solid sheet that kills everything underneath; it is a porous, flexible grid that allows your grass to grow right through the holes.</p>
<h4 data-path-to-node="13"><b data-path-to-node="13" data-index-in-node="0">How These Mats Protect the Natural Ground</b></h4>
<p data-path-to-node="14">When you lay this down, the weight of a person or a pet is distributed across the rubber structure rather than pressing directly onto the soil. It prevents the mud from churning up and keeps your yard looking consistent. It’s a bit like wearing hiking boots on your lawn—it provides stability without stopping the natural lifecycle of the grass.</p>
<h4 data-path-to-node="15"><b data-path-to-node="15" data-index-in-node="0">Permeability and Safety Features</b></h4>
<p data-path-to-node="16">One of the best features is that these mats are fully permeable. Rainwater passes straight through, keeping the ground drained and preventing those dreaded puddles. Plus, they offer excellent shock absorption. If you have a play area, this provides an extra layer of safety, making it a much softer landing spot for little ones compared to hard, dry ground.</p>
<h3 data-path-to-node="17"><b data-path-to-node="17" data-index-in-node="0">Simple Installation Tips for a Professional Finish</b></h3>
<p data-path-to-node="18">You don't need a professional landscaping team to set this up. The process is straightforward: prep the area, lay the mats, and anchor them down. The grass will grow through the holes within a few weeks, essentially "locking" the mat in place. Once the grass is established, the mat becomes almost invisible, leaving you with a rugged, reinforced lawn that looks completely natural.</p>
<h3 data-path-to-node="19"><b data-path-to-node="19" data-index-in-node="0">Maintaining Your Green Space Without the Headache</b></h3>
<p data-path-to-node="20">Once it is down, you can almost forget about it. You can mow right over it with your standard lawnmower, provided the blades are set to a reasonable height. It handles the elements exceptionally well, too. You won't have to worry about rot or cracking in the winter, as these materials are built to survive the long, wet seasons that usually turn lawns into mud pits.</p>
<h3 data-path-to-node="21"><b data-path-to-node="21" data-index-in-node="0">Investing in Longevity for Your Outdoor Sanctuary</b></h3>
<p data-path-to-node="22">Creating a garden that you can actually enjoy not just look at requires some smart planning. By choosing reliable options from <response-element class="" ng-version="0.0.0-PLACEHOLDER"><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----></response-element><strong><a _ngcontent-ng-c1017053124="" target="_blank" rel="noopener" externallink="" _nghost-ng-c384200411="" jslog="197247;track:generic_click,impression,attention;BardVeMetadataKey:[[&quot;r_e7950f352882fb65&quot;,&quot;c_7b5aa71276765703&quot;,null,&quot;rc_ce5c4b80c3c16bfe&quot;,null,null,&quot;en&quot;,null,1,null,null,1,0]]" href="https://essentialmats.co.uk/" class="ng-star-inserted" data-hveid="0" decode-data-ved="1" data-ved="0CAAQ_4QMahgKEwiX2JixmI-VAxUAAAAAHQAAAAAQxwM">Essential Mats</a></strong><response-element class="" ng-version="0.0.0-PLACEHOLDER"><link-block _nghost-ng-c1017053124="" class="ng-star-inserted"><!----></link-block><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----><!----></response-element>, you are ensuring that your outdoor space is ready for anything, from family gatherings to pet playtime. A reinforced lawn is a stress-free lawn. By taking this step, you stop fighting against the wear and tear and start enjoying your garden exactly as it was meant to be experienced.</p>
<h3 data-path-to-node="24"><b data-path-to-node="24" data-index-in-node="0">Frequently Asked Questions</b></h3>
<p data-path-to-node="25"><b data-path-to-node="25" data-index-in-node="0">Will the grass actually grow through the mat and look natural?</b></p>
<p data-path-to-node="25">Yes, that is exactly what they are designed for. Because the mats have a large, open-cell structure, the grass blades and roots are not restricted. Within a few weeks of installation during the growing season, the grass will grow up through the holes and cover the rubber. Once the lawn is established, the mat effectively disappears from view, leaving you with a natural-looking lawn that is significantly more durable than an unprotected one.</p>
<p data-path-to-node="26"><b data-path-to-node="26" data-index-in-node="0">Do I need special tools or professional help to install these mats?</b></p>
<p data-path-to-node="26">Not at all. The installation is very "DIY-friendly." You simply need to ensure your ground is relatively level, clear away any large rocks or debris, and lay the mats out. You can use standard landscaping pegs or pins to secure them to the ground. As long as you have a hammer or mallet to tap the pegs in, you have all the tools required to create a reinforced area that will last for many years without needing any specialized heavy machinery or professional experience.</p>
<p data-path-to-node="27"><b data-path-to-node="27" data-index-in-node="0">Can I mow my lawn as usual after the mats are installed?</b></p>
<p data-path-to-node="27">Absolutely. Once the grass has grown through and been trimmed for the first time, you can maintain the area just like the rest of your garden. You can set your lawnmower to your normal cutting height and mow right over the top of the rubber grass matting without any issues. The blades will safely trim the grass blades above the mat, and the rubber structure underneath will remain protected and functional, allowing you to keep your entire lawn looking consistent.</p>
<p data-path-to-node="28"><b data-path-to-node="28" data-index-in-node="0">Are these mats safe for my dogs to run on?</b></p>
<p data-path-to-node="28">They are an excellent choice for pet owners. Dogs often create "worn paths" or muddy patches where they run, especially along fences or near doors. This matting stops your dog from digging into the soil and prevents mud from building up, which means your house stays cleaner, too. The rubber is durable and comfortable for them to run on, and it provides enough grip that they won't slip while they are having fun, even when the ground is slightly damp.</p>
<p data-path-to-node="29"><b data-path-to-node="29" data-index-in-node="0">How does the rubber hold up during heavy rain or freezing winters?</b></p>
<p data-path-to-node="29">This material is engineered to be extremely robust. Unlike organic materials that might rot, or thin plastics that turn brittle, high-quality rubber is weather-resistant. It remains flexible in the cold, so it won't crack during winter freezes, and it is fully permeable, meaning it won't trap water during heavy downpours. It stays stable and effective year-round, regardless of how extreme the weather gets, making it a truly permanent solution for difficult garden spots.</p>]]> </content:encoded>
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<title>Understanding Carabiner Use in Fall Protection Systems</title>
<link>https://news.bangboxonline.com/karabiner</link>
<guid>https://news.bangboxonline.com/karabiner</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a326f4bb2dfb.jpg" length="20227" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 14:56:37 +0500</pubDate>
<dc:creator>Karan Sharma</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr" style="text-align: justify;"><span>Fall protection failures rarely happen because a harness breaks. More often, the failure point is a connector that was incorrectly loaded, improperly locked, or chosen for the wrong application. The carabiner sits at this critical junction between the worker and the anchor system, and understanding how it works is fundamental to any serious fall protection programme.</span><span><br><br></span></p>
<p dir="ltr" style="text-align: justify;"><strong>Types of Carabiners and Their Locking Mechanisms</strong></p>
<p dir="ltr" style="text-align: justify;"><span>Carabiners for fall protection are available with screw-lock, double-action, and triple-action gate mechanisms. Screw-lock carabiners require manual threading to close, making them suitable for applications where the gate is not repeatedly opened during a task. Double-action gates require two deliberate movements to open, reducing the risk of accidental release under load. Triple-action designs add a third step, making them the preferred choice for high-risk environments where vibration or repeated contact could otherwise open the gate unintentionally. Selecting the correct locking type is the first step in correct</span><span> carabiner use</span><span>.</span><span><br><br></span></p>
<p dir="ltr" style="text-align: justify;"><strong>Load Direction and Gate Orientation</strong></p>
<p dir="ltr" style="text-align: justify;"><span>Most carabiners are engineered to handle loads along their major axis, meaning lengthwise through the spine of the device. Side-loading, which occurs when force is applied across the minor axis or through the gate, can reduce the load capacity of a <a href="https://karamonline.com/fall-protection/hooks-karabiners">karabiner</a> by more than 60% in some designs. During rigging and connection work, workers must ensure that lanyards, harness attachment points, and anchor connectors are all oriented so that any arrest force runs along the intended load axis. Incorrect orientation during carabiner use is a serious and avoidable hazard.</span><span><br><br></span></p>
<p dir="ltr" style="text-align: justify;"><strong>Material Choices: Steel vs Aluminium Carabiners</strong></p>
<p dir="ltr" style="text-align: justify;"><span>Steel carabiners offer higher wear resistance and are generally preferred for applications involving rope access, rescue operations, or frequent connection and disconnection cycles that would abrade softer materials. Aluminium carabiners are significantly lighter, which matters greatly when workers are climbing or moving at height for extended periods. Both materials can meet the same strength ratings when correctly manufactured and certified. The choice depends on the specific application, frequency of use, and whether weight or durability is the higher priority in the relevant carabiner use context.</span><span><br><br></span></p>
<p dir="ltr" style="text-align: justify;"><strong>Certification Standards Every Buyer Should Know</strong></p>
<p dir="ltr" style="text-align: justify;"><span>Carabiners used in fall protection must comply with recognised standards such as EN 362, which specifies requirements for connectors in personal fall protection equipment. These standards define minimum gate opening widths, breaking strengths along major and minor axes, and corrosion resistance requirements. In India, procurement teams should verify that any carabiner selected for occupational use carries valid certification documentation. Using uncertified connectors, regardless of how robust they appear, exposes organisations to serious liability and puts workers at risk every time the karabiner is put into service.</span><span><br><br></span></p>
<p dir="ltr" style="text-align: justify;"><strong>Inspection, Maintenance, and Retirement Criteria</strong></p>
<p dir="ltr" style="text-align: justify;"><span>Even a certified carabiner does not remain serviceable indefinitely. Pre-use inspection should cover gate spring function, locking mechanism operation, surface condition for cracks or corrosion, and gate closure confirmation. Any carabiner that has arrested a fall must be withdrawn from service and inspected by a competent person before reuse, as the arrest forces involved may have caused internal deformation not visible to the naked eye. Establishing a documented inspection schedule and clear retirement criteria for all connectors is a foundational element of responsible karabiner use in any fall protection programme.</span><span><br><br></span></p>
<p dir="ltr" style="text-align: justify;"><span>Carabiner use extends well beyond simply clipping a lanyard to an anchor. It requires understanding load dynamics, locking mechanisms, material properties, and maintenance requirements. Organisations that invest in proper connector selection and training see measurably fewer near-misses and failures at height. The carabiner is small, but its role in fall safety is anything but minor.</span></p>]]> </content:encoded>
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<title>The Growing Importance of PPC Services in India for Business Growth</title>
<link>https://news.bangboxonline.com/ppc-services-in-india-help-businesses-generate-high-quality-leads</link>
<guid>https://news.bangboxonline.com/ppc-services-in-india-help-businesses-generate-high-quality-leads</guid>
<description><![CDATA[ Discover how PPC services in India help businesses generate high-quality leads, increase website traffic, improve conversions, and maximize ROI through expert PPC management services and PPC marketing services. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32c70e75b58.jpg" length="72285" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 14:51:17 +0500</pubDate>
<dc:creator>Growthway advertising</dc:creator>
<media:keywords>ppc services in india, ppc services, ppc management services</media:keywords>
<content:encoded><![CDATA[<p data-start="71" data-end="512" bis_size="{" x":8,"y":14,"w":806,"h":80,"abs_x":309,"abs_y":1005}"="">Businesses today face increasing competition across nearly every industry. Consumers are spending more time online, researching products, comparing services, and making purchasing decisions through digital channels. To remain visible and attract potential customers, companies need marketing strategies that deliver fast and measurable results. This is where ppc services in india have become an essential part of modern business growth.</p>
<p data-start="514" data-end="890" bis_size="{" x":8,"y":108,"w":806,"h":60,"abs_x":309,"abs_y":1099}"="">Pay-per-click advertising allows businesses to place their brand directly in front of users who are actively searching for relevant products or services. Unlike traditional advertising methods that often target broad audiences, PPC focuses on people with genuine interest and purchase intent. This makes it one of the most efficient ways to generate traffic, leads, and sales.</p>
<h2 data-section-id="13n85tk" data-start="892" data-end="942" bis_size="{" x":8,"y":185,"w":806,"h":20,"abs_x":309,"abs_y":1176}"="">Why Businesses Are Investing in PPC Advertising</h2>
<p data-start="944" data-end="1239" bis_size="{" x":8,"y":222,"w":806,"h":60,"abs_x":309,"abs_y":1213}"="">One of the biggest advantages of PPC advertising is its ability to produce immediate visibility. Businesses can appear on top search engine positions shortly after launching a campaign. This quick exposure helps attract potential customers without waiting months for organic rankings to improve.</p>
<p data-start="1241" data-end="1516" bis_size="{" x":8,"y":296,"w":806,"h":60,"abs_x":309,"abs_y":1287}"="">Professional <a href="https://growthwayadvertising.com/solutions/pay-per-click/" title="Generate More Leads with Expert PPC Services in India" bis_size="{" x":88,"y":298,"w":84,"h":16,"abs_x":389,"abs_y":1289}"=""><strong data-start="1254" data-end="1270" bis_size="{" x":88,"y":298,"w":84,"h":16,"abs_x":389,"abs_y":1289}"="">ppc services</strong></a> help organizations create campaigns that target the most valuable audience segments. Through keyword research, audience analysis, and strategic ad placement, businesses can connect with users at the exact moment they are searching for solutions.</p>
<p data-start="1518" data-end="1814" bis_size="{" x":8,"y":370,"w":806,"h":60,"abs_x":309,"abs_y":1361}"="">PPC advertising also offers exceptional budget control. Companies can decide how much they want to spend and adjust campaigns based on performance. This flexibility makes PPC suitable for businesses of all sizes, from startups with limited budgets to larger enterprises seeking aggressive growth.</p>
<p data-start="1816" data-end="2058" bis_size="{" x":8,"y":444,"w":806,"h":40,"abs_x":309,"abs_y":1435}"="">Another key benefit is transparency. Every click, impression, and conversion can be tracked and measured. Businesses gain valuable insights into customer behavior and campaign effectiveness, making it easier to optimize marketing investments.</p>
<h2 data-section-id="qeqvjb" data-start="2060" data-end="2107" bis_size="{" x":8,"y":502,"w":806,"h":20,"abs_x":309,"abs_y":1493}"="">The Role of Professional Campaign Management</h2>
<p data-start="2109" data-end="2335" bis_size="{" x":8,"y":539,"w":806,"h":40,"abs_x":309,"abs_y":1530}"="">Running successful PPC campaigns requires expertise and continuous optimization. Many factors influence performance, including keyword selection, bidding strategies, ad quality, audience targeting, and landing page experience.</p>
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<p data-start="2578" data-end="2854" bis_size="{" x":8,"y":647,"w":806,"h":60,"abs_x":309,"abs_y":1638}"="">Campaign managers analyze performance metrics to determine which keywords generate the best results and which advertisements produce the highest conversion rates. They also eliminate underperforming elements that may be consuming budget without delivering meaningful outcomes.</p>
<p data-start="2856" data-end="3101" bis_size="{" x":8,"y":721,"w":806,"h":40,"abs_x":309,"abs_y":1712}"="">Ongoing optimization helps businesses stay competitive in dynamic digital marketplaces. As customer behavior changes and competitors adjust their strategies, campaign management ensures advertising efforts continue delivering strong performance.</p>
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<p data-start="3155" data-end="3346" bis_size="{" x":8,"y":816,"w":806,"h":40,"abs_x":309,"abs_y":1807}"="">Generating website traffic is important, but attracting the right visitors is even more valuable. PPC advertising focuses on reaching users who have a higher likelihood of becoming customers.</p>
<p data-start="3348" data-end="3660" bis_size="{" x":8,"y":870,"w":806,"h":60,"abs_x":309,"abs_y":1861}"="">Professional <a href="https://growthwayadvertising.com/solutions/pay-per-click/" title="Generate More Leads with Expert PPC Services in India"><strong data-start="3361" data-end="3387" bis_size="{" x":88,"y":872,"w":155,"h":16,"abs_x":389,"abs_y":1863}"="">ppc marketing services</strong></a> are designed to improve lead quality by targeting individuals based on search intent, demographics, interests, and geographic location. This targeted approach increases the chances of connecting with users who are genuinely interested in a business's products or services.</p>
<p data-start="3662" data-end="3931" bis_size="{" x":8,"y":944,"w":806,"h":60,"abs_x":309,"abs_y":1935}"="">Well-structured campaigns also direct visitors to optimized landing pages that encourage action. Whether the goal is to submit a form, request a quote, schedule a consultation, or complete a purchase, every element of the campaign works together to support conversions.</p>
<p data-start="3933" data-end="4184" bis_size="{" x":8,"y":1018,"w":806,"h":40,"abs_x":309,"abs_y":2009}"="">As a result, businesses often experience higher conversion rates and stronger returns compared to many traditional advertising methods. The ability to focus on qualified prospects makes PPC one of the most effective lead generation channels available.</p>
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<p data-start="4964" data-end="5313" bis_size="{" x":8,"y":1295,"w":806,"h":60,"abs_x":309,"abs_y":2286}"="">With expert<strong> </strong>ppc services, strategic ppc management services, and performance-focused ppc marketing services, businesses can attract qualified leads, improve conversion rates, and maximize marketing returns. As digital competition continues to grow, PPC remains one of the most reliable and effective tools for achieving business success.</p>]]> </content:encoded>
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<title>Bismuth Subsalicylate Price Trend, Chart, News and Forecast Q1 2026 | ChemAnalyst</title>
<link>https://news.bangboxonline.com/bismuth-subsalicylate-price-trend-chart</link>
<guid>https://news.bangboxonline.com/bismuth-subsalicylate-price-trend-chart</guid>
<description><![CDATA[ The global Bismuth Subsalicylate Prices experienced mixed pricing trends during the first quarter of 2026, ]]></description>
<enclosure url="" length="72285" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 14:46:04 +0500</pubDate>
<dc:creator>ChemAnalyst</dc:creator>
<media:keywords>Bismuth Subsalicylate Price</media:keywords>
<content:encoded><![CDATA[<div class="separator" style="text-align: justify;">
<p>According to <strong>ChemAnalyst</strong>, The global <strong><a href="https://www.chemanalyst.com/Pricing-data/bismuth-subsalicylate-2517" target="_blank" rel="noopener">Bismuth Subsalicylate Prices</a></strong> experienced mixed pricing trends during the first quarter of 2026, reflecting varying economic conditions, production costs, supply dynamics, and downstream demand across major regions. While Asia-Pacific recorded a significant increase in prices due to tightening supply and strong export activity, North America and Europe also witnessed upward pricing momentum influenced by inflationary pressures, manufacturing activity, and rising production costs.</p>
<p>Bismuth Subsalicylate, a widely used pharmaceutical active ingredient known for its gastrointestinal treatment applications, remains an important component in the healthcare and pharmaceutical industries. Changes in raw material availability, logistics costs, manufacturing conditions, and macroeconomic indicators significantly influenced market sentiment during the quarter.</p>
<p><strong>Global Bismuth Subsalicylate Market Overview</strong></p>
<p>The global Bismuth Subsalicylate market maintained a positive trajectory in Q1 2026 as pharmaceutical demand remained stable across developed and emerging economies. Manufacturers faced increasing pressure from rising operational expenses, while supply-side constraints impacted availability in several regions.</p>
<p>Market participants closely monitored inflation rates, manufacturing activity, producer price trends, and export performance to assess future pricing directions. The healthcare sector's consistent demand for gastrointestinal medicines provided underlying support to the market despite economic uncertainties in some regions.</p>
<p><strong>The quarter was characterized by:</strong></p>
<ul>
<li>Rising production and energy costs.</li>
<li>Improving manufacturing activity in major economies.</li>
<li>Stable pharmaceutical demand.</li>
<li>Supply tightening in Asia-Pacific.</li>
<li>Increased export inquiries from global buyers.</li>
<li>Inflationary pressures affecting chemical and pharmaceutical manufacturing.</li>
</ul>
<p><strong>Book A Demo for Bismuth Subsalicylate Price: <a href="https://www.chemanalyst.com/Pricing-data/bismuth-subsalicylate-2517">https://www.chemanalyst.com/Pricing-data/bismuth-subsalicylate-2517</a></strong></p>
<p><strong>Bismuth Subsalicylate Prices in APAC</strong></p>
<p><strong>China Market Records Strong Price Growth</strong></p>
<p>China emerged as one of the strongest-performing markets for <strong>Bismuth Subsalicylate Prices</strong> during the first quarter of 2026. The country's Bismuth Subsalicylate Price Index increased by <strong>5.66% quarter-over-quarter</strong>, making APAC the most bullish regional market during the period.</p>
<p>The average Bismuth Subsalicylate price in China reached approximately <strong>USD 31,466.67 per metric ton</strong>, reflecting significant market strengthening throughout the quarter and particularly during March 2026.</p>
<p><strong>Supply Tightening Drives Market Sentiment</strong></p>
<p>One of the primary reasons behind the increase in Chinese prices was tightening supply conditions. Producers faced limitations in available inventories, which reduced spot market availability and supported higher quotations.</p>
<p>Supply constraints were further amplified by increased export demand from international pharmaceutical manufacturers seeking stable supplies of pharmaceutical-grade materials. As export volumes improved, domestic market availability became more restricted, encouraging sellers to maintain firm pricing strategies.</p>
<p><strong>Export Activity Supports Price Increase</strong></p>
<p>Chinese exporters benefited from favorable international demand during the quarter. Buyers from North America, Europe, and other Asian countries continued sourcing pharmaceutical intermediates and active ingredients from China, contributing to stronger trade activity.</p>
<p>The combination of reduced inventories and healthy export orders strengthened supplier bargaining power and allowed market participants to successfully implement price increases.</p>
<p><strong>Pharmaceutical Demand Remains Stable</strong></p>
<p>Domestic pharmaceutical manufacturing activity also supported market stability. Demand for gastrointestinal medicines and healthcare products remained resilient, ensuring a steady consumption base for Bismuth Subsalicylate.</p>
<p>The overall balance between constrained supply and healthy demand contributed to sustained upward momentum in the Chinese market throughout Q1 2026.</p>
<p><strong>Bismuth Subsalicylate Prices in North America</strong></p>
<p><strong>United States Market Influenced by Rising Production Costs</strong></p>
<p>In the United States, <strong>Bismuth Subsalicylate Prices</strong> displayed fluctuations during the first quarter of 2026. While demand conditions remained relatively healthy, rising production costs emerged as the dominant factor influencing market behavior.</p>
<p>Manufacturers faced increasing pressure from inflation, labor expenses, utility costs, and transportation charges. These factors collectively raised operational expenditures and contributed to price volatility across the quarter.</p>
<p><strong>Producer Price Index Supports Cost Inflation</strong></p>
<p>The <strong>Bismuth Subsalicylate Production Cost Trend</strong> strengthened notably as the U.S. Producer Price Index increased by <strong>4.0% year-over-year in March 2026</strong>.</p>
<p>Higher producer prices reflected broader cost inflation across industrial sectors, including chemical and pharmaceutical manufacturing. Rising raw material procurement expenses and energy-related costs forced suppliers to adjust pricing strategies to preserve profitability.</p>
<p>As a result, Bismuth Subsalicylate manufacturers encountered increased pressure to pass additional costs downstream through higher product prices.</p>
<p><strong>Consumer Inflation Adds Further Pressure</strong></p>
<p>The Consumer Price Index reached <strong>3.3% year-over-year in March 2026</strong>, adding another layer of cost pressure across manufacturing operations.</p>
<p>Inflation affected:</p>
<ul>
<li>Energy expenses.</li>
<li>Packaging materials.</li>
<li>Transportation services.</li>
<li>Labor costs.</li>
<li>Facility operating expenses.</li>
</ul>
<p>Since pharmaceutical-grade chemical production is energy intensive, these inflationary factors contributed significantly to overall manufacturing costs.</p>
<p><strong>Manufacturing Sector Expansion Supports Demand</strong></p>
<p>The U.S. manufacturing sector showed signs of continued expansion during the quarter, creating a favorable demand environment for industrial and specialty chemicals.</p>
<p>The Manufacturing Index expanded during Q1 2026, indicating improving business activity and increased industrial output. This growth helped sustain demand for pharmaceutical ingredients and chemical intermediates.</p>
<p>A stronger manufacturing environment also encouraged procurement activity among downstream industries, supporting market fundamentals.</p>
<p><strong>Retail Sales and Industrial Production Remain Positive</strong></p>
<p>Retail sales increased by <strong>4.0% year-over-year in March 2026</strong>, signaling healthy consumer spending patterns. Strong consumer activity generally supports pharmaceutical consumption through increased healthcare expenditures and improved distribution channel activity.</p>
<p>Meanwhile, industrial production grew by <strong>0.7% year-over-year</strong>, providing additional support for overall chemical manufacturing demand.</p>
<p>Although growth remained moderate, the positive industrial environment helped offset some of the challenges posed by rising production costs.</p>
<p><strong>Get Real Time Online for Bismuth Subsalicylate prices: <a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Bismuth%20Subsalicylate">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Bismuth%20Subsalicylate</a></strong></p>
<p><strong>Market Outlook for North America</strong></p>
<p>Looking ahead, the North American Bismuth Subsalicylate market is expected to remain influenced by inflationary pressures, energy costs, and pharmaceutical demand trends.</p>
<p>If manufacturing activity continues to improve and inflation remains elevated, suppliers may continue facing upward cost pressures that could support future price increases.</p>
<p><strong>Bismuth Subsalicylate Prices in Europe</strong></p>
<p><strong>Germany Leads European Market Growth</strong></p>
<p>The European <strong>Bismuth Subsalicylate Prices</strong> market recorded moderate growth during the first quarter of 2026, with Germany serving as the region's primary pricing benchmark.</p>
<p>German prices increased quarter-over-quarter as manufacturers encountered rising upstream costs despite a mixed economic environment.</p>
<p>The market demonstrated resilience even as broader industrial activity remained relatively subdued compared to other major economies.</p>
<p><strong>Upstream Cost Increases Support Prices</strong></p>
<p>The primary factor supporting German Bismuth Subsalicylate prices was the increase in upstream production costs.</p>
<p>Although the Producer Price Index declined slightly by <strong>0.2% in March 2026</strong>, suppliers continued experiencing elevated costs associated with imported raw materials, energy procurement, and logistics operations.</p>
<p>These factors contributed to a generally firm pricing environment throughout the quarter.</p>
<p><strong>Consumer Inflation Remains Positive</strong></p>
<p>Germany's Consumer Price Index increased by <strong>2.7% year-over-year</strong> during March 2026.</p>
<p>Persistent consumer inflation reflected continued cost pressures throughout the economy. Pharmaceutical manufacturers faced rising operational expenses and remained cautious regarding procurement and inventory management decisions.</p>
<p>Inflationary trends also influenced transportation and distribution costs, adding further support to market prices.</p>
<p><strong>Manufacturing Activity Shows Improvement</strong></p>
<p>One encouraging development during the quarter was the expansion of Germany's Manufacturing Index.</p>
<p>The improvement indicated stronger business confidence and increased production activity across several industrial sectors. Expanding manufacturing conditions often lead to increased demand for specialty chemicals and pharmaceutical ingredients, providing support for Bismuth Subsalicylate consumption.</p>
<p><strong>Industrial Production Remains Stagnant</strong></p>
<p>Despite improvements in manufacturing sentiment, industrial production remained unchanged at <strong>0.0% year-over-year in February 2026</strong>.</p>
<p>This stagnation highlighted ongoing structural challenges facing European industry, including weak external demand and cautious business investment.</p>
<p>Nevertheless, pharmaceutical production remained relatively stable compared to other industrial sectors, helping maintain market demand.</p>
<p><strong>Retail Sales and Labor Market Indicators</strong></p>
<p>Retail sales increased by <strong>0.7%</strong>, reflecting modest improvements in consumer spending activity.</p>
<p>At the same time, Germany's unemployment rate stood at <strong>4.2%</strong>, indicating a relatively stable labor market. Stable employment conditions helped support healthcare spending and pharmaceutical consumption across the country.</p>
<p>However, consumer confidence remained weak at <strong>-24.7 in March 2026</strong>, suggesting continued caution among households regarding future economic conditions.</p>
<p><strong>European Market Outlook</strong></p>
<p>The European Bismuth Subsalicylate market is expected to remain moderately firm in the coming quarters. Manufacturers will continue monitoring inflation trends, industrial recovery prospects, and pharmaceutical sector demand.</p>
<p>While economic growth remains uncertain, steady healthcare consumption and improving manufacturing activity could provide ongoing support for regional prices.</p>
<p><strong>Factors Influencing Bismuth Subsalicylate Prices Globally</strong></p>
<p>Several major factors shaped global Bismuth Subsalicylate prices during Q1 2026:</p>
<p><strong>Raw Material Costs</strong></p>
<p>Fluctuations in bismuth metal prices and salicylic acid feedstock costs directly impacted production economics.</p>
<p><strong>Energy Prices</strong></p>
<p>Energy-intensive pharmaceutical manufacturing operations faced higher operating costs across multiple regions.</p>
<p><strong>Export Demand</strong></p>
<p>Strong export inquiries, particularly from China, contributed to tighter supply conditions and higher prices.</p>
<p><strong>Inflationary Pressures</strong></p>
<p>Rising consumer and producer prices increased overall manufacturing expenses worldwide.</p>
<p><strong>Manufacturing Activity</strong></p>
<p>Expanding manufacturing sectors in major economies supported demand for pharmaceutical ingredients and specialty chemicals.</p>
<p><strong>Supply Chain Conditions</strong></p>
<p>Logistics costs, inventory levels, and transportation availability continued influencing regional pricing dynamics.</p>
<p><strong>Bismuth Subsalicylate Price Forecast</strong></p>
<p>The outlook for <strong>Bismuth Subsalicylate Prices</strong> remains cautiously optimistic for the remainder of 2026. Market participants expect demand from pharmaceutical applications to remain stable, supported by consistent healthcare consumption worldwide.</p>
<p>Asia-Pacific may continue experiencing relatively firm pricing if supply constraints and export demand persist. North America is likely to remain influenced by inflation and production costs, while Europe's market direction will largely depend on manufacturing recovery and broader economic performance.</p>
<p>Any significant changes in raw material availability, energy markets, or pharmaceutical demand could further influence pricing trends in upcoming quarters.</p>
<p><strong>Conclusion</strong></p>
<p>During the quarter ending March 2026, global <strong>Bismuth Subsalicylate Prices</strong> displayed generally positive momentum, supported by supply tightening in China, rising production costs in the United States, and increasing upstream expenses in Germany. APAC recorded the strongest gains, while North America and Europe experienced more moderate but sustained price support.</p>
<p>As pharmaceutical demand remains resilient and manufacturing activity gradually improves across major economies, the Bismuth Subsalicylate market is expected to maintain a stable-to-firm outlook. Industry participants will continue monitoring inflation, raw material trends, and global trade activity to assess future market opportunities and pricing developments.</p>
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<item>
<title>Lamivudine Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Lamivudine-Price-71598</link>
<guid>https://news.bangboxonline.com/Lamivudine-Price-71598</guid>
<description><![CDATA[ Lamivudine Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a326ab7cf832.jpg" length="56403" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 14:37:02 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Lamivudine Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:54,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1096}"><a href="https://www.chemanalyst.com/Pricing-data/lamivudine-2380" bis_size="{&quot;x&quot;:8,&quot;y&quot;:56,&quot;w&quot;:276,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1098}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:56,&quot;w&quot;:276,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1098}">According to ChemAnalyst Lamivudine Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:56,&quot;w&quot;:1177,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1098}"> trend in 2026 is expected to be influenced by developments in the global pharmaceutical industry, active pharmaceutical ingredient (API) production costs, healthcare demand, raw material availability, regulatory compliance requirements, and international supply chain conditions. Lamivudine is a widely used antiviral medication and an important pharmaceutical ingredient utilized in the treatment of HIV infection and hepatitis B. As healthcare systems continue expanding access to antiviral therapies and governments strengthen public health initiatives, the </span><span bis_size="{&quot;x&quot;:249,&quot;y&quot;:116,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:551,&quot;abs_y&quot;:1158}">Lamivudine Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:116,&quot;w&quot;:1174,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1158}"> remains a key market indicator for pharmaceutical manufacturers, distributors, procurement specialists, and healthcare stakeholders. The growing need for cost-effective antiviral treatments is expected to play a significant role in shaping the </span><span bis_size="{&quot;x&quot;:668,&quot;y&quot;:136,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:970,&quot;abs_y&quot;:1178}">Lamivudine Trend Price</span><span bis_size="{&quot;x&quot;:815,&quot;y&quot;:136,&quot;w&quot;:284,&quot;h&quot;:16,&quot;abs_x&quot;:1117,&quot;abs_y&quot;:1178}"> and broader market outlook throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:172,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1214}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:170,&quot;w&quot;:352,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1212}">Overview of the Lamivudine Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:209,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1251}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:211,&quot;w&quot;:1183,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1253}">Lamivudine belongs to the nucleoside reverse transcriptase inhibitor (NRTI) class of antiviral medications and is extensively used in combination therapies for HIV management and hepatitis B treatment. Its established efficacy, safety profile, and broad inclusion in treatment guidelines have made it an important component of global healthcare programs.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:263,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1305}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:265,&quot;w&quot;:256,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1307}">Major applications of Lamivudine include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:297,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1339}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:297,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1339}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:297,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1339}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:299,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1341}">HIV treatment formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:331,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1373}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:331,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1373}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:333,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1375}">Hepatitis B therapies</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:365,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1407}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:365,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1407}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:367,&quot;w&quot;:209,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1409}">Combination antiviral medications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:399,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1441}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:399,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1441}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:401,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1443}">Generic pharmaceutical products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:433,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1475}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:433,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1475}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:435,&quot;w&quot;:170,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1477}">Public healthcare programs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:467,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1509}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:467,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1509}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:469,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1511}">Hospital pharmaceutical supplies</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:501,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1543}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:501,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1543}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:503,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1545}">Specialty antiviral treatments</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:535,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1577}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:535,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1577}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:537,&quot;w&quot;:239,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1579}">Global disease management initiatives</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:569,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1611}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:571,&quot;w&quot;:468,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1613}">The continued demand for antiviral therapies supports the expansion of the </span><span bis_size="{&quot;x&quot;:476,&quot;y&quot;:571,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:778,&quot;abs_y&quot;:1613}">Lamivudine Trend Market</span><span bis_size="{&quot;x&quot;:634,&quot;y&quot;:571,&quot;w&quot;:70,&quot;h&quot;:16,&quot;abs_x&quot;:936,&quot;abs_y&quot;:1613}"> worldwide.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:607,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1649}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:605,&quot;w&quot;:399,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1647}">Global Lamivudine Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:644,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1686}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:646,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1688}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:646,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1688}">Lamivudine Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:646,&quot;w&quot;:1174,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1688}"> has experienced fluctuations due to changing production costs, pharmaceutical demand, raw material pricing, healthcare spending, and international trade conditions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:698,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1740}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:700,&quot;w&quot;:345,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1742}">Several factors influencing market performance include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:732,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1774}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:732,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1774}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:732,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1774}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:734,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1776}">API manufacturing activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:766,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1808}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:766,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1808}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:768,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1810}">Pharmaceutical industry demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:800,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1842}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:800,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1842}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:802,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1844}">Feedstock availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:834,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1876}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:834,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1876}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:836,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1878}">Regulatory compliance requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:868,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1910}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:868,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1910}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:870,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1912}">Transportation expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:902,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1944}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:902,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1944}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:904,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1946}">Supply chain efficiency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:936,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1978}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:938,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1980}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:938,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1980}">Lamivudine Price</span><span bis_size="{&quot;x&quot;:193,&quot;y&quot;:938,&quot;w&quot;:727,&quot;h&quot;:16,&quot;abs_x&quot;:495,&quot;abs_y&quot;:1980}"> is expected to remain influenced by the balance between growing healthcare demand and manufacturing economics.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:973,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2015}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:971,&quot;w&quot;:417,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2013}">Key Factors Influencing Lamivudine Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1011,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2053}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1012,&quot;w&quot;:189,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2054}">Raw Material Availability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1047,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2089}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1049,&quot;w&quot;:470,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2091}">Raw material supply remains one of the most important determinants of the </span><span bis_size="{&quot;x&quot;:478,&quot;y&quot;:1049,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:780,&quot;abs_y&quot;:2091}">Lamivudine Price</span><span bis_size="{&quot;x&quot;:585,&quot;y&quot;:1049,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:887,&quot;abs_y&quot;:2091}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1081,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2123}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1083,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2125}">The manufacturing process relies on:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1115,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2157}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1115,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2157}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1115,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2157}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1117,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2159}">Pharmaceutical intermediates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1149,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2191}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1149,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2191}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1151,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2193}">Specialty chemicals</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1183,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2225}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1183,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2225}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1185,&quot;w&quot;:53,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2227}">Solvents</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1217,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2259}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1217,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2259}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1219,&quot;w&quot;:59,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2261}">Reagents</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1251,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2293}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1251,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2293}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1253,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2295}">Processing materials</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1285,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2327}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1287,&quot;w&quot;:632,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2329}">Changes in the availability and pricing of these inputs can significantly impact overall production costs.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1322,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2364}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1323,&quot;w&quot;:425,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2365}">Active Pharmaceutical Ingredient Manufacturing Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1358,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2400}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1360,&quot;w&quot;:765,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2402}">Lamivudine production requires advanced pharmaceutical manufacturing infrastructure and strict quality control procedures.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1392,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2434}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1394,&quot;w&quot;:266,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2436}">Major production cost components include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1426,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2468}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2468}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2468}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1428,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2470}">Energy consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2502}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2502}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1462,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2504}">Production equipment</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2536}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2536}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1496,&quot;w&quot;:76,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2538}">Skilled labor</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2570}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2570}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1530,&quot;w&quot;:175,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2572}">Quality assurance programs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1562,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2604}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1562,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2604}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1564,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2606}">Regulatory compliance systems</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1596,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2638}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1598,&quot;w&quot;:315,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2640}">Increasing operational expenses can influence the </span><span bis_size="{&quot;x&quot;:323,&quot;y&quot;:1598,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:625,&quot;abs_y&quot;:2640}">Lamivudine Trend Price</span><span bis_size="{&quot;x&quot;:470,&quot;y&quot;:1598,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:772,&quot;abs_y&quot;:2640}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1632,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2674}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1633,&quot;w&quot;:208,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2675}">Healthcare Sector Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1669,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2711}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1671,&quot;w&quot;:479,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2713}">The healthcare industry remains the largest consumer of Lamivudine globally.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1703,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2745}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1705,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2747}">Demand is supported by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1737,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2779}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1737,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2779}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1737,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2779}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1739,&quot;w&quot;:149,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2781}">HIV treatment programs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1771,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2813}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1771,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2813}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1773,&quot;w&quot;:214,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2815}">Hepatitis B management initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1805,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2847}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1805,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2847}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1807,&quot;w&quot;:151,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2849}">Public health campaigns</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1839,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2881}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1839,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2881}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1841,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2883}">Expanding healthcare access</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1873,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2915}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1873,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2915}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1875,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2917}">Growing patient populations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1907,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2949}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1909,&quot;w&quot;:323,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2951}">These factors continue supporting growth within the </span><span bis_size="{&quot;x&quot;:331,&quot;y&quot;:1909,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:633,&quot;abs_y&quot;:2951}">Lamivudine Trend Market</span><span bis_size="{&quot;x&quot;:489,&quot;y&quot;:1909,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:791,&quot;abs_y&quot;:2951}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1943,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2985}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1944,&quot;w&quot;:303,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2986}">Generic Pharmaceutical Manufacturing</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1980,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3022}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1982,&quot;w&quot;:547,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3024}">The widespread production of generic medicines has become a significant market driver.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2014,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3056}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2016,&quot;w&quot;:227,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3058}">Generic manufacturers contribute to:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2048,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3090}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2048,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3090}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2048,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3090}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2050,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3092}">Higher production volumes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2082,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3124}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2082,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3124}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2084,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3126}">Increased accessibility</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2116,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3158}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2116,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3158}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2118,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3160}">Competitive pricing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2150,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3192}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2150,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3192}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2152,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3194}">Broader market reach</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2184,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3226}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2186,&quot;w&quot;:577,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3228}">The expansion of generic pharmaceutical production continues strengthening global demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2220,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3262}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2221,&quot;w&quot;:251,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3263}">Logistics and Distribution Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2256,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3298}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2258,&quot;w&quot;:602,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3300}">Global pharmaceutical supply chains depend on efficient transportation and distribution networks.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2290,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3332}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2292,&quot;w&quot;:272,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3334}">Factors affecting logistics expenses include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2324,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3366}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3366}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3366}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2326,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3368}">Freight rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3400}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3400}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2360,&quot;w&quot;:101,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3402}">Packaging costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3434}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3434}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2394,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3436}">Warehousing expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3468}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3468}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2428,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3470}">International shipping conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3502}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3502}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2462,&quot;w&quot;:227,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3504}">Supply chain management efficiency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2494,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3536}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2496,&quot;w&quot;:275,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3538}">These costs continue influencing the overall </span><span bis_size="{&quot;x&quot;:283,&quot;y&quot;:2496,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:585,&quot;abs_y&quot;:3538}">Lamivudine Price</span><span bis_size="{&quot;x&quot;:390,&quot;y&quot;:2496,&quot;w&quot;:62,&quot;h&quot;:16,&quot;abs_x&quot;:692,&quot;abs_y&quot;:3538}"> structure.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2532,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3574}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2530,&quot;w&quot;:408,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3572}">North America Lamivudine Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2569,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3611}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2571,&quot;w&quot;:990,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3613}">North America remains an important market for Lamivudine due to advanced healthcare infrastructure and significant pharmaceutical manufacturing capabilities.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2603,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3645}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2605,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3647}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:2605,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3647}">Lamivudine Price</span><span bis_size="{&quot;x&quot;:396,&quot;y&quot;:2605,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:698,&quot;abs_y&quot;:3647}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2637,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3679}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2637,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3679}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2637,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3679}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2639,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3681}">Pharmaceutical demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2671,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3713}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2671,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3713}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2673,&quot;w&quot;:128,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3715}">Healthcare spending</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2705,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3747}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2705,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3747}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2707,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3749}">Regulatory standards</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2739,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3781}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2739,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3781}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2741,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3783}">Research and development activities</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2773,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3815}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2773,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3815}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2775,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3817}">Distribution network efficiency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2807,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3849}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2809,&quot;w&quot;:570,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3851}">The region’s established healthcare ecosystem continues supporting stable market demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2845,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3887}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2843,&quot;w&quot;:337,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3885}">Europe Lamivudine Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2882,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3924}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2884,&quot;w&quot;:451,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3926}">Europe remains a major participant in the global pharmaceutical industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2916,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3958}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2918,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3960}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:2918,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3960}">Lamivudine Trend Price</span><span bis_size="{&quot;x&quot;:183,&quot;y&quot;:2918,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:485,&quot;abs_y&quot;:3960}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2950,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3992}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2950,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3992}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2950,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3992}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2952,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3994}">Healthcare expenditure</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2984,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4026}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2984,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4026}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2986,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4028}">Pharmaceutical manufacturing activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3018,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4060}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3018,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4060}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3020,&quot;w&quot;:141,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4062}">Public health initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3052,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4094}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3052,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4094}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3054,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4096}">Generic medicine adoption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3086,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4128}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3086,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4128}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3088,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4130}">Regulatory compliance requirements</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3120,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4162}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3122,&quot;w&quot;:571,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4164}">The presence of leading pharmaceutical manufacturers continues supporting market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3157,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4199}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3155,&quot;w&quot;:383,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4197}">Asia-Pacific Lamivudine Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3195,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4237}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3197,&quot;w&quot;:658,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4239}">Asia-Pacific is expected to remain one of the most influential regions within the global Lamivudine industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3229,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4271}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3231,&quot;w&quot;:359,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4273}">Key countries contributing to market development include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3263,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4305}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3263,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4305}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3263,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4305}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3265,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4307}">India</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3297,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4339}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3297,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4339}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3299,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4341}">China</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3331,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4373}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3331,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4373}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3333,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4375}">Japan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3365,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4407}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3365,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4407}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3367,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4409}">South Korea</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3399,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4441}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3399,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4441}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3401,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4443}">Indonesia</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3433,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4475}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3433,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4475}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3435,&quot;w&quot;:53,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4477}">Thailand</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3467,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4509}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3469,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4511}">Growth drivers include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3501,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4543}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3501,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4543}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3501,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4543}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3503,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4545}">Expanding pharmaceutical production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3535,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4577}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3535,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4577}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3537,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4579}">Rising healthcare investments</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3569,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4611}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3569,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4611}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3571,&quot;w&quot;:266,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4613}">Increasing generic medicine manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3603,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4645}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3603,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4645}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3605,&quot;w&quot;:152,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4647}">Growing export activities</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3637,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4679}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3637,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4679}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3639,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4681}">Expanding healthcare access</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3671,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4713}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3673,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4715}">These developments are expected to strengthen the </span><span bis_size="{&quot;x&quot;:335,&quot;y&quot;:3673,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:4715}">Lamivudine Trend Market</span><span bis_size="{&quot;x&quot;:493,&quot;y&quot;:3673,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:795,&quot;abs_y&quot;:4715}"> throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3708,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4750}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3706,&quot;w&quot;:474,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4748}">Pharmaceutical Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3746,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4788}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3748,&quot;w&quot;:547,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4790}">The pharmaceutical sector remains the primary driver of Lamivudine demand worldwide.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3782,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4824}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3783,&quot;w&quot;:191,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4825}">HIV Treatment Programs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3818,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4860}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3820,&quot;w&quot;:600,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4862}">Lamivudine continues to be widely used in combination therapies designed for HIV management.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3855,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4897}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3856,&quot;w&quot;:168,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4898}">Hepatitis B Treatment</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3891,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4933}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3893,&quot;w&quot;:505,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4935}">Healthcare providers utilize Lamivudine in various hepatitis B treatment protocols.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3928,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4970}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3929,&quot;w&quot;:222,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4971}">Generic Medicine Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3964,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5006}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3966,&quot;w&quot;:603,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5008}">The growing production of generic antiviral medicines continues improving treatment accessibility.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4000,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5042}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4001,&quot;w&quot;:217,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5043}">Public Healthcare Initiatives</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4037,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5079}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4039,&quot;w&quot;:677,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5081}">Governments and healthcare organizations continue investing in disease prevention and treatment programs.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4071,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5113}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4073,&quot;w&quot;:386,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5115}">These applications contribute significantly to the growth of the </span><span bis_size="{&quot;x&quot;:394,&quot;y&quot;:4073,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:696,&quot;abs_y&quot;:5115}">Lamivudine Trend Market</span><span bis_size="{&quot;x&quot;:551,&quot;y&quot;:4073,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:853,&quot;abs_y&quot;:5115}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4108,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5150}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4106,&quot;w&quot;:385,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5148}">Track Real Time Prices Of  Lamivudine</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4145,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5187}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Lamivudine" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4147,&quot;w&quot;:486,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5189}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4147,&quot;w&quot;:486,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5189}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Lamivudine</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4183,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5225}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4181,&quot;w&quot;:510,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5223}">Active Pharmaceutical Ingredient Market Dynamics</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4220,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5262}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4222,&quot;w&quot;:593,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5264}">Lamivudine remains a critical active pharmaceutical ingredient within the antiviral drug segment.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4257,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5299}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4258,&quot;w&quot;:205,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5300}">API Production Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4293,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5335}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4295,&quot;w&quot;:519,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5337}">Growing pharmaceutical manufacturing capacities continue supporting API demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4329,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5371}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4330,&quot;w&quot;:231,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5372}">Quality Control Requirements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4366,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5408}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4368,&quot;w&quot;:685,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5410}">Manufacturers must maintain strict quality standards to ensure product consistency and regulatory compliance.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4402,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5444}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4403,&quot;w&quot;:193,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5445}">Supply Chain Integration</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4439,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5481}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4441,&quot;w&quot;:615,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5483}">Integrated pharmaceutical supply chains help improve production efficiency and product availability.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4473,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5515}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4475,&quot;w&quot;:239,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5517}">These factors continue influencing the </span><span bis_size="{&quot;x&quot;:247,&quot;y&quot;:4475,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:549,&quot;abs_y&quot;:5517}">Lamivudine Price</span><span bis_size="{&quot;x&quot;:355,&quot;y&quot;:4475,&quot;w&quot;:52,&quot;h&quot;:16,&quot;abs_x&quot;:657,&quot;abs_y&quot;:5517}"> outlook.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4510,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5552}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4508,&quot;w&quot;:462,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5550}">Healthcare Trends Influencing Market Demand</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4547,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5589}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4549,&quot;w&quot;:391,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5591}">Several healthcare trends are shaping the future outlook of the </span><span bis_size="{&quot;x&quot;:399,&quot;y&quot;:4549,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:701,&quot;abs_y&quot;:5591}">Lamivudine Trend Market</span><span bis_size="{&quot;x&quot;:557,&quot;y&quot;:4549,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:859,&quot;abs_y&quot;:5591}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4584,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5626}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4585,&quot;w&quot;:248,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5627}">Expanding Access to Medicines</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4620,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5662}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4622,&quot;w&quot;:495,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5664}">Healthcare systems continue increasing access to essential antiviral treatments.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4657,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5699}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4658,&quot;w&quot;:238,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5700}">Rising Healthcare Investments</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4693,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5735}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4695,&quot;w&quot;:742,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5737}">Governments and private organizations continue investing in healthcare infrastructure and pharmaceutical procurement.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4729,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5771}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4730,&quot;w&quot;:277,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5772}">Growth of Generic Pharmaceuticals</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4766,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5808}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4768,&quot;w&quot;:592,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5810}">Cost-effective treatment options continue supporting widespread adoption of generic medicines.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4802,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5844}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4803,&quot;w&quot;:208,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5845}">Pharmaceutical Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4838,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5880}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4840,&quot;w&quot;:538,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5882}">Advancements in manufacturing technologies continue improving production efficiency.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4875,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5917}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4876,&quot;w&quot;:302,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5918}">Global Disease Management Initiatives</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4911,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5953}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4913,&quot;w&quot;:512,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5955}">International healthcare programs continue promoting access to antiviral therapies.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4945,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5987}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4947,&quot;w&quot;:599,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5989}">These trends are expected to positively influence market demand throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4983,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6025}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4981,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6023}">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5020,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6062}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5022,&quot;w&quot;:462,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6064}">Despite favorable market fundamentals, several challenges may affect the </span><span bis_size="{&quot;x&quot;:470,&quot;y&quot;:5022,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:772,&quot;abs_y&quot;:6064}">Lamivudine Trend Market</span><span bis_size="{&quot;x&quot;:628,&quot;y&quot;:5022,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:930,&quot;abs_y&quot;:6064}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5056,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6098}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5057,&quot;w&quot;:212,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6099}">Raw Material Cost Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5093,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6135}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5095,&quot;w&quot;:508,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6137}">Changes in pharmaceutical feedstock costs can impact manufacturing economics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5129,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6171}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5130,&quot;w&quot;:296,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6172}">Regulatory Compliance Requirements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5166,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6208}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5168,&quot;w&quot;:539,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6210}">Manufacturers must comply with stringent pharmaceutical quality and safety standards.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5202,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6244}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5203,&quot;w&quot;:210,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6245}">Transportation Constraints</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5238,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6280}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5240,&quot;w&quot;:523,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6282}">Global logistics disruptions may affect product availability and procurement planning.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5275,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6317}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5276,&quot;w&quot;:263,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6318}">Production Capacity Management</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5311,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6353}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5313,&quot;w&quot;:624,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6355}">Balancing manufacturing capacity with growing demand remains an important industry consideration.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5345,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6387}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5347,&quot;w&quot;:487,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6389}">Addressing these challenges remains essential for maintaining market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5382,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6424}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5380,&quot;w&quot;:434,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6422}">Regulatory Environment and Market Impact</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5420,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6462}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5422,&quot;w&quot;:846,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6464}">The pharmaceutical industry operates under comprehensive regulatory frameworks designed to ensure product safety and effectiveness.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5454,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6496}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5456,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6498}">Manufacturers must comply with:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5488,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6530}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5488,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6530}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5488,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6530}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5490,&quot;w&quot;:233,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6532}">Good Manufacturing Practices (GMP)</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5522,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6564}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5522,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6564}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5524,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6566}">Product quality standards</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5556,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6598}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5556,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6598}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5558,&quot;w&quot;:112,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6600}">Safety regulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5590,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6632}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5590,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6632}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5592,&quot;w&quot;:255,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6634}">Pharmaceutical registration requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5624,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6666}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5624,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6666}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5626,&quot;w&quot;:185,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6668}">International trade regulations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5658,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6700}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5660,&quot;w&quot;:692,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6702}">Compliance investments support product reliability while influencing overall production costs and market pricing.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5695,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6737}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5693,&quot;w&quot;:491,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6735}">Sustainability and Pharmaceutical Manufacturing</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5733,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6775}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5735,&quot;w&quot;:568,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6777}">Sustainability continues becoming increasingly important within the pharmaceutical industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5767,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6809}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5769,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6811}">Manufacturers are investing in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5801,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6843}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5801,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6843}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5801,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6843}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5803,&quot;w&quot;:248,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6845}">Energy-efficient production technologies</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5835,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6877}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5835,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6877}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5837,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6879}">Waste reduction initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5869,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6911}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5869,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6911}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5871,&quot;w&quot;:201,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6913}">Resource optimization programs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5903,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6945}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5903,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6945}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5905,&quot;w&quot;:240,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6947}">Sustainable supply chain management</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5937,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6979}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5937,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6979}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5939,&quot;w&quot;:219,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6981}">Environmental compliance systems</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5971,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7013}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5973,&quot;w&quot;:577,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7015}">These efforts are expected to influence future production strategies and market development.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6008,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7050}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6006,&quot;w&quot;:353,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7048}">Lamivudine Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6046,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7088}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6048,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7090}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:6048,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:7090}">Lamivudine Price</span><span bis_size="{&quot;x&quot;:188,&quot;y&quot;:6048,&quot;w&quot;:1007,&quot;h&quot;:16,&quot;abs_x&quot;:490,&quot;abs_y&quot;:7090}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by growing pharmaceutical demand and expanding healthcare access worldwide.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6080,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7122}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6082,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7124}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6114,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7156}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6114,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7156}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6114,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7156}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6116,&quot;w&quot;:217,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7158}">Increasing healthcare expenditures</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6148,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7190}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6148,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7190}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6150,&quot;w&quot;:220,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7192}">Growing pharmaceutical production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6182,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7224}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6182,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7224}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6184,&quot;w&quot;:192,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7226}">Expanding treatment programs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6216,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7258}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6216,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7258}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6218,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7260}">Rising generic medicine demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6250,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7292}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6250,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7292}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6252,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7294}">Ongoing healthcare investments</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6284,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7326}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6286,&quot;w&quot;:857,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7328}">At the same time, efficient manufacturing processes and improved supply chain management may help moderate excessive price volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6318,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7360}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6320,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7362}">Most industry participants anticipate moderate fluctuations in the </span><span bis_size="{&quot;x&quot;:410,&quot;y&quot;:6320,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:712,&quot;abs_y&quot;:7362}">Lamivudine Trend Price</span><span bis_size="{&quot;x&quot;:557,&quot;y&quot;:6320,&quot;w&quot;:600,&quot;h&quot;:16,&quot;abs_x&quot;:859,&quot;abs_y&quot;:7362}">, reflecting changes in production costs, regulatory developments, and regional demand patterns.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6355,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7397}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6353,&quot;w&quot;:466,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7395}">Future Opportunities in the Lamivudine Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6392,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7434}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6394,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7436}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:6394,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:7436}">Lamivudine Trend Market</span><span bis_size="{&quot;x&quot;:349,&quot;y&quot;:6394,&quot;w&quot;:347,&quot;h&quot;:16,&quot;abs_x&quot;:651,&quot;abs_y&quot;:7436}"> remains positive due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6429,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7471}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6430,&quot;w&quot;:327,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7472}">Expansion of Global Healthcare Programs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6465,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7507}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6467,&quot;w&quot;:582,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7509}">Continued investments in healthcare access are expected to support pharmaceutical demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6502,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7544}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6503,&quot;w&quot;:333,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7545}">Growth in Generic Medicine Manufacturing</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6538,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7580}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6540,&quot;w&quot;:555,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7582}">Increasing generic drug production continues improving treatment accessibility worldwide.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6574,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7616}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6575,&quot;w&quot;:297,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7617}">Pharmaceutical Industry Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6611,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7653}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6613,&quot;w&quot;:527,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7655}">Expanding manufacturing capacities create new opportunities for market participants.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6647,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7689}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6648,&quot;w&quot;:282,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7690}">Emerging Market Healthcare Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6683,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7725}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6685,&quot;w&quot;:681,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7727}">Developing economies continue strengthening healthcare systems and pharmaceutical procurement activities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6720,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7762}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6721,&quot;w&quot;:208,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7763}">Supply Chain Optimization</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6756,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7798}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6758,&quot;w&quot;:625,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7800}">Investments in efficient logistics and production technologies continue supporting industry expansion.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6794,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7836}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6792,&quot;w&quot;:311,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7834}">Regional Market Developments</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6831,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7873}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6832,&quot;w&quot;:92,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7874}">Asia-Pacific</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6867,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7909}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6869,&quot;w&quot;:622,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7911}">The region remains a major production hub for pharmaceutical ingredients and finished formulations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6904,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7946}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6905,&quot;w&quot;:112,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7947}">North America</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6940,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7982}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6942,&quot;w&quot;:702,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7984}">Advanced healthcare systems and strong pharmaceutical research activities continue supporting market demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6976,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8018}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6977,&quot;w&quot;:56,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8019}">Europe</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7013,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8055}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7015,&quot;w&quot;:715,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8057}">Established pharmaceutical manufacturing capabilities and healthcare programs contribute to stable market growth.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7047,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8089}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7049,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8091}">These regional developments are expected to support the continued expansion of the </span><span bis_size="{&quot;x&quot;:541,&quot;y&quot;:7049,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:843,&quot;abs_y&quot;:8091}">Lamivudine Trend Market</span><span bis_size="{&quot;x&quot;:699,&quot;y&quot;:7049,&quot;w&quot;:194,&quot;h&quot;:16,&quot;abs_x&quot;:1001,&quot;abs_y&quot;:8091}"> throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7084,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8126}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7082,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8124}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7122,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8164}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7124,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8166}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:7124,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:8166}">Lamivudine Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7124,&quot;w&quot;:1157,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8166}"> outlook for 2026 remains supported by strong pharmaceutical demand, expanding healthcare access, growing generic medicine production, and continued investments in healthcare infrastructure. Factors such as raw material availability, manufacturing costs, logistics expenses, regulatory compliance requirements, and healthcare policies will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7196,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8238}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7198,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8240}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:7198,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8240}">Lamivudine Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7198,&quot;w&quot;:1183,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8240}"> is expected to experience moderate fluctuations depending on supply-demand dynamics, production economics, and global pharmaceutical market developments. Meanwhile, the </span><a href="https://www.chemanalyst.com/Pricing-data/lamivudine-2380" bis_size="{&quot;x&quot;:106,&quot;y&quot;:7218,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:408,&quot;abs_y&quot;:8260}"><span bis_size="{&quot;x&quot;:106,&quot;y&quot;:7218,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:408,&quot;abs_y&quot;:8260}">Lamivudine Trend Market</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7218,&quot;w&quot;:1165,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8260}"> is projected to maintain steady growth due to expanding healthcare initiatives, increasing pharmaceutical manufacturing activity, growing treatment accessibility, and rising healthcare investments across developed and emerging economies.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7270,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8312}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7272,&quot;w&quot;:1122,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8314}">As healthcare systems continue prioritizing access to essential medicines and pharmaceutical manufacturers expand production capabilities, Lamivudine is expected to remain a vital component of the global antiviral pharmaceutical industry, supporting sustained market growth and long-term industry development through 2026 and beyond.</span></p>]]> </content:encoded>
</item>

<item>
<title>How Online Education Benefits Support Personal &amp;amp; Professional Commitments</title>
<link>https://news.bangboxonline.com/online-education-personal-professional-commitments-71597</link>
<guid>https://news.bangboxonline.com/online-education-personal-professional-commitments-71597</guid>
<description><![CDATA[ Discover how online education helps you balance personal and professional commitments with flexible learning options. Explore the benefits of online learning for career growth, skill development, and achieving a better work-life-study balance. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32671fadf74.jpg" length="246633" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 14:36:02 +0500</pubDate>
<dc:creator>distanceeducationschool</dc:creator>
<media:keywords>online education benefits</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Are you also thinking about an online degree but wondering how you will balance your studies with work and family responsibilities? You are not alone; many learners share the same concern. </span><b></b></p>
<p dir="ltr"><span>In today’s fast-paced world, balancing personal responsibilities, career goals and higher education can be challenging for most people. Many learners want to continue higher education or switch careers, but attending regular college classes often makes it difficult to manage work schedules, family responsibilities and personal commitments. </span><b></b></p>
<p dir="ltr"><span>Fortunately, we are living in the</span><span> 21st century, and it is the era of digital transformation, </span><span>where </span><span>education is not limited to traditional classrooms.</span><span> Nowadays, online learning has transformed the education landscape. The online mode of education allows learners to study from any location without putting their personal or professional lives on hold. </span><b></b></p>
<p dir="ltr"><span>So let’s explore How does Online Learning Supports Personal &amp; Professional Commitments, the key online education benefits, and why it has become the preferred choice for Gen Z and modern learners. </span><b></b></p>
<h2 dir="ltr"><span>What is Online Learning?</span></h2>
<p dir="ltr"><span>Online learning is also</span><span> known as e-learning</span><span>. It refers to the </span><span>process of gaining knowledge and skills through the internet</span><span>. The </span><span>online mode offers a flexible </span><span>and </span><span>convenient way of learning </span><span>and allows individuals to </span><span>access educational resources and courses from anywhere</span><span> at any time. Through flexible online learning, learners can study according to their own schedules. </span><b></b></p>
<p dir="ltr"><span>Online learning platforms offer a wide range of features that enhance the learning experience. These include</span><span> multimedia-rich content, interactive quizzes, assessments, and discussion forums for interaction with peers.</span><span> These features make learning more engaging, accessible and effective. </span><b></b></p>
<p dir="ltr"><span>There are many government and private universities that help students explore online learning opportunities. However, learners who look for guidance on choosing the course, university, and specialisation can </span><span>take help from </span><a href="https://distanceeducationschool.com/"><span>Distance Education Schools.</span></a><span> </span><b></b></p>
<h2 dir="ltr"><span>Key Online Learning Supports for Personal &amp; Professional Commitments</span></h2>
<p dir="ltr"><span>Nowadays, online learning is part of personal and professional commitment because it offers flexibility, accessibility and convenience that learners need. These online education </span><span>benefits allow learners to balance education with personal and professional responsibilities. </span><b></b></p>
<p dir="ltr"><span>The best part is that the </span><span>government also supports online education</span><span>. In India, online and distance learning programs are</span><span> approved by the UGC-DEB.</span><span> This recognition makes the degree acceptable for higher education and employment opportunities. Below are some of the key ways online learning supports personal &amp; professional commitments: </span><b></b></p>
<h3 dir="ltr"><span>Online Learning Supports for Personal Commitments</span><b></b></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Flexible study schedule: </span><span>One of the major online education benefits is that flexible online learning allows learners to </span><span>log on and study when, where, and how they want. </span><span>Here, they don't need to worry about </span><span>early morning lectures or commuting during rush hou</span><span>rs. Through the online mode, a learner </span><span>can easily balance all their important things in life alongside studying, such as childcare, hobbies, socialising and travelling. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better family management: </span><span>Another of the online education benefits is that it helps learners to </span><span>manage their family responsibilities effectively</span><span>. Parents, caregivers and homemakers can continue higher education while taking care of children, elderly family members and household tasks. In this way, they can spend quality time with their families without compromising their academic goals. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Learning from any location: </span><span>Among the most valuable online education benefits is the ability to</span><span> study from any location, </span><span>whether learners are at home, at work, or travelling, they can </span><span>access recorded lectures, study material and assignments </span><span>with a good internet connection. This facility eliminates geographical barriers and allows learners to pursue quality education without relocating or travelling long distances. </span></p>
</li>
</ul>
<h3 dir="ltr"><span>Online Learning Supports for Professional Commitments</span><b></b></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Continue Earning While Learning: </span><span>One of the key online education benefits is that it allows working professionals to </span><span>study while working without taking a break</span><span> from their higher education. Since </span><a href="https://distanceeducationschool.com/online-courses/"><span>online programs</span></a><span> offer flexible learning, self-paced learning and no fixed classroom sessions, in this way, working professionals can maintain a stable income, gain valuable work experience, and achieve their academic goals. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Opportunity for Upskilling and Reskilling</span><span>: Among the most valuable online education benefits is </span><span>access to upskilling and reskilling opportunities.</span><span> Professionals can enrol in certificate courses, diploma programs or degree programs while continuing to work. Whether they want to </span><span>develop technical expertise, improve leadership abilities or transition to a new career path. </span><span>Online and distance education offer a number of industry-aligned programs that students can choose to meet their goals. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improve Career Advancement Opportunities:</span><span> One of the significant online education benefits is its</span><span> ability to improve career advancement opportunities</span><span>. After completing an industry-relevant online program such as an online MBA for working professionals, learners can explore career options across different industries. </span></p>
</li>
</ul>
<p dir="ltr"><span>Moreover, with updated knowledge, professional certification and in-demand skills, learners can increase their </span><span>chances of securing promotions, salary increments, leadership roles and better job opportunities. </span></p>
<p><b> </b></p>
<h2 dir="ltr"><span>Tips for Balancing Online Learning with Personal and Professional Responsibilities </span></h2>
<p dir="ltr"><span>Balancing online learning with work, family, and personal responsibilities can be quite challenging. However, with proper planning and discipline, a learner can successfully manage their studies. Here are some practical tips that a learner can follow: </span><b></b></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Create a study schedule:</span><span> Make a proper timetable and set hours for learning each subject. It helps learners stay organised and ensures that they do not miss classes, assignments or deadlines. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Set realistic goals:</span><span> Break large tasks into manageable goals and focus on completing one step at a time. In this way, learners can achieve their daily goals and reduce the stress of managing multiple responsibilities. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Use productivity tools: </span><span>Use a calendar, a reminder app, a task management platform and a note-making application. These tools can help learners track their performance and manage their time more effectively. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Take a regular break:</span><span> Avoid studying for long hours. Take a short break(15-20 min) between study sessions to relax and refresh your mind. </span></p>
</li>
</ul>
<p><b> </b></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Overall, online education</span><span> offers a number of advantages for managing both personal &amp; professional commitments. </span><span>The various Online education </span><span>benefits include accessibility, convenience, and cost-effectiveness</span><span>. These make learning more manageable for people with busy schedules. </span><b></b></p>
<p dir="ltr"><span>Online learning </span><span>removes geographical, financial and time-related barriers </span><span>and allows </span><span>professionals to study while working</span><span>. It helps them gain new skills and qualifications without taking a career break. With proper planning, self-discipline, and time management, learners can successfully achieve their academic and professional goals. </span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Remote It Support: The Smart Solution Every Business Needs Today</title>
<link>https://news.bangboxonline.com/remote-it-support-the-smart-solution-every-business-needs-today</link>
<guid>https://news.bangboxonline.com/remote-it-support-the-smart-solution-every-business-needs-today</guid>
<description><![CDATA[ Get fast and reliable Remote IT Support from certified experts—anytime, anywhere. Whether you&#039;re facing software issues, network problems, email setup, or system errors, our technicians are ready to assist you remotely with secure, real-time solutions. Ideal for businesses and individuals, we offer flexible support plans, quick response times, and professional service without the need for on-site visits. Enjoy peace of mind knowing your tech problems are handled efficiently. Stay productive with trusted Remote IT Support—contact us now to get started! ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3269d13a1ad.jpg" length="87814" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 14:33:18 +0500</pubDate>
<dc:creator>techbuddyaustralia</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Technology drives every modern business, and even a few minutes of downtime can result in lost revenue, frustrated customers, and missed opportunities. Companies today cannot afford delays, security risks, or technical failures. This is why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.techbuddyaustralia.com.au/small-business-it-support/"><b>Remote It Support</b></a></span></strong> has become an essential service for businesses that want to stay productive and competitive.<o:p></o:p></p>
<p class="MsoNormal">Whether you're running a startup or managing an established enterprise, immediate access to professional IT assistance can make the difference between growth and costly disruption. Businesses across Australia are rapidly embracing smarter technology solutions that eliminate downtime and keep operations running smoothly.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Fast Technical Assistance Changes Everything<o:p></o:p></b></p>
<p class="MsoNormal">Traditional IT services often involve waiting for technicians to arrive on-site, causing unnecessary delays and increased expenses. Modern businesses need instant solutions. Remote assistance enables experts to diagnose and resolve issues quickly, often within minutes.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Techbuddy Australia</span></strong> delivers professional services that help businesses overcome technical challenges without interrupting daily operations. From software troubleshooting to network maintenance, remote solutions provide convenience, efficiency, and significant cost savings.<o:p></o:p></p>
<p class="MsoNormal">The ability to access expert technicians whenever problems arise gives companies peace of mind and allows employees to remain focused on what matters most—growing the business.<o:p></o:p></p>
<p class="MsoNormal"><b>The Hidden Cost of Technology Downtime<o:p></o:p></b></p>
<p class="MsoNormal">Every second of system failure affects productivity and profitability. Lost files, inaccessible systems, and software crashes can quickly turn into major business disasters. Many companies underestimate the financial impact of downtime until it becomes a serious issue.<o:p></o:p></p>
<p class="MsoNormal">This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Best Data Recovery Melbourne</span></strong> services become invaluable. Recovering critical files and restoring damaged systems can save years of hard work and prevent devastating losses. Businesses that invest in professional recovery solutions protect their valuable information and ensure continuity even during unexpected technical emergencies.<o:p></o:p></p>
<p class="MsoNormal"><b>Security Threats Are Growing Every Day<o:p></o:p></b></p>
<p class="MsoNormal">Cyberattacks are becoming more sophisticated, targeting businesses of every size. A single security breach can expose sensitive information, damage customer trust, and create significant financial losses.<o:p></o:p></p>
<p class="MsoNormal">Professional <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Remote It Support</span></strong> services offer proactive monitoring, software updates, and immediate troubleshooting to reduce vulnerabilities before they become serious problems. Instead of reacting to disasters, businesses can take preventive action and strengthen their digital defenses.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.techbuddyaustralia.com.au/"><b>Techbuddy Australia</b></a></span></strong> understands that reliable IT protection is no longer optional. In today's competitive environment, secure and stable systems are essential for long-term success.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Are Switching to Smarter IT Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Companies are increasingly choosing remote technology services because they offer unmatched convenience and flexibility. Employees can receive assistance regardless of location, making it easier to support hybrid and remote work environments.<o:p></o:p></p>
<p class="MsoNormal">The advantages are impossible to ignore:<o:p></o:p></p>
<p class="MsoNormal">Faster issue resolution.<o:p></o:p></p>
<p class="MsoNormal">Lower operational costs.<o:p></o:p></p>
<p class="MsoNormal">Reduced downtime.<o:p></o:p></p>
<p class="MsoNormal">Enhanced productivity.<o:p></o:p></p>
<p class="MsoNormal">Improved security management.<o:p></o:p></p>
<p class="MsoNormal">Access to experienced professionals whenever needed.<o:p></o:p></p>
<p class="MsoNormal">With businesses depending more heavily on digital infrastructure, having reliable support available at all times provides a significant competitive advantage.<o:p></o:p></p>
<p class="MsoNormal"><b>Protecting Your Most Valuable Asset—Data<o:p></o:p></b></p>
<p class="MsoNormal">Data is the foundation of every organization. Customer information, financial records, operational documents, and strategic plans are assets that cannot be replaced easily. Unfortunately, hardware failures, accidental deletions, and cyber incidents occur far more frequently than many businesses realize.<o:p></o:p></p>
<p class="MsoNormal">This is why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.techbuddyaustralia.com.au/data-recovery/"><b>Best Data Recovery Melbourne</b></a></span></strong> services continue to grow in importance. Rapid recovery solutions help businesses regain access to essential files and minimize operational disruptions. The ability to restore critical information quickly can save companies from enormous financial and reputational damage.<o:p></o:p></p>
<p class="MsoNormal">Organizations that prioritize data protection are far better prepared to handle unexpected challenges and continue serving their customers without interruption.<o:p></o:p></p>
<p class="MsoNormal"><b>The Future of Business Support Has Already Arrived<o:p></o:p></b></p>
<p class="MsoNormal">Technology is evolving at an incredible pace, and companies that fail to adapt risk falling behind their competitors. Modern organizations require efficient solutions that are responsive, scalable, and cost-effective.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Remote It Support</span></strong> provides exactly that. By eliminating geographical barriers and enabling immediate technical assistance, businesses can operate more efficiently and respond faster to challenges. The result is increased productivity, reduced expenses, and stronger business continuity.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Techbuddy Australia</span></strong> continues to help organizations embrace modern IT solutions that simplify operations and support sustainable growth in an increasingly digital marketplace.<o:p></o:p></p>
<p class="MsoNormal"><b>Don't Wait for a Technology Crisis<o:p></o:p></b></p>
<p class="MsoNormal">Many businesses only seek professional assistance after a serious problem occurs. By then, the damage may already be significant. The smarter approach is to invest in reliable support and protection before issues become costly emergencies.<o:p></o:p></p>
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<title>MBA Distance Education: Best Open Universities in India</title>
<link>https://news.bangboxonline.com/mba-distance-education-best-open-universities-in-india</link>
<guid>https://news.bangboxonline.com/mba-distance-education-best-open-universities-in-india</guid>
<description><![CDATA[ What Is Indira Gandhi National Open University Distance Education? – Complete Guide 2026 ]]></description>
<enclosure url="" length="87814" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 14:33:13 +0500</pubDate>
<dc:creator>Amrita singh</dc:creator>
<media:keywords>MBA Distance Education</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>In today’s competitive world, an MBA is a highly valued degree for professionals looking to grow in their careers. However, getting an MBA from a regular university can be difficult for some due to time, location, or financial issues. This is where </span><a href="https://distanceeducationschool.com/mba-distance-education/"><span>MBA distance education</span></a><span> becomes helpful, offering flexible, affordable, and high-quality learning for people who want to improve their business skills and education.</span></p>
<p dir="ltr"><span>This blog looks into the advantages of MBA distance education and highlights some of the top open universities</span><span> in India that offer these courses. Whether you want to move up in your current job, switch careers, or gain new business knowledge, an </span><a href="https://distanceeducationschool.com/blog/top-7-online-distance-mba-universities-in-delhi/"><span>MBA distance course</span></a><span> from a trusted university can open many doors for you.</span></p>
<h2 dir="ltr"><span>What is MBA Distance Education?</span></h2>
<p dir="ltr"><a href="https://distanceeducationschool.com/blog/top-7-online-distance-mba-universities-in-delhi/"><span>MBA distance education</span></a><span> is a mode of education where students can pursue their MBA without the need to attend regular classes at a physical campus. This type of education is ideal for </span><span>working professionals, homemakers, or individuals</span><span> who cannot commit to full-time on-campus learning. The curriculum is typically delivered through online lectures, study materials, assignments, and examinations.</span></p>
<p dir="ltr"><span>Key benefits of </span><span>MBA distance education</span><span> include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Flexibility</span><span>: Study at your own pace, balancing work and personal commitments.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cost-Effectiveness</span><span>: Generally more affordable than traditional MBA programs.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Wide Accessibility</span><span>: Open to students from various backgrounds and locations.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Industry-Relevant Learning</span><span>: Many distance MBA programs are designed in collaboration with </span><span>industry leaders, providing up-to-date business</span><span> knowledge.</span><span><br><br></span></p>
</li>
</ul>
<h2 dir="ltr"><span>Why Choose MBA Distance Education?</span></h2>
<p dir="ltr"><span>The growing popularity of </span><span>MBA distance education</span><span> is due to several advantages that it offers. Here are some key reasons why more students are opting for MBA programs through distance learning:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Convenience</span><span>: Students can access study materials and attend virtual classes from anywhere, making it easier to fit the program into their schedules.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Wide Range of Specializations</span><span>: Many open universities offer a diverse range of MBA specializations such as marketing, finance, human resources, operations, and entrepreneurship, allowing students to tailor their education to their career goals.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Networking Opportunities</span><span>: Distance education programs often include online forums, webinars, and networking events where students can interact with industry professionals and fellow learners.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Accredited Programs</span><span>: Many distance MBA programs are accredited by reputable organizations, ensuring that the qualification holds value in the job market.</span><span><br><br></span></p>
</li>
</ul>
<h2 dir="ltr"><span>Best Open Universities in India Offering MBA Distance Education</span></h2>
<p dir="ltr"><span>India is home to several</span><span> open universities that offer top-notch</span><span> </span><span>MBA distance education</span><span> programs. Below are some of the most recognized institutions that provide flexible and affordable MBA courses.</span></p>
<h3 dir="ltr"><span>1. Indira Gandhi National Open University (IGNOU)</span></h3>
<p dir="ltr"><span>IGNOU</span><span> is one of the largest and most well-known open universities in India, offering a wide range of undergraduate, postgraduate, and diploma programs. The </span><span>MBA distance course</span><span> at IGNOU is highly respected, with a comprehensive curriculum that covers business administration,</span><span> strategic management, marketing, human resources</span><span>, and more.</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2-5 years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Graduation in any discipline</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Key Features</span><span>: Study material in both English and Hindi, flexible exam schedules, nationwide study centers</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Accreditation</span><span>: Recognized by the UGC and AICTE</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>IGNOU’s </span><span>MBA distance education</span><span> program is a popular choice due to its affordability and strong academic reputation.</span></p>
<h3 dir="ltr"><span>2. Sikkim University (SUMS)</span></h3>
<p dir="ltr"><span>Sikkim University is another leading institution offering </span><span>MBA distance education</span><span>. The university’s MBA program focuses on global business trends, leadership, and entrepreneurial skills, making it a great option for students seeking a well-rounded education.</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2 years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: A bachelor's degree with at least 50% marks</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Key Features</span><span>: Affordable f</span><span>ees, global perspective, flexible learning options</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Accreditation</span><span>: UGC-approved</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>Sikkim University’s distance learning MBA course provides flexibility for working professionals while ensuring quality education.</span></p>
<h3 dir="ltr"><span>3. Dr. B.R. Ambedkar Open University (BRAOU)</span></h3>
<p dir="ltr"><span>BRAOU</span><span> is a prominent open university in </span><span>India</span><span>, offering MBA distance programs in both English and Telugu. The university's curriculum is designed to equip students with essential managerial and leadership skills. The program emphasizes practical learning and industry-oriented knowledge.</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2 years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Graduation in any stream</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Key Features</span><span>: </span><span>Online study materials, extensive student support services</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Accreditation</span><span>: </span><span>UGC</span><span>-recognized</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>BRAOU </span><span>is a great option for those looking for a flexible yet high-quality MBA distance education.</span></p>
<h3 dir="ltr"><span>4. Tamil Nadu Open University (TNOU)</span></h3>
<p dir="ltr"><span>Known for its inclusive learning approach, </span><span>TNOU</span><span> offers an MBA program designed for students who wish to pursue managerial education via distance learning. The university offers a well-structured curriculum with various specializations.</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: </span><span>2-4 years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Bachelor’s degree with a minimum of </span><span>50%</span><span> marks</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Key Features</span><span>: Experienced faculty, regular assignments, and feedback sessions</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Accreditation</span><span>: </span><span>UGC</span><span>-approved</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>TNOU provides a</span><span> comprehensive MBA distance course</span><span>, with a focus on both theoretical knowledge and practical business skills.</span></p>
<h3 dir="ltr"><span>5. University of Mumbai – Institute of Distance and Open Learning (IDOL)</span></h3>
<p dir="ltr"><span>The University of Mumbai’s IDOL offers a well-regarded MBA distance education program. The course is designed to provide students with an understanding of global business trends, management skills, and leadership strategies.</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2 years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Graduate in any discipline with </span><span>45% marks</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Key Features</span><span>: Comprehensive study materials, online exams, and a wide range of specializations</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Accreditation</span><span>: UGC-approved</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>The University of</span><span> Mumbai’s </span><span>MBA distance course is ideal for students looking for flexibility while receiving quality education from a reputed institution.</span></p>
<h2 dir="ltr"><span>How to Choose the Right Open University for MBA Distance Education?</span></h2>
<p dir="ltr"><span>When selecting an open university for </span><span>MBA distance education</span><span>, it’s important to consider several factors to ensure you make the right choice:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Accreditation</span><span>: Ensure that the university is recognized by relevant bodies like UGC, </span><span>AICTE, or NAAC</span><span> to validate the value of your degree.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Course Flexibility</span><span>: Check the program’s duration, the mode of delivery (online classes, study materials, etc.), and the option to extend the course if needed.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Specializations Offered</span><span>: Look for universities that offer specializations in the area of business that interests you, such as marketing, finance, HR, or entrepreneurship.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Affordability</span><span>: While </span><span>MBA distance education</span><span> is generally more affordable than traditional MBA programs, compare the fees of various universities to find one that fits your budget.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Support Services</span><span>: Consider the level of student support available, including online help desks, faculty interaction, and peer networking opportunities.</span><span><br><br></span></p>
</li>
</ul>
<h2 dir="ltr"><span>Career Opportunities After Completing MBA Distance Education</span></h2>
<p dir="ltr"><span>An </span><span>MBA distance course</span><span> opens up numerous career opportunities. Graduates can pursue managerial roles across </span><span>industries, including finance, marketing, human resources, operations</span><span>, and consulting. Some potential job roles include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Business Analyst</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Operations Manager</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Marketing Director</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Financial Manager</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>HR Manager</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Entrepreneur</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>An MBA distance education program also offers opportunities for career advancement, higher salary prospects, and the possibility of switching industries or roles. Moreover, the skills gained during the course, such as strategic thinking, leadership, and problem-solving, are highly valued by employers.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>To sum up, getting an </span><span>MBA through distance education from a well-known open university</span><span> can greatly improve your career opportunities. Whether you pick IGNOU, Sikkim University, or another top university, you’ll gain the flexibility, knowledge, and skills needed to succeed in business.</span></p>
<p dir="ltr"><span>A MBA distance course is a </span><span>great choice for people who want to balance work and study while </span><span>moving forward in their careers. Take some time to research and choose the university that best fits your career goals.</span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>How Online Education Benefits Support Personal &amp;amp; Professional Commitments</title>
<link>https://news.bangboxonline.com/online-education-personal-professional-commitments</link>
<guid>https://news.bangboxonline.com/online-education-personal-professional-commitments</guid>
<description><![CDATA[ Discover how online education helps you balance personal and professional commitments with flexible learning options. Explore the benefits of online learning for career growth, skill development, and achieving a better work-life-study balance. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32671fadf74.jpg" length="246633" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 14:22:46 +0500</pubDate>
<dc:creator>distanceeducationschool</dc:creator>
<media:keywords>online education benefits</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Are you also thinking about an online degree but wondering how you will balance your studies with work and family responsibilities? You are not alone; many learners share the same concern. </span><b></b></p>
<p dir="ltr"><span>In today’s fast-paced world, balancing personal responsibilities, career goals and higher education can be challenging for most people. Many learners want to continue higher education or switch careers, but attending regular college classes often makes it difficult to manage work schedules, family responsibilities and personal commitments. </span><b></b></p>
<p dir="ltr"><span>Fortunately, we are living in the</span><span> 21st century, and it is the era of digital transformation, </span><span>where </span><span>education is not limited to traditional classrooms.</span><span> Nowadays, online learning has transformed the education landscape. The online mode of education allows learners to study from any location without putting their personal or professional lives on hold. </span><b></b></p>
<p dir="ltr"><span>So let’s explore How does Online Learning Supports Personal &amp; Professional Commitments, the key online education benefits, and why it has become the preferred choice for Gen Z and modern learners. </span><b></b></p>
<h2 dir="ltr"><span>What is Online Learning?</span></h2>
<p dir="ltr"><span>Online learning is also</span><span> known as e-learning</span><span>. It refers to the </span><span>process of gaining knowledge and skills through the internet</span><span>. The </span><span>online mode offers a flexible </span><span>and </span><span>convenient way of learning </span><span>and allows individuals to </span><span>access educational resources and courses from anywhere</span><span> at any time. Through flexible online learning, learners can study according to their own schedules. </span><b></b></p>
<p dir="ltr"><span>Online learning platforms offer a wide range of features that enhance the learning experience. These include</span><span> multimedia-rich content, interactive quizzes, assessments, and discussion forums for interaction with peers.</span><span> These features make learning more engaging, accessible and effective. </span><b></b></p>
<p dir="ltr"><span>There are many government and private universities that help students explore online learning opportunities. However, learners who look for guidance on choosing the course, university, and specialisation can </span><span>take help from </span><a href="https://distanceeducationschool.com/"><span>Distance Education Schools.</span></a><span> </span><b></b></p>
<h2 dir="ltr"><span>Key Online Learning Supports for Personal &amp; Professional Commitments</span></h2>
<p dir="ltr"><span>Nowadays, online learning is part of personal and professional commitment because it offers flexibility, accessibility and convenience that learners need. These online education </span><span>benefits allow learners to balance education with personal and professional responsibilities. </span><b></b></p>
<p dir="ltr"><span>The best part is that the </span><span>government also supports online education</span><span>. In India, online and distance learning programs are</span><span> approved by the UGC-DEB.</span><span> This recognition makes the degree acceptable for higher education and employment opportunities. Below are some of the key ways online learning supports personal &amp; professional commitments: </span><b></b></p>
<h3 dir="ltr"><span>Online Learning Supports for Personal Commitments</span><b></b></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Flexible study schedule: </span><span>One of the major online education benefits is that flexible online learning allows learners to </span><span>log on and study when, where, and how they want. </span><span>Here, they don't need to worry about </span><span>early morning lectures or commuting during rush hou</span><span>rs. Through the online mode, a learner </span><span>can easily balance all their important things in life alongside studying, such as childcare, hobbies, socialising and travelling. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better family management: </span><span>Another of the online education benefits is that it helps learners to </span><span>manage their family responsibilities effectively</span><span>. Parents, caregivers and homemakers can continue higher education while taking care of children, elderly family members and household tasks. In this way, they can spend quality time with their families without compromising their academic goals. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Learning from any location: </span><span>Among the most valuable online education benefits is the ability to</span><span> study from any location, </span><span>whether learners are at home, at work, or travelling, they can </span><span>access recorded lectures, study material and assignments </span><span>with a good internet connection. This facility eliminates geographical barriers and allows learners to pursue quality education without relocating or travelling long distances. </span></p>
</li>
</ul>
<h3 dir="ltr"><span>Online Learning Supports for Professional Commitments</span><b></b></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Continue Earning While Learning: </span><span>One of the key online education benefits is that it allows working professionals to </span><span>study while working without taking a break</span><span> from their higher education. Since </span><a href="https://distanceeducationschool.com/online-courses/"><span>online programs</span></a><span> offer flexible learning, self-paced learning and no fixed classroom sessions, in this way, working professionals can maintain a stable income, gain valuable work experience, and achieve their academic goals. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Opportunity for Upskilling and Reskilling</span><span>: Among the most valuable online education benefits is </span><span>access to upskilling and reskilling opportunities.</span><span> Professionals can enrol in certificate courses, diploma programs or degree programs while continuing to work. Whether they want to </span><span>develop technical expertise, improve leadership abilities or transition to a new career path. </span><span>Online and distance education offer a number of industry-aligned programs that students can choose to meet their goals. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improve Career Advancement Opportunities:</span><span> One of the significant online education benefits is its</span><span> ability to improve career advancement opportunities</span><span>. After completing an industry-relevant online program such as an online MBA for working professionals, learners can explore career options across different industries. </span></p>
</li>
</ul>
<p dir="ltr"><span>Moreover, with updated knowledge, professional certification and in-demand skills, learners can increase their </span><span>chances of securing promotions, salary increments, leadership roles and better job opportunities. </span><b><br></b></p>
<h2 dir="ltr"><span>Tips for Balancing Online Learning with Personal and Professional Responsibilities </span></h2>
<p dir="ltr"><span>Balancing online learning with work, family, and personal responsibilities can be quite challenging. However, with proper planning and discipline, a learner can successfully manage their studies. Here are some practical tips that a learner can follow: </span><b></b></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Create a study schedule:</span><span> Make a proper timetable and set hours for learning each subject. It helps learners stay organised and ensures that they do not miss classes, assignments or deadlines. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Set realistic goals:</span><span> Break large tasks into manageable goals and focus on completing one step at a time. In this way, learners can achieve their daily goals and reduce the stress of managing multiple responsibilities. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Use productivity tools: </span><span>Use a calendar, a reminder app, a task management platform and a note-making application. These tools can help learners track their performance and manage their time more effectively. </span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Take a regular break:</span><span> Avoid studying for long hours. Take a short break(15-20 min) between study sessions to relax and refresh your mind. </span></p>
</li>
</ul>
<p><b> </b></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Overall, online education</span><span> offers a number of advantages for managing both personal &amp; professional commitments. </span><span>The various Online education </span><span>benefits include accessibility, convenience, and cost-effectiveness</span><span>. These make learning more manageable for people with busy schedules. </span><b></b></p>
<p dir="ltr"><span>Online learning </span><span>removes geographical, financial and time-related barriers </span><span>and allows </span><span>professionals to study while working</span><span>. It helps them gain new skills and qualifications without taking a career break. With proper planning, self-discipline, and time management, learners can successfully achieve their academic and professional goals. </span></p>
<p></p>]]> </content:encoded>
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<item>
<title>MBA Distance Degree: Best UGC&#45;Certified Colleges in India</title>
<link>https://news.bangboxonline.com/mba-distance-degree-best-ugc-certified-colleges-in-india</link>
<guid>https://news.bangboxonline.com/mba-distance-degree-best-ugc-certified-colleges-in-india</guid>
<description><![CDATA[ MBA Distance Degree: Best UGC-Certified Colleges in India ]]></description>
<enclosure url="" length="246633" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 14:17:11 +0500</pubDate>
<dc:creator>Amrita singh</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>An </span><span>MBA Distance Degree</span><span> in 2026 is one of the most popular choices for professionals and graduates looking to improve their careers while studying from home. With the rising demand for flexible and career-oriented programs, </span><span>top universities in India</span><span> are offering </span><a href="https://distanceeducationschool.com/ugc-deb-approved-online-universities/"><span>UGC-certified</span><span> </span><span>MBA Distance course</span></a><span> </span><span>that are recognized across private and government sectors.</span></p>
<p dir="ltr"><span>This blog will help you understand what an </span><a href="https://distanceeducationschool.com/mba-distance-education/"><span>MBA Distance Degree</span></a><span> is, its benefits, and the best UGC-certified colleges in India offering this course in 2026. If you’re thinking of enrolling in a </span><span>distance MBA course</span><span>, this guide will help you make the right decision.</span></p>
<h2 dir="ltr"><span>What is an MBA Distance Degree?</span></h2>
<p dir="ltr"><span>An </span><a href="https://distanceeducationschool.com/mba-distance-education/"><span>MBA Distance Degree</span></a><span> is a postgraduate program in business management that allows students to study from anywhere without attending regular classes. It is a flexible and affordable option offered by universities that are approved by the </span><span>University Grants Commission (UGC)</span><span> and </span><span>Distance Education Bureau (DEB)</span><span>.</span></p>
<p dir="ltr"><span>With an </span><span>MBA Distance Degree</span><span>, students can access study materials online, watch recorded lectures, attend </span><span>live classes, submit assignments, and appear for exams – all without needing to visit campus daily</span><span>.</span></p>
<h2 dir="ltr"><span>Why Choose a UGC-Certified MBA Distance Degree?</span></h2>
<p dir="ltr"><span>Choosing a </span><span>UGC-certified</span><span> college for your </span><span>MBA Distance Degree</span><span> is very important. A UGC-certified degree means:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>The degree is valid across India and abroad.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>It is recognized by </span><span>government </span><span>bodies and </span><span>private </span><span>companies.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>It meets national academic standards.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>It helps you become eligible for promotions, job changes, or higher education.</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>A </span><span>UGC certification </span><span>also ensures that your </span><span>distance MBA course</span><span> follows the right curriculum, teaching methods, and evaluation process.</span></p>
<h2 dir="ltr"><span>Benefits of Pursuing an MBA Distance Degree</span></h2>
<ol>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Flexible Learning</span><span>: Study at your own pace from home or office.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cost-Effective</span><span>: Affordable tuition compared to regular </span><span>MBA programs</span><span>.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Career Growth</span><span>: Open doors to better job roles and promotions.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Recognized Degree</span><span>: Valid </span><span>across industries with UGC approval</span><span>.</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Easy Admission Process</span><span>: No entrance exams in most </span><span>colleges</span><span>.</span><span><br><br></span></p>
</li>
</ol>
<h2 dir="ltr"><span>Top UGC-Certified Colleges Offering MBA Distance Degree in 2026</span></h2>
<p dir="ltr"><span>Let’s look at the </span><span>best UGC-approved universities in India</span><span> offering an </span><span>MBA Distance Degree</span><span> in 2026.</span></p>
<h3 dir="ltr"><span>1. Indira Gandhi National Open University (IGNOU)</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Location</span><span>: New Delhi</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Fee</span><span>: ₹66,000</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2 Years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Graduation with 50%</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>IGNOU is a well-known name for the </span><span>MBA Distance Degree</span><span>. It offers specializations in finance, HR, marketing, and more. With </span><span>nationwide exam centers</span><span> and </span><span>simple learning tools</span><span>, IGNOU remains a top choice for students across India.</span></p>
<h3 dir="ltr"><span>2. NMIMS Global Access School for Continuing Education</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Location</span><span>: Mumbai</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2 Years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Graduate with 50%</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>NMIMS is famous for its industry-ready </span><span>distance MBA course</span><span>. It provides a digital platform with live sessions, study materials, and real-world case studies, making it ideal for professionals.</span></p>
<h3 dir="ltr"><span>3. Amity University (Online)</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Location</span><span>: Noida</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2 Years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Graduation in any stream</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>Amity Online offers a globally accepted </span><span>MBA Distance Degree</span><span>. The university is known for its excellent student support, digital learning tools, and international recognition.</span></p>
<h3 dir="ltr"><span>4. Symbiosis Centre for Distance Learning (SCDL)</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Location</span><span>: Pune</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2 Years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Graduation</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>SCDL offers one of the most flexible </span><span>distance MBA courses</span><span> in India. The college focuses on skill development and offers multiple specializations with easy-to-access content.</span></p>
<h3 dir="ltr"><span>5. ICFAI University</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Location</span><span>: Tripura</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2 Years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Graduate in any discipline</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>ICFAI offers a career-focused </span><span>MBA Distance Degree</span><span> with self-learning material, online support, and subject-wise learning modules. The university’s reputation adds value to your resume.</span></p>
<h3 dir="ltr"><span>6. LPU Online (Lovely Professional University)</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Location</span><span>: Punjab</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2 Years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Graduation with 50%</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>LPU Online offers interactive live classes, recorded lectures, and placement assistance. Their </span><span>MBA Distance Degree</span><span> program comes with options for specializations and industry tie-ups.</span></p>
<h3 dir="ltr"><span>7. Dr. B.R. Ambedkar Open University</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Location</span><span>: Hyderabad</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2 Years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Any graduate degree</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>This university provides one of the most affordable UGC-certified </span><span>MBA Distance Degree</span><span> programs. It is suitable for students looking for budget-friendly learning without compromising quality.</span></p>
<h3 dir="ltr"><span>8. Sikkim Manipal University (Distance Education)</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Location</span><span>: Gangtok</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2 Years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Graduate in any stream</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>Known for its tech-based approach, SMU offers a well-structured </span><span>distance MBA course</span><span> with digital content, interactive platforms, and qualified faculty.</span></p>
<h3 dir="ltr"><span>9. Annamalai University</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Location</span><span>: Tamil Nadu</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2 Years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Graduation</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>Annamalai University’s </span><span>MBA Distance Degree</span><span> is best for students who prefer self-study with printed materials. The program is recognized and suitable for government exams.</span></p>
<h3 dir="ltr"><span>10. Karnataka State Open University (KSOU)</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Location</span><span>: Mysuru</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration</span><span>: 2 Years</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eligibility</span><span>: Graduate from any recognized university</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>KSOU is UGC-DEB approved and offers a simple admission process. Their </span><span>MBA Distance Degree</span><span> includes multiple specialization options and updated course content.</span></p>
<h2 dir="ltr"><span>Career Opportunities After MBA Distance Degree</span></h2>
<p dir="ltr"><span>After completing your </span><span>MBA Distance Degree</span><span>, you can apply for various roles in:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Marketing</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Human Resources</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Finance</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Operations</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>IT Management</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Supply Chain</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Business Analysis</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Entrepreneurship</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>A valid </span><span>distance MBA course</span><span> makes you eligible for top positions in companies like TCS, Infosys, Deloitte, Wipro, HDFC Bank, and more.</span></p>
<h2 dir="ltr"><span>Who Can Apply for an MBA Distance Degree?</span></h2>
<p dir="ltr"><span>The </span><span>MBA Distance Degree</span><span> is ideal for:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Working professionals looking to </span><span>grow</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Fresh graduates seeking managerial skills</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Business owners wanting to </span><span>improve operations</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Students needing a flexible learning option</span><span><br><br></span></p>
</li>
</ul>
<p dir="ltr"><span>If you are someone who cannot attend regular college due to job, location, or budget, then the </span><span>MBA Distance Degree</span><span> is a great option.</span></p>
<h2 dir="ltr"><span>How to Enroll in MBA Distance Degree 2026?</span></h2>
<p dir="ltr"><span>Steps to apply:</span></p>
<ol>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Visit the university’s official website</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Choose the </span><span>MBA Distance Degree</span><span> program</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Check</span><span> eligibility criteria</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Fill the online form</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Upload documents</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pay the registration fee</span><span><br><br></span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Get confirmation from the university</span><span><br><br></span></p>
</li>
</ol>
<p dir="ltr"><span>Make sure you apply only to </span><span>UGC-certified universities</span><span> for a valid </span><span>MBA Distance Degree</span><span>.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>The </span><span>MBA Distance Degree</span><span> in 2026 offers an affordable, flexible, and valuable way to advance your career. With </span><span>UGC-certified colleges</span><span> providing quality education and support, you can now earn a recognized degree from the comfort of your home.</span></p>
<p dir="ltr"><span>Whether you're a fresh graduate or a </span><span>working professional, enrolling</span><span> in a </span><span>distance MBA course</span><span> is a smart move toward a better future. Choose the best university that fits your goals, and take the next step in your professional journey today.</span></p>
<p></p>]]> </content:encoded>
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<item>
<title>Lactose Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook</title>
<link>https://news.bangboxonline.com/Lactose-Price-71581</link>
<guid>https://news.bangboxonline.com/Lactose-Price-71581</guid>
<description><![CDATA[ Lactose Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32653bf2145.jpg" length="43822" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 14:13:36 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Lactose Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1056}"></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:82,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1124}"><a href="https://www.chemanalyst.com/Pricing-data/lactose-2453" bis_size="{&quot;x&quot;:8,&quot;y&quot;:84,&quot;w&quot;:253,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1126}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:84,&quot;w&quot;:253,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1126}">According to ChemAnalyst Lactose Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:84,&quot;w&quot;:1175,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1126}"> trend in 2026 is expected to be influenced by developments in the global dairy industry, whey production volumes, pharmaceutical demand, food processing requirements, supply chain conditions, and changing consumption patterns. Lactose, a naturally occurring milk sugar derived primarily from whey during dairy processing, remains an essential ingredient across food, beverage, pharmaceutical, infant nutrition, and animal feed industries. As global demand for dairy-derived ingredients continues to expand, the </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:124,&quot;w&quot;:1158,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1166}">Lactose Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:144,&quot;w&quot;:1177,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1186}"> has become an important benchmark for manufacturers, distributors, procurement managers, and end-use industries. The increasing utilization of lactose in pharmaceutical formulations and nutritional products is expected to play a significant role in shaping the </span><span bis_size="{&quot;x&quot;:473,&quot;y&quot;:164,&quot;w&quot;:124,&quot;h&quot;:16,&quot;abs_x&quot;:775,&quot;abs_y&quot;:1206}">Lactose Trend Price</span><span bis_size="{&quot;x&quot;:597,&quot;y&quot;:164,&quot;w&quot;:284,&quot;h&quot;:16,&quot;abs_x&quot;:899,&quot;abs_y&quot;:1206}"> and broader market outlook throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:199,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1241}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:197,&quot;w&quot;:315,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1239}">Overview of the Lactose Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:236,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1278}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:238,&quot;w&quot;:1184,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1280}">Lactose is a carbohydrate naturally found in milk and dairy products. Commercial lactose is generally produced as a by-product of cheese and whey processing and is subsequently purified for various industrial applications. Due to its functional properties, stability, and compatibility with numerous formulations, lactose remains a valuable ingredient in multiple sectors.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:290,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1332}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:292,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1334}">Major applications of lactose include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:324,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1366}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1366}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1366}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:326,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1368}">Pharmaceutical excipients</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1400}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1400}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:360,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1402}">Infant nutrition products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1434}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1434}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:394,&quot;w&quot;:90,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1436}">Dairy products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1468}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1468}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:428,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1470}">Bakery formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1502}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1502}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:462,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1504}">Confectionery products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1536}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1536}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:496,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1538}">Nutritional supplements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1570}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1570}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:530,&quot;w&quot;:151,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1572}">Animal feed applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:562,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1604}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:562,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1604}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:564,&quot;w&quot;:175,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1606}">Food processing ingredients</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:596,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1638}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:598,&quot;w&quot;:621,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1640}">The growing demand from healthcare and food industries continues supporting the expansion of the </span><span bis_size="{&quot;x&quot;:629,&quot;y&quot;:598,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:931,&quot;abs_y&quot;:1640}">Lactose Trend Market</span><span bis_size="{&quot;x&quot;:765,&quot;y&quot;:598,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1067,&quot;abs_y&quot;:1640}"> globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:634,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1676}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:632,&quot;w&quot;:362,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1674}">Global Lactose Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:671,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1713}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:673,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1715}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:673,&quot;w&quot;:124,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1715}">Lactose Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:673,&quot;w&quot;:1177,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1715}"> has experienced fluctuations in recent years due to changes in dairy production, whey availability, processing costs, pharmaceutical demand, and international trade conditions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:725,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1767}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:727,&quot;w&quot;:345,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1769}">Several factors influencing market performance include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:759,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1801}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:759,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1801}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:759,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1801}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:761,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1803}">Milk production levels</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:793,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1835}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:793,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1835}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:795,&quot;w&quot;:104,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1837}">Whey availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:827,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1869}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:827,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1869}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:829,&quot;w&quot;:132,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1871}">Dairy industry activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:861,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1903}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:861,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1903}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:863,&quot;w&quot;:243,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1905}">Pharmaceutical manufacturing demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1937}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1937}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:897,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1939}">Transportation expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:929,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1971}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:929,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1971}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:931,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1973}">Export and import dynamics</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:963,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2005}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:965,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2007}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:965,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:2007}">Lactose Price</span><span bis_size="{&quot;x&quot;:170,&quot;y&quot;:965,&quot;w&quot;:789,&quot;h&quot;:16,&quot;abs_x&quot;:472,&quot;abs_y&quot;:2007}"> is expected to remain influenced by the balance between expanding demand and the availability of dairy-derived raw materials.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1001,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2043}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:999,&quot;w&quot;:380,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2041}">Key Factors Influencing Lactose Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1038,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2080}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1039,&quot;w&quot;:303,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2081}">Dairy Production and Whey Availability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1074,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2116}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1076,&quot;w&quot;:573,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2118}">The availability of lactose is closely linked to dairy production and whey processing activities.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1108,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2150}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1110,&quot;w&quot;:231,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2152}">Important supply-side factors include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1142,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2184}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1142,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2184}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1142,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2184}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1144,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2186}">Milk production volumes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1176,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2218}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1176,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2218}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1178,&quot;w&quot;:187,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2220}">Cheese manufacturing activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1210,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2252}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1210,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2252}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1212,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2254}">Whey generation rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1244,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2286}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1244,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2286}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1246,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2288}">Dairy farming conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1278,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2320}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1278,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2320}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1280,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2322}">Seasonal production patterns</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1312,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2354}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1314,&quot;w&quot;:467,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2356}">Changes in dairy production directly affect lactose supply and influence the </span><span bis_size="{&quot;x&quot;:475,&quot;y&quot;:1314,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:777,&quot;abs_y&quot;:2356}">Lactose Price</span><span bis_size="{&quot;x&quot;:560,&quot;y&quot;:1314,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:862,&quot;abs_y&quot;:2356}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1349,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2391}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1350,&quot;w&quot;:150,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2392}">Raw Material Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1385,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2427}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1387,&quot;w&quot;:404,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2429}">Raw material costs remain a major determinant of market pricing.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1419,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2461}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1421,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2463}">Key cost components include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1453,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2495}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2495}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2495}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1455,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2497}">Milk procurement</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2529}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2529}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1489,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2531}">Whey processing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1521,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2563}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1521,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2563}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1523,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2565}">Purification expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1555,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2597}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1555,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2597}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1557,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2599}">Energy consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1589,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2631}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1589,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2631}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1591,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2633}">Packaging materials</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1623,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2665}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1625,&quot;w&quot;:330,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2667}">Variations in these inputs can significantly impact the </span><span bis_size="{&quot;x&quot;:338,&quot;y&quot;:1625,&quot;w&quot;:124,&quot;h&quot;:16,&quot;abs_x&quot;:640,&quot;abs_y&quot;:2667}">Lactose Trend Price</span><span bis_size="{&quot;x&quot;:463,&quot;y&quot;:1625,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:765,&quot;abs_y&quot;:2667}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1660,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2702}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1661,&quot;w&quot;:259,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2703}">Pharmaceutical Industry Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1696,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2738}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1698,&quot;w&quot;:548,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2740}">The pharmaceutical industry represents one of the largest consumers of lactose globally.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1730,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2772}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1732,&quot;w&quot;:175,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2774}">Lactose is widely utilized as:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1764,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2806}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1764,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2806}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1764,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2806}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1766,&quot;w&quot;:66,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2808}">Tablet filler</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1798,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2840}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1798,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2840}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1800,&quot;w&quot;:110,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2842}">Capsule excipient</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1832,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2874}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1832,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2874}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1834,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2876}">Drug formulation ingredient</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1866,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2908}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1866,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2908}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1868,&quot;w&quot;:260,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2910}">Controlled-release formulation component</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1900,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2942}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1900,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2942}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1902,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2944}">Pharmaceutical carrier material</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1934,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2976}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1936,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2978}">The continued growth of pharmaceutical manufacturing supports expansion within the </span><span bis_size="{&quot;x&quot;:541,&quot;y&quot;:1936,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:843,&quot;abs_y&quot;:2978}">Lactose Trend Market</span><span bis_size="{&quot;x&quot;:677,&quot;y&quot;:1936,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:979,&quot;abs_y&quot;:2978}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1970,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3012}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1971,&quot;w&quot;:290,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3013}">Food and Beverage Industry Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2007,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3049}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2009,&quot;w&quot;:406,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3051}">Food manufacturers utilize lactose across numerous applications.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2041,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3083}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2043,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3085}">Demand drivers include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2075,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3117}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2075,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3117}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2075,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3117}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2077,&quot;w&quot;:113,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3119}">Dairy-based foods</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2109,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3151}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2109,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3151}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2111,&quot;w&quot;:101,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3153}">Bakery products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2143,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3185}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2143,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3185}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2145,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3187}">Confectionery products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2177,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3219}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2177,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3219}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2179,&quot;w&quot;:104,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3221}">Processed foods</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2211,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3253}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2211,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3253}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2213,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3255}">Nutritional formulations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2245,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3287}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2247,&quot;w&quot;:588,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3289}">The growth of the food processing sector continues supporting lactose consumption worldwide.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2281,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3323}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2282,&quot;w&quot;:274,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3324}">Logistics and Transportation Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2317,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3359}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2319,&quot;w&quot;:504,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3361}">Global dairy ingredient supply chains depend on efficient transportation networks.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2351,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3393}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2353,&quot;w&quot;:272,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3395}">Factors affecting logistics expenses include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2385,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3427}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2385,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3427}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2385,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3427}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2387,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3429}">Freight rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2419,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3461}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2419,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3461}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2421,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3463}">Fuel prices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3495}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3495}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2455,&quot;w&quot;:151,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3497}">Cold chain requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3529}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3529}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2489,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3531}">Warehousing costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2521,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3563}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2521,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3563}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2523,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3565}">International shipping conditions</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2555,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3597}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2557,&quot;w&quot;:412,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3599}">Transportation costs remain an important contributor to the overall </span><span bis_size="{&quot;x&quot;:420,&quot;y&quot;:2557,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:722,&quot;abs_y&quot;:3599}">Lactose Price</span><span bis_size="{&quot;x&quot;:505,&quot;y&quot;:2557,&quot;w&quot;:62,&quot;h&quot;:16,&quot;abs_x&quot;:807,&quot;abs_y&quot;:3599}"> structure.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2593,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3635}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2591,&quot;w&quot;:371,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3633}">North America Lactose Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2630,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3672}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2632,&quot;w&quot;:563,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3674}">North America remains one of the most important regions within the global lactose industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2664,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3706}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2666,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3708}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:2666,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3708}">Lactose Price</span><span bis_size="{&quot;x&quot;:373,&quot;y&quot;:2666,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:675,&quot;abs_y&quot;:3708}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2698,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3740}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2698,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3740}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2698,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3740}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2700,&quot;w&quot;:141,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3742}">Dairy production levels</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2732,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3774}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2732,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3774}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2734,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3776}">Pharmaceutical manufacturing activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2766,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3808}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2766,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3808}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2768,&quot;w&quot;:158,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3810}">Food processing demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2800,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3842}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2800,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3842}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2802,&quot;w&quot;:124,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3844}">Export opportunities</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2834,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3876}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2834,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3876}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2836,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3878}">Supply chain efficiency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2868,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3910}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2870,&quot;w&quot;:494,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3912}">The region’s advanced dairy infrastructure continues supporting market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2906,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3948}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2904,&quot;w&quot;:299,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3946}">Europe Lactose Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2943,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3985}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2945,&quot;w&quot;:467,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3987}">Europe remains a major producer and exporter of dairy-derived ingredients.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2977,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4019}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2979,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4021}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:2979,&quot;w&quot;:124,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:4021}">Lactose Trend Price</span><span bis_size="{&quot;x&quot;:160,&quot;y&quot;:2979,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:462,&quot;abs_y&quot;:4021}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3011,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4053}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3011,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4053}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3011,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4053}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3013,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4055}">Milk production trends</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3045,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4087}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3045,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4087}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3047,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4089}">Dairy processing activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3079,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4121}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3079,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4121}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3081,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4123}">Pharmaceutical demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3113,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4155}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3113,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4155}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3115,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4157}">Regulatory requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3147,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4189}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3147,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4189}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3149,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4191}">International trade conditions</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3181,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4223}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3183,&quot;w&quot;:544,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4225}">The region’s established dairy industry continues supporting strong market participation.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3219,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4261}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3217,&quot;w&quot;:346,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4259}">Asia-Pacific Lactose Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3256,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4298}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3258,&quot;w&quot;:606,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4300}">Asia-Pacific is expected to remain one of the fastest-growing markets for lactose throughout 2026.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3290,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4332}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3292,&quot;w&quot;:321,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4334}">Key countries contributing to market growth include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3324,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4366}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4366}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4366}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3326,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4368}">China</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4400}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4400}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3360,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4402}">India</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4434}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4434}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3394,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4436}">Japan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4468}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4468}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3428,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4470}">South Korea</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4502}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4502}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3462,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4504}">Indonesia</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4536}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4536}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3496,&quot;w&quot;:53,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4538}">Thailand</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3528,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4570}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3530,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4572}">Growth drivers include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3562,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4604}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3562,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4604}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3562,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4604}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3564,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4606}">Expanding pharmaceutical industries</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3596,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4638}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3596,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4638}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3598,&quot;w&quot;:185,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4640}">Rising infant nutrition demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3630,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4672}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3630,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4672}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3632,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4674}">Growing food processing sectors</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3664,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4706}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3664,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4706}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3666,&quot;w&quot;:212,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4708}">Increasing healthcare investments</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3698,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4740}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3698,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4740}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3700,&quot;w&quot;:220,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4742}">Urbanization and population growth</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3732,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4774}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3734,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4776}">These developments are expected to strengthen the </span><span bis_size="{&quot;x&quot;:335,&quot;y&quot;:3734,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:4776}">Lactose Trend Market</span><span bis_size="{&quot;x&quot;:471,&quot;y&quot;:3734,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:773,&quot;abs_y&quot;:4776}"> across the region.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3769,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4811}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3767,&quot;w&quot;:474,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4809}">Pharmaceutical Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3807,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4849}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3809,&quot;w&quot;:570,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4851}">The pharmaceutical sector remains the primary growth driver for lactose demand worldwide.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3843,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4885}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3844,&quot;w&quot;:164,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4886}">Tablet Manufacturing</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3880,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4922}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3882,&quot;w&quot;:443,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4924}">Lactose is one of the most widely used excipients in tablet formulations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3916,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4958}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3917,&quot;w&quot;:154,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4959}">Capsule Production</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3952,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4994}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3954,&quot;w&quot;:537,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4996}">Manufacturers utilize lactose to improve product consistency and processing efficiency.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3989,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5031}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3990,&quot;w&quot;:239,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5032}">Drug Formulation Applications</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4025,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5067}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4027,&quot;w&quot;:599,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5069}">Its stability and compatibility make lactose suitable for a broad range of pharmaceutical products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4061,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5103}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4062,&quot;w&quot;:222,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5104}">Generic Medicine Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4098,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5140}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4100,&quot;w&quot;:677,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5142}">The growing production of generic medicines continues supporting demand for pharmaceutical-grade lactose.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4132,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5174}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4134,&quot;w&quot;:386,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5176}">These applications contribute significantly to the growth of the </span><span bis_size="{&quot;x&quot;:394,&quot;y&quot;:4134,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:696,&quot;abs_y&quot;:5176}">Lactose Trend Market</span><span bis_size="{&quot;x&quot;:529,&quot;y&quot;:4134,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:831,&quot;abs_y&quot;:5176}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4169,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5211}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4167,&quot;w&quot;:370,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5209}">Infant Nutrition Industry Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4207,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5249}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4209,&quot;w&quot;:434,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5251}">The infant nutrition sector remains another major consumer of lactose.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4243,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5285}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4244,&quot;w&quot;:204,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5286}">Infant Formula Production</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4279,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5321}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4281,&quot;w&quot;:494,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5323}">Lactose serves as an important carbohydrate source in infant nutrition products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4316,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5358}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4317,&quot;w&quot;:237,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5359}">Specialized Nutrition Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4352,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5394}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4354,&quot;w&quot;:652,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5396}">Manufacturers utilize lactose in various nutritional formulations designed for specific dietary requirements.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4389,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5431}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4390,&quot;w&quot;:156,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5432}">Healthcare Nutrition</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4425,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5467}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4427,&quot;w&quot;:589,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5469}">Medical nutrition products often incorporate lactose due to its nutritional and functional benefits.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4459,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5501}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4461,&quot;w&quot;:607,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5503}">The expansion of infant and specialized nutrition markets continues supporting long-term demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4496,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5538}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4494,&quot;w&quot;:414,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5536}">Food and Beverage Industry Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4534,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5576}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4536,&quot;w&quot;:476,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5578}">Lactose plays a valuable role across numerous food processing applications.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4570,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5612}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4571,&quot;w&quot;:130,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5613}">Bakery Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4606,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5648}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4608,&quot;w&quot;:498,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5650}">Lactose contributes to texture, flavor development, and browning characteristics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4643,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5685}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4644,&quot;w&quot;:227,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5686}">Confectionery Manufacturing</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4679,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5721}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4681,&quot;w&quot;:480,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5723}">Candy and confectionery producers utilize lactose in a variety of formulations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4716,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5758}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4717,&quot;w&quot;:116,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5759}">Dairy Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4752,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5794}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4754,&quot;w&quot;:519,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5796}">Lactose remains a fundamental component of numerous dairy-based food products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4788,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5830}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4789,&quot;w&quot;:136,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5831}">Processed Foods</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4825,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5867}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4827,&quot;w&quot;:521,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5869}">Food manufacturers utilize lactose to enhance product functionality and consistency.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4859,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5901}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4861,&quot;w&quot;:338,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5903}">These applications contribute to stable global demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4896,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5938}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4894,&quot;w&quot;:255,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5936}">Animal Feed Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4934,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5976}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4936,&quot;w&quot;:456,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5978}">The animal nutrition sector represents another important market segment.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4968,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6010}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4970,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6012}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5002,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6044}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5002,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6044}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5002,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6044}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5004,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6046}">Calf milk replacers</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5036,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6078}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5036,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6078}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5038,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6080}">Piglet feed formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5070,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6112}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5070,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6112}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5072,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6114}">Livestock nutrition products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5104,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6146}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5104,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6146}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5106,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6148}">Specialty feed additives</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5138,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6180}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5140,&quot;w&quot;:585,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6182}">Growing livestock production continues supporting demand for lactose-based feed ingredients.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5175,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6217}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5173,&quot;w&quot;:342,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6215}">Track Real Time Prices Of Lactose</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5212,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6254}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Lactose" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5214,&quot;w&quot;:464,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6256}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5214,&quot;w&quot;:464,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6256}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Lactose</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5250,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6292}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5248,&quot;w&quot;:539,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6290}">Consumer and Industry Trends Influencing the Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5287,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6329}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5289,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6331}">Several trends are shaping the future outlook of the </span><span bis_size="{&quot;x&quot;:330,&quot;y&quot;:5289,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:632,&quot;abs_y&quot;:6331}">Lactose Trend Market</span><span bis_size="{&quot;x&quot;:465,&quot;y&quot;:5289,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:767,&quot;abs_y&quot;:6331}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5324,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6366}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5325,&quot;w&quot;:277,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6367}">Pharmaceutical Industry Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5360,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6402}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5362,&quot;w&quot;:618,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6404}">Global pharmaceutical production continues increasing across developed and emerging economies.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5396,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6438}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5397,&quot;w&quot;:257,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6439}">Growing Infant Nutrition Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5433,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6475}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5435,&quot;w&quot;:645,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6477}">Population growth and changing consumer preferences continue supporting infant formula consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5469,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6511}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5470,&quot;w&quot;:238,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6512}">Rising Healthcare Investments</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5506,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6548}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5508,&quot;w&quot;:528,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6550}">Governments and private organizations continue expanding healthcare infrastructure.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5542,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6584}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5543,&quot;w&quot;:210,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6585}">Nutritional Product Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5578,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6620}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5580,&quot;w&quot;:695,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6622}">The increasing popularity of nutritional supplements and specialized nutrition products supports lactose demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5615,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6657}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5616,&quot;w&quot;:309,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6658}">Food Processing Industry Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5651,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6693}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5653,&quot;w&quot;:568,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6695}">Expanding food manufacturing activities continue driving ingredient consumption worldwide.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5685,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6727}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5687,&quot;w&quot;:599,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6729}">These trends are expected to positively influence market demand throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5722,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6764}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5720,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6762}">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5760,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6802}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5762,&quot;w&quot;:449,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6804}">Despite favorable demand conditions, several challenges may affect the </span><span bis_size="{&quot;x&quot;:457,&quot;y&quot;:5762,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:759,&quot;abs_y&quot;:6804}">Lactose Trend Market</span><span bis_size="{&quot;x&quot;:592,&quot;y&quot;:5762,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:894,&quot;abs_y&quot;:6804}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5796,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6838}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5797,&quot;w&quot;:171,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6839}">Dairy Supply Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5833,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6875}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5835,&quot;w&quot;:374,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6877}">Changes in milk production can influence lactose availability.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5869,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6911}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5870,&quot;w&quot;:198,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6912}">Energy Cost Fluctuations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5905,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6947}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5907,&quot;w&quot;:433,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6949}">Processing and purification activities remain sensitive to energy costs.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5942,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6984}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5943,&quot;w&quot;:210,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6985}">Transportation Constraints</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5978,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7020}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5980,&quot;w&quot;:523,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7022}">Global logistics disruptions may affect product availability and procurement planning.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6014,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7056}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6015,&quot;w&quot;:182,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7057}">Regulatory Compliance</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6051,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7093}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6053,&quot;w&quot;:546,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7095}">Manufacturers must comply with strict food safety and pharmaceutical quality standards.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6085,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7127}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6087,&quot;w&quot;:482,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7129}">Managing these challenges remains important for maintaining market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6122,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7164}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6120,&quot;w&quot;:490,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7162}">Sustainability and Environmental Considerations</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6160,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7202}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6162,&quot;w&quot;:639,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7204}">Sustainability continues becoming increasingly important within the dairy and food ingredient industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6194,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7236}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6196,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7238}">Manufacturers are investing in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6228,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7270}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6228,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7270}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6228,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7270}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6230,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7272}">Resource-efficient processing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6262,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7304}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6262,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7304}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6264,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7306}">Energy optimization</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6296,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7338}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6296,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7338}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6298,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7340}">Waste reduction initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6330,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7372}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6330,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7372}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6332,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7374}">Sustainable dairy sourcing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6364,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7406}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6364,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7406}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6366,&quot;w&quot;:227,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7408}">Environmental compliance programs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6398,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7440}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6400,&quot;w&quot;:596,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7442}">These initiatives are expected to influence future market development and production strategies.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6435,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7477}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6433,&quot;w&quot;:316,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7475}">Lactose Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6473,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7515}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6475,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7517}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:6475,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:7517}">Lactose Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6475,&quot;w&quot;:1136,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7517}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by strong pharmaceutical demand, expanding food processing activities, and increasing nutritional product consumption.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6527,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7569}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6529,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7571}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6561,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7603}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6561,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7603}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6561,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7603}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6563,&quot;w&quot;:251,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7605}">Growth in pharmaceutical manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6595,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7637}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6595,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7637}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6597,&quot;w&quot;:185,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7639}">Rising infant nutrition demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6629,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7671}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6629,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7671}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6631,&quot;w&quot;:247,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7673}">Expansion of food processing industries</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6663,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7705}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6663,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7705}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6665,&quot;w&quot;:212,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7707}">Increasing healthcare investments</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6697,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7739}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6697,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7739}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6699,&quot;w&quot;:249,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7741}">Ongoing demand for nutritional products</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6731,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7773}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6733,&quot;w&quot;:780,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7775}">At the same time, stable dairy production and efficient supply chain management may help moderate excessive price volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6765,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7807}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6767,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7809}">Most industry participants anticipate moderate fluctuations in the </span><span bis_size="{&quot;x&quot;:410,&quot;y&quot;:6767,&quot;w&quot;:124,&quot;h&quot;:16,&quot;abs_x&quot;:712,&quot;abs_y&quot;:7809}">Lactose Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6767,&quot;w&quot;:1158,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7809}">, reflecting changing dairy market conditions, pharmaceutical demand patterns, and broader economic developments.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6822,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7864}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6820,&quot;w&quot;:429,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7862}">Future Opportunities in the Lactose Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6859,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7901}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6861,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7903}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:6861,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:7903}">Lactose Trend Market</span><span bis_size="{&quot;x&quot;:327,&quot;y&quot;:6861,&quot;w&quot;:347,&quot;h&quot;:16,&quot;abs_x&quot;:629,&quot;abs_y&quot;:7903}"> remains positive due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6896,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7938}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6897,&quot;w&quot;:251,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7939}">Pharmaceutical Industry Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6932,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7974}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6934,&quot;w&quot;:580,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7976}">Expanding global healthcare systems continue supporting pharmaceutical ingredient demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6969,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8011}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6970,&quot;w&quot;:204,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8012}">Infant Nutrition Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7005,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8047}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7007,&quot;w&quot;:578,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8049}">Growing demand for infant formula and nutritional products creates new market opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7041,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8083}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7042,&quot;w&quot;:287,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8084}">Nutritional Supplement Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7078,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8120}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7080,&quot;w&quot;:379,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8122}">The health and wellness sector continues expanding globally.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7114,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8156}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7115,&quot;w&quot;:282,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8157}">Emerging Market Healthcare Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7150,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8192}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7152,&quot;w&quot;:554,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8194}">Developing economies continue strengthening healthcare and food processing industries.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7187,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8229}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7188,&quot;w&quot;:211,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8230}">Dairy Ingredient Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7223,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8265}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7225,&quot;w&quot;:621,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8267}">Manufacturers continue developing advanced dairy-derived ingredients and specialized applications.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7261,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8303}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7259,&quot;w&quot;:311,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8301}">Regional Market Developments</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7298,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8340}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7299,&quot;w&quot;:112,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8341}">North America</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7334,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8376}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7336,&quot;w&quot;:583,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8378}">Strong dairy production and pharmaceutical manufacturing capabilities support market growth.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7371,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8413}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7372,&quot;w&quot;:56,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8414}">Europe</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7407,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8449}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7409,&quot;w&quot;:666,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8451}">Established dairy processing infrastructure and export activities continue strengthening market participation.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7443,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8485}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7444,&quot;w&quot;:92,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8486}">Asia-Pacific</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7480,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8522}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7482,&quot;w&quot;:756,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8524}">Rapid industrialization, healthcare expansion, and growing food processing sectors create significant growth opportunities.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7514,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8556}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7516,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8558}">These regional developments are expected to support the continued expansion of the </span><span bis_size="{&quot;x&quot;:541,&quot;y&quot;:7516,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:843,&quot;abs_y&quot;:8558}">Lactose Trend Market</span><span bis_size="{&quot;x&quot;:676,&quot;y&quot;:7516,&quot;w&quot;:194,&quot;h&quot;:16,&quot;abs_x&quot;:978,&quot;abs_y&quot;:8558}"> throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7551,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8593}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7549,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8591}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7589,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8631}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7591,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8633}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:7591,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:8633}">Lactose Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7591,&quot;w&quot;:1151,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8633}"> outlook for 2026 remains supported by growing pharmaceutical demand, expanding food processing activities, increasing infant nutrition consumption, and rising healthcare investments. Factors such as dairy production levels, whey availability, processing costs, logistics expenses, and regulatory requirements will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7663,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8705}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7665,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8707}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:7665,&quot;w&quot;:124,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8707}">Lactose Trend Price</span><span bis_size="{&quot;x&quot;:160,&quot;y&quot;:7665,&quot;w&quot;:1032,&quot;h&quot;:16,&quot;abs_x&quot;:462,&quot;abs_y&quot;:8707}"> is expected to experience moderate fluctuations depending on supply-demand dynamics, dairy market conditions, and global economic developments. Meanwhile, the </span><a href="https://www.chemanalyst.com/Pricing-data/lactose-2453" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7685,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8727}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7685,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8727}">Lactose Trend Market</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7685,&quot;w&quot;:1178,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8727}"> is projected to maintain steady long-term growth due to expanding pharmaceutical production, increasing nutritional product demand, rising healthcare investments, and continued development within the global food processing industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7737,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8779}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7739,&quot;w&quot;:1176,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8781}">As industries continue seeking reliable and versatile ingredients for pharmaceutical, nutritional, and food applications, lactose is expected to remain an essential component of the global dairy ingredients sector, supporting sustained market growth and long-term industry development through 2026 and beyond.</span></p>]]> </content:encoded>
</item>

<item>
<title>Kraft Paper Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Kraft-Paper-Price-71578</link>
<guid>https://news.bangboxonline.com/Kraft-Paper-Price-71578</guid>
<description><![CDATA[ Kraft Paper Price ]]></description>
<enclosure url="" length="43822" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 14:03:48 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Kraft Paper Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}"></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:421,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1041}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:451,&quot;w&quot;:624,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1444}"><img 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" width="624" height="416" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:624,&quot;h&quot;:416,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1041}"></span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:483,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1476}"><a href="https://www.chemanalyst.com/Pricing-data/kraft-paper-1658" bis_size="{&quot;x&quot;:8,&quot;y&quot;:485,&quot;w&quot;:275,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1478}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:485,&quot;w&quot;:275,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1478}">According to ChemAnalyst Kraft Paper Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:485,&quot;w&quot;:1180,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1478}"> trend in 2026 is expected to be influenced by changing raw material costs, packaging industry demand, sustainability initiatives, manufacturing expenses, and global supply chain developments. Kraft paper remains one of the most widely used packaging materials worldwide due to its strength, durability, recyclability, and versatility. As industries increasingly shift toward sustainable and eco-friendly packaging solutions, the </span><span bis_size="{&quot;x&quot;:557,&quot;y&quot;:525,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:859,&quot;abs_y&quot;:1518}">Kraft Paper Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:525,&quot;w&quot;:1149,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1518}"> has become an important benchmark for manufacturers, converters, packaging companies, distributors, and procurement professionals. Growing environmental awareness and expanding e-commerce activities are expected to play a significant role in shaping the </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:545,&quot;w&quot;:1161,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1538}">Kraft Paper Trend Price</span><span bis_size="{&quot;x&quot;:120,&quot;y&quot;:565,&quot;w&quot;:277,&quot;h&quot;:16,&quot;abs_x&quot;:422,&quot;abs_y&quot;:1558}"> and overall market outlook throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:600,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1593}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:598,&quot;w&quot;:348,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1591}">Overview of the Kraft Paper Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:637,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1630}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:639,&quot;w&quot;:1184,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1632}">Kraft paper is a strong paper product manufactured primarily from wood pulp through the kraft pulping process. It is widely utilized across packaging, industrial, retail, food service, and logistics sectors because of its durability and environmental advantages.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:691,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1684}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:693,&quot;w&quot;:251,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1686}">Major applications of kraft paper include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:725,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1718}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:725,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1718}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:725,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1718}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:727,&quot;w&quot;:137,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1720}">Corrugated packaging</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:759,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1752}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:759,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1752}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:761,&quot;w&quot;:93,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1754}">Shopping bags</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:793,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1786}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:793,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1786}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:795,&quot;w&quot;:124,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1788}">Industrial packaging</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:827,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1820}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:827,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1820}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:829,&quot;w&quot;:99,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1822}">Wrapping paper</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:861,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1854}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:861,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1854}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:863,&quot;w&quot;:99,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1856}">Food packaging</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1888}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1888}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:897,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1890}">E-commerce packaging</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:929,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1922}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:929,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1922}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:931,&quot;w&quot;:156,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1924}">Construction applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:963,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1956}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:963,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1956}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:965,&quot;w&quot;:190,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1958}">Protective packaging materials</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:997,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1990}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:999,&quot;w&quot;:562,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1992}">The increasing emphasis on sustainable packaging continues supporting the growth of the </span><span bis_size="{&quot;x&quot;:570,&quot;y&quot;:999,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:872,&quot;abs_y&quot;:1992}">Kraft Paper Trend Market</span><span bis_size="{&quot;x&quot;:727,&quot;y&quot;:999,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1029,&quot;abs_y&quot;:1992}"> globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1035,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2028}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1033,&quot;w&quot;:396,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2026}">Global Kraft Paper Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1072,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2065}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1074,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2067}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:1074,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:2067}">Kraft Paper Trend Price</span><span bis_size="{&quot;x&quot;:223,&quot;y&quot;:1074,&quot;w&quot;:911,&quot;h&quot;:16,&quot;abs_x&quot;:525,&quot;abs_y&quot;:2067}"> has experienced fluctuations due to variations in pulp costs, energy expenses, transportation rates, manufacturing activity, and packaging demand.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1106,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2099}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1108,&quot;w&quot;:345,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2101}">Several factors influencing market performance include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1140,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2133}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1140,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2133}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1140,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2133}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1142,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2135}">Wood pulp availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1174,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2167}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1174,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2167}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1176,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2169}">Recycled fiber supply</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1208,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2201}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1208,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2201}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1210,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2203}">Energy costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1242,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2235}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1242,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2235}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1244,&quot;w&quot;:172,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2237}">Packaging industry demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1276,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2269}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1276,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2269}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1278,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2271}">Transportation expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1310,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2303}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1310,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2303}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1312,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2305}">Global trade activity</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1344,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2337}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1346,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2339}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:1346,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:2339}">Kraft Paper Price</span><span bis_size="{&quot;x&quot;:192,&quot;y&quot;:1346,&quot;w&quot;:672,&quot;h&quot;:16,&quot;abs_x&quot;:494,&quot;abs_y&quot;:2339}"> is expected to remain influenced by strong packaging demand and sustainability-driven consumption trends.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1382,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2375}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1380,&quot;w&quot;:414,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2373}">Key Factors Influencing Kraft Paper Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1419,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2412}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1420,&quot;w&quot;:273,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2413}">Wood Pulp and Raw Material Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1455,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2448}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1457,&quot;w&quot;:429,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2450}">Raw materials remain among the most important determinants of the </span><span bis_size="{&quot;x&quot;:437,&quot;y&quot;:1457,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:739,&quot;abs_y&quot;:2450}">Kraft Paper Price</span><span bis_size="{&quot;x&quot;:544,&quot;y&quot;:1457,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:846,&quot;abs_y&quot;:2450}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1489,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2482}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1491,&quot;w&quot;:274,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2484}">The production process depends heavily on:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1523,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2516}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1523,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2516}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1523,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2516}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1525,&quot;w&quot;:103,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2518}">Virgin wood pulp</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1557,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2550}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1557,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2550}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1559,&quot;w&quot;:88,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2552}">Recycled fiber</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1591,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2584}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1591,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2584}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1593,&quot;w&quot;:117,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2586}">Chemical additives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1625,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2618}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1625,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2618}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1627,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2620}">Processing materials</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1659,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2652}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1661,&quot;w&quot;:304,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2654}">Factors affecting raw material availability include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1693,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2686}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1693,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2686}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1693,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2686}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1695,&quot;w&quot;:120,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2688}">Forestry production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1727,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2720}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1727,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2720}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1729,&quot;w&quot;:95,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2722}">Recycling rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1761,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2754}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1761,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2754}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1763,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2756}">Environmental regulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1795,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2788}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1795,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2788}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1797,&quot;w&quot;:151,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2790}">Global supply conditions</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1829,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2822}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1831,&quot;w&quot;:504,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2824}">Fluctuations in pulp prices directly impact overall kraft paper manufacturing costs.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1866,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2859}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1867,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2860}">Manufacturing Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1902,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2895}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1904,&quot;w&quot;:615,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2897}">The production of kraft paper requires significant industrial infrastructure and operational resources.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1936,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2929}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1938,&quot;w&quot;:196,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2931}">Major cost components include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1970,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2963}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1970,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2963}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1970,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2963}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1972,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2965}">Energy consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2004,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2997}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2004,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2997}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2006,&quot;w&quot;:99,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2999}">Labor expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2038,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3031}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2038,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3031}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2040,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3033}">Machinery maintenance</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2072,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3065}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2072,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3065}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2074,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3067}">Chemical processing costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2106,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3099}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2106,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3099}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2108,&quot;w&quot;:242,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3101}">Environmental compliance investments</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2140,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3133}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2142,&quot;w&quot;:286,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3135}">Changes in these expenses can influence the </span><span bis_size="{&quot;x&quot;:294,&quot;y&quot;:2142,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:596,&quot;abs_y&quot;:3135}">Kraft Paper Trend Price</span><span bis_size="{&quot;x&quot;:440,&quot;y&quot;:2142,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:742,&quot;abs_y&quot;:3135}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2177,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3170}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2178,&quot;w&quot;:220,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3171}">Packaging Industry Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2213,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3206}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2215,&quot;w&quot;:473,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3208}">The packaging industry remains the largest consumer of kraft paper globally.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2247,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3240}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2249,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3242}">Demand is supported by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2281,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3274}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2281,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3274}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2281,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3274}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2283,&quot;w&quot;:125,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3276}">E-commerce growth</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2315,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3308}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2315,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3308}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2317,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3310}">Retail packaging requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2349,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3342}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2349,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3342}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2351,&quot;w&quot;:202,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3344}">Industrial packaging applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2383,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3376}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2383,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3376}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2385,&quot;w&quot;:139,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3378}">Food delivery services</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2417,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3410}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2417,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3410}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2419,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3412}">Consumer goods distribution</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2451,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3444}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2453,&quot;w&quot;:466,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3446}">The continued expansion of packaging activities supports the growth of the </span><span bis_size="{&quot;x&quot;:474,&quot;y&quot;:2453,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:776,&quot;abs_y&quot;:3446}">Kraft Paper Trend Market</span><span bis_size="{&quot;x&quot;:632,&quot;y&quot;:2453,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:934,&quot;abs_y&quot;:3446}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2487,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3480}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2488,&quot;w&quot;:186,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3481}">Sustainability Initiatives</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2524,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3517}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2526,&quot;w&quot;:605,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3519}">Governments, businesses, and consumers increasingly prioritize sustainable packaging solutions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2558,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3551}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2560,&quot;w&quot;:1013,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3553}">The shift away from single-use plastics has encouraged greater adoption of paper-based alternatives, supporting long-term demand growth for kraft paper products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2594,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3587}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2595,&quot;w&quot;:274,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3588}">Logistics and Transportation Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2630,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3623}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2632,&quot;w&quot;:404,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3625}">Global supply chains depend on efficient transportation networks.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2664,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3657}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2666,&quot;w&quot;:259,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3659}">Factors influencing logistics costs include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2698,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3691}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2698,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3691}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2698,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3691}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2700,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3693}">Freight rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2732,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3725}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2732,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3725}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2734,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3727}">Fuel prices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2766,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3759}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2766,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3759}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2768,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3761}">Shipping availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2800,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3793}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2800,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3793}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2802,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3795}">Warehousing expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2834,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3827}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2834,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3827}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2836,&quot;w&quot;:132,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3829}">Distribution efficiency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2868,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3861}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2870,&quot;w&quot;:418,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3863}">Transportation costs remain a significant factor affecting the overall </span><span bis_size="{&quot;x&quot;:426,&quot;y&quot;:2870,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:728,&quot;abs_y&quot;:3863}">Kraft Paper Price</span><span bis_size="{&quot;x&quot;:533,&quot;y&quot;:2870,&quot;w&quot;:62,&quot;h&quot;:16,&quot;abs_x&quot;:835,&quot;abs_y&quot;:3863}"> structure.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2906,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3899}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2904,&quot;w&quot;:405,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3897}">North America Kraft Paper Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2943,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3936}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2945,&quot;w&quot;:880,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3938}">North America remains an important market for kraft paper due to strong packaging demand and established paper manufacturing capabilities.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2977,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3970}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2979,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3972}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:2979,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3972}">Kraft Paper Price</span><span bis_size="{&quot;x&quot;:395,&quot;y&quot;:2979,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:697,&quot;abs_y&quot;:3972}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3011,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4004}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3011,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4004}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3011,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4004}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3013,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4006}">Packaging industry growth</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3045,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4038}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3045,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4038}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3047,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4040}">E-commerce expansion</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3079,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4072}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3079,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4072}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3081,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4074}">Raw material availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3113,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4106}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3113,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4106}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3115,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4108}">Sustainability regulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3147,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4140}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3147,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4140}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3149,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4142}">Manufacturing activity</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3181,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4174}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3183,&quot;w&quot;:527,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4176}">The region’s advanced packaging infrastructure continues supporting market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3219,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4212}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3217,&quot;w&quot;:333,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4210}">Europe Kraft Paper Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3256,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4249}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3258,&quot;w&quot;:488,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4251}">Europe remains one of the leading regions for sustainable packaging adoption.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3290,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4283}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3292,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4285}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:3292,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:4285}">Kraft Paper Trend Price</span><span bis_size="{&quot;x&quot;:182,&quot;y&quot;:3292,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:484,&quot;abs_y&quot;:4285}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3324,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4317}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4317}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4317}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3326,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4319}">Environmental regulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4351}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4351}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3360,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4353}">Recycling initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4385}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4385}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3394,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4387}">Packaging demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4419}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4419}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3428,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4421}">Consumer preferences</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4453}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4453}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3462,&quot;w&quot;:172,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4455}">Industrial production activity</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3494,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4487}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3496,&quot;w&quot;:600,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4489}">The region’s strong focus on circular economy principles continues supporting market expansion.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3532,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4525}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3530,&quot;w&quot;:380,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4523}">Asia-Pacific Kraft Paper Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3569,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4562}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3571,&quot;w&quot;:605,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4564}">Asia-Pacific is expected to remain the fastest-growing region within the global kraft paper industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3603,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4596}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3605,&quot;w&quot;:321,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4598}">Key countries contributing to market growth include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3637,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4630}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3637,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4630}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3637,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4630}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3639,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4632}">China</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3671,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4664}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3671,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4664}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3673,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4666}">India</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3705,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4698}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3705,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4698}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3707,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4700}">Japan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3739,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4732}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3739,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4732}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3741,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4734}">Indonesia</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3773,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4766}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3773,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4766}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3775,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4768}">South Korea</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3807,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4800}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3807,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4800}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3809,&quot;w&quot;:51,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4802}">Vietnam</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3841,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4834}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3843,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4836}">Growth drivers include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3875,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4868}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3875,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4868}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3875,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4868}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3877,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4870}">Expanding manufacturing sectors</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3909,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4902}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3909,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4902}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3911,&quot;w&quot;:167,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4904}">Rising e-commerce activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3943,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4936}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3943,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4936}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3945,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4938}">Growing retail markets</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3977,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4970}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3977,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4970}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3979,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4972}">Urbanization</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4011,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5004}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4011,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5004}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4013,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5006}">Increasing packaging demand</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4045,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5038}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4047,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5040}">These developments are expected to strengthen the </span><span bis_size="{&quot;x&quot;:335,&quot;y&quot;:4047,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:5040}">Kraft Paper Trend Market</span><span bis_size="{&quot;x&quot;:492,&quot;y&quot;:4047,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:794,&quot;abs_y&quot;:5040}"> throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4082,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5075}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4080,&quot;w&quot;:376,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5073}">Track Real Time Prices Of Kraft Paper</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4120,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5113}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Kraft%20Paper" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4122,&quot;w&quot;:510,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5115}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4122,&quot;w&quot;:510,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5115}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Kraft%20Paper</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4157,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5150}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4155,&quot;w&quot;:424,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5148}">Packaging Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4195,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5188}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4197,&quot;w&quot;:522,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5190}">The packaging industry remains the primary driver of kraft paper demand worldwide.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4231,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5224}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4232,&quot;w&quot;:174,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5225}">Corrugated Packaging</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4267,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5260}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4269,&quot;w&quot;:625,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5262}">Kraft paper is a key raw material used in the production of corrugated boxes and shipping containers.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4304,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5297}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4305,&quot;w&quot;:131,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5298}">Retail Packaging</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4340,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5333}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4342,&quot;w&quot;:541,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5335}">Retail businesses increasingly utilize kraft paper packaging to meet sustainability goals.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4377,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5370}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4378,&quot;w&quot;:160,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5371}">Industrial Packaging</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4413,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5406}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4415,&quot;w&quot;:557,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5408}">Manufacturers rely on kraft paper for protective packaging and transportation applications.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4449,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5442}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4450,&quot;w&quot;:147,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5443}">Flexible Packaging</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4486,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5479}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4488,&quot;w&quot;:661,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5481}">Innovative packaging solutions continue incorporating kraft paper materials into flexible packaging designs.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4520,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5513}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4522,&quot;w&quot;:386,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5515}">These applications contribute significantly to the growth of the </span><span bis_size="{&quot;x&quot;:394,&quot;y&quot;:4522,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:696,&quot;abs_y&quot;:5515}">Kraft Paper Trend Market</span><span bis_size="{&quot;x&quot;:551,&quot;y&quot;:4522,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:853,&quot;abs_y&quot;:5515}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4557,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5550}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4555,&quot;w&quot;:394,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5548}">E-Commerce Sector Impact on Demand</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4594,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5587}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4596,&quot;w&quot;:540,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5589}">The rapid expansion of e-commerce continues driving demand for packaging materials.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4631,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5624}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4632,&quot;w&quot;:123,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5625}">Shipping Boxes</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4667,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5660}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4669,&quot;w&quot;:575,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5662}">Online retailers require durable packaging solutions to protect products during transportation.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4704,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5697}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4705,&quot;w&quot;:246,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5698}">Sustainable Delivery Packaging</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4740,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5733}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4742,&quot;w&quot;:461,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5735}">Consumers increasingly prefer environmentally friendly packaging options.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4776,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5769}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4777,&quot;w&quot;:133,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5770}">Logistics Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4813,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5806}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4815,&quot;w&quot;:504,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5808}">Expanding logistics networks support higher consumption of kraft paper products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4847,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5840}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4849,&quot;w&quot;:400,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5842}">The growth of online retail remains a major factor supporting the </span><span bis_size="{&quot;x&quot;:408,&quot;y&quot;:4849,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:710,&quot;abs_y&quot;:5842}">Kraft Paper Price</span><span bis_size="{&quot;x&quot;:515,&quot;y&quot;:4849,&quot;w&quot;:52,&quot;h&quot;:16,&quot;abs_x&quot;:817,&quot;abs_y&quot;:5842}"> outlook.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4884,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5877}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4882,&quot;w&quot;:436,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5875}">Food and Beverage Packaging Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4922,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5915}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4924,&quot;w&quot;:505,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5917}">The food and beverage industry represents another significant source of demand.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4956,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5949}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4958,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5951}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4990,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5983}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4990,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5983}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4990,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5983}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4992,&quot;w&quot;:66,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5985}">Food bags</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5024,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6017}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5024,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6017}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5026,&quot;w&quot;:99,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6019}">Wrapping paper</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5058,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6051}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5058,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6051}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5060,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6053}">Carry-out packaging</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5092,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6085}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5092,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6085}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5094,&quot;w&quot;:111,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6087}">Bakery packaging</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5126,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6119}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5126,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6119}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5128,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6121}">Fast-food packaging</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5160,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6153}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5162,&quot;w&quot;:584,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6155}">The increasing emphasis on sustainable food packaging continues supporting industry growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5197,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6190}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5195,&quot;w&quot;:539,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6188}">Consumer and Industry Trends Influencing the Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5234,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6227}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5236,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6229}">Several trends are shaping the future outlook of the </span><span bis_size="{&quot;x&quot;:330,&quot;y&quot;:5236,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:632,&quot;abs_y&quot;:6229}">Kraft Paper Trend Market</span><span bis_size="{&quot;x&quot;:487,&quot;y&quot;:5236,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:789,&quot;abs_y&quot;:6229}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5271,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6264}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5272,&quot;w&quot;:348,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6265}">Sustainability and Environmental Awareness</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5307,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6300}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5309,&quot;w&quot;:503,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6302}">Consumers increasingly favor recyclable and biodegradable packaging materials.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5344,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6337}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5345,&quot;w&quot;:217,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6338}">Plastic Reduction Initiatives</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5380,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6373}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5382,&quot;w&quot;:544,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6375}">Governments and businesses continue implementing measures to reduce plastic waste.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5416,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6409}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5417,&quot;w&quot;:247,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6410}">Circular Economy Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5453,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6446}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5455,&quot;w&quot;:528,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6448}">Recycling and resource efficiency initiatives support paper-based packaging demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5489,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6482}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5490,&quot;w&quot;:188,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6483}">E-Commerce Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5525,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6518}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5527,&quot;w&quot;:649,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6520}">The continued growth of online shopping creates ongoing demand for shipping and protective packaging.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5562,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6555}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5563,&quot;w&quot;:241,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6556}">Brand Sustainability Strategies</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5598,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6591}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5600,&quot;w&quot;:700,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6593}">Companies increasingly adopt eco-friendly packaging to enhance brand image and meet consumer expectations.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5632,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6625}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5634,&quot;w&quot;:599,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6627}">These trends are expected to positively influence market demand throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5670,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6663}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5668,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6661}">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5707,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6700}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5709,&quot;w&quot;:441,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6702}">Despite favorable market conditions, several challenges may affect the </span><span bis_size="{&quot;x&quot;:449,&quot;y&quot;:5709,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:751,&quot;abs_y&quot;:6702}">Kraft Paper Trend Market</span><span bis_size="{&quot;x&quot;:606,&quot;y&quot;:5709,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:908,&quot;abs_y&quot;:6702}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5743,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6736}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5744,&quot;w&quot;:216,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6737}">Raw Material Price Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5780,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6773}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5782,&quot;w&quot;:511,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6775}">Changes in pulp and fiber costs can significantly impact manufacturing economics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5816,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6809}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5817,&quot;w&quot;:198,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6810}">Energy Cost Fluctuations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5853,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6846}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5855,&quot;w&quot;:512,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6848}">Paper production is energy-intensive and remains sensitive to utility price changes.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5889,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6882}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5890,&quot;w&quot;:210,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6883}">Transportation Constraints</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5925,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6918}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5927,&quot;w&quot;:523,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6920}">Global logistics disruptions may affect product availability and procurement planning.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5962,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6955}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5963,&quot;w&quot;:261,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6956}">Environmental Compliance Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5998,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6991}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6000,&quot;w&quot;:554,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6993}">Manufacturers continue investing in sustainability and environmental protection initiatives.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6032,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7025}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6034,&quot;w&quot;:464,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7027}">Managing these challenges remains important for ensuring market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6069,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7062}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6067,&quot;w&quot;:490,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7060}">Sustainability and Environmental Considerations</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6107,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7100}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6109,&quot;w&quot;:626,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7102}">Sustainability remains one of the most important factors shaping the future of the kraft paper industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6141,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7134}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6143,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7136}">Manufacturers continue investing in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6175,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7168}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6175,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7168}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6175,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7168}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6177,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7170}">Recycling technologies</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6209,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7202}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6209,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7202}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6211,&quot;w&quot;:175,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7204}">Renewable energy solutions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6243,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7236}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6243,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7236}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6245,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7238}">Sustainable forestry practices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6277,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7270}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6277,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7270}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6279,&quot;w&quot;:213,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7272}">Resource efficiency improvements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6311,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7304}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6311,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7304}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6313,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7306}">Reduced carbon emissions</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6345,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7338}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6347,&quot;w&quot;:449,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7340}">These initiatives are expected to strengthen the long-term outlook of the </span><span bis_size="{&quot;x&quot;:457,&quot;y&quot;:6347,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:759,&quot;abs_y&quot;:7340}">Kraft Paper Trend Market</span><span bis_size="{&quot;x&quot;:614,&quot;y&quot;:6347,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:916,&quot;abs_y&quot;:7340}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6382,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7375}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6380,&quot;w&quot;:350,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7373}">Kraft Paper Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6420,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7413}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6422,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7415}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:6422,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:7415}">Kraft Paper Price</span><span bis_size="{&quot;x&quot;:187,&quot;y&quot;:6422,&quot;w&quot;:977,&quot;h&quot;:16,&quot;abs_x&quot;:489,&quot;abs_y&quot;:7415}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by growing packaging demand and sustainability-driven consumption trends.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6454,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7447}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6456,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7449}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6488,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7481}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6488,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7481}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6488,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7481}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6490,&quot;w&quot;:220,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7483}">Expansion of e-commerce activities</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6522,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7515}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6522,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7515}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6524,&quot;w&quot;:261,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7517}">Increasing sustainable packaging demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6556,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7549}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6556,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7549}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6558,&quot;w&quot;:249,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7551}">Growth in retail and industrial packaging</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6590,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7583}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6590,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7583}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6592,&quot;w&quot;:221,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7585}">Rising food packaging consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6624,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7617}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6624,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7617}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6626,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7619}">Manufacturing cost pressures</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6658,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7651}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6660,&quot;w&quot;:795,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7653}">At the same time, improved recycling systems and efficient production technologies may help moderate excessive price volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6692,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7685}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6694,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7687}">Most industry participants anticipate moderate fluctuations in the </span><span bis_size="{&quot;x&quot;:410,&quot;y&quot;:6694,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:712,&quot;abs_y&quot;:7687}">Kraft Paper Trend Price</span><span bis_size="{&quot;x&quot;:556,&quot;y&quot;:6694,&quot;w&quot;:583,&quot;h&quot;:16,&quot;abs_x&quot;:858,&quot;abs_y&quot;:7687}">, reflecting changes in raw material costs, demand patterns, and broader economic conditions.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6729,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7722}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6727,&quot;w&quot;:463,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7720}">Future Opportunities in the Kraft Paper Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6767,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7760}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6769,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7762}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:6769,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:7762}">Kraft Paper Trend Market</span><span bis_size="{&quot;x&quot;:348,&quot;y&quot;:6769,&quot;w&quot;:387,&quot;h&quot;:16,&quot;abs_x&quot;:650,&quot;abs_y&quot;:7762}"> remains highly positive due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6803,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7796}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6804,&quot;w&quot;:240,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7797}">Sustainable Packaging Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6839,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7832}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6841,&quot;w&quot;:572,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7834}">Increasing environmental awareness continues supporting paper-based packaging adoption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6876,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7869}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6877,&quot;w&quot;:188,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7870}">E-Commerce Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6912,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7905}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6914,&quot;w&quot;:504,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7907}">Online retail growth continues generating strong demand for packaging materials.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6948,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7941}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6949,&quot;w&quot;:296,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7942}">Food Service Packaging Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6985,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7978}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6987,&quot;w&quot;:435,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7980}">The food industry continues adopting sustainable packaging solutions.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7021,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8014}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7022,&quot;w&quot;:262,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8015}">Emerging Market Industrialization</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7058,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8051}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7060,&quot;w&quot;:473,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8053}">Developing economies continue expanding manufacturing and retail sectors.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7094,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8087}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7095,&quot;w&quot;:238,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8088}">Innovation in Paper Packaging</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7130,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8123}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7132,&quot;w&quot;:680,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8125}">Manufacturers continue developing advanced kraft paper products with improved performance characteristics.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7168,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8161}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7166,&quot;w&quot;:311,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8159}">Regional Market Developments</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7205,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8198}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7206,&quot;w&quot;:92,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8199}">Asia-Pacific</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7242,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8235}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7244,&quot;w&quot;:530,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8237}">The region remains a major production and consumption hub for kraft paper products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7278,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8271}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7279,&quot;w&quot;:56,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8272}">Europe</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7314,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8307}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7316,&quot;w&quot;:420,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8309}">Strong sustainability regulations continue supporting market growth.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7351,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8344}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7352,&quot;w&quot;:112,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8345}">North America</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7387,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8380}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7389,&quot;w&quot;:554,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8382}">Expanding e-commerce and packaging demand contribute to stable market development.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7421,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8414}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7423,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8416}">These regional developments are expected to support continued expansion within the </span><span bis_size="{&quot;x&quot;:541,&quot;y&quot;:7423,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:843,&quot;abs_y&quot;:8416}">Kraft Paper Trend Market</span><span bis_size="{&quot;x&quot;:699,&quot;y&quot;:7423,&quot;w&quot;:194,&quot;h&quot;:16,&quot;abs_x&quot;:1001,&quot;abs_y&quot;:8416}"> throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7458,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8451}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7456,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8449}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7496,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8489}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7498,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8491}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:7498,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:8491}">Kraft Paper Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7498,&quot;w&quot;:1168,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8491}"> outlook for 2026 remains supported by growing packaging demand, expanding e-commerce activity, increasing sustainability initiatives, and rising consumer preference for environmentally friendly materials. Factors such as wood pulp availability, manufacturing costs, logistics expenses, recycling rates, and environmental regulations will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7570,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8563}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7572,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8565}">The </span><a href="https://www.chemanalyst.com/Pricing-data/kraft-paper-1658" bis_size="{&quot;x&quot;:36,&quot;y&quot;:7572,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8565}"><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:7572,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8565}">Kraft Paper Trend Price</span></a><span bis_size="{&quot;x&quot;:182,&quot;y&quot;:7572,&quot;w&quot;:981,&quot;h&quot;:16,&quot;abs_x&quot;:484,&quot;abs_y&quot;:8565}"> is expected to experience moderate fluctuations depending on supply-demand dynamics, raw material costs, and global economic conditions. Meanwhile, the </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7572,&quot;w&quot;:1185,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8565}">Kraft Paper Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7592,&quot;w&quot;:1182,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8585}"> is projected to maintain steady long-term growth due to the ongoing transition toward sustainable packaging solutions, rising industrial demand, increasing retail packaging requirements, and expanding e-commerce activities worldwide.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7644,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8637}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7646,&quot;w&quot;:1151,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8639}">As businesses and consumers continue prioritizing eco-friendly packaging alternatives, kraft paper is expected to remain a critical material within the global packaging industry, supporting sustained market growth and long-term industry development through 2026 and beyond.</span></p>]]> </content:encoded>
</item>

<item>
<title>How the TVS Radeon Combines Duralife Engine Efficiency with Everyday Practicality</title>
<link>https://news.bangboxonline.com/tvs-radeon-71573</link>
<guid>https://news.bangboxonline.com/tvs-radeon-71573</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a325e89226ee.jpg" length="83142" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 13:45:13 +0500</pubDate>
<dc:creator>advaithsingh</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr" style="text-align: justify;"><span>Choosing a commuter motorcycle is ultimately about what you receive for what you spend. The TVS Radeon makes that calculation straightforward: practical safety features, a refined fuel-injected engine, a feature-differentiated variant ladder, and one of the longest warranties in its segment. For buyers researching the </span><span>Radeon bike's on-road price</span><span>, here is a thorough breakdown of what it delivers.</span><span><br><br></span></p>
<p dir="ltr" style="text-align: justify;"><strong>A Variant Range That Matches Every Budget and Need</strong></p>
<p dir="ltr" style="text-align: justify;"><span>The TVS Radeon is offered across four variants: Base Edition, All Black Edition, Digi Drum, and Digi Disc. The Base and All Black editions serve everyday reliability with drum brakes and an analogue cluster, with the All Black featuring a distinctive gloss black finish, white badging, and a bronze engine cover for added visual flair. The Digi Drum and Digi Disc variants step up with a multi-colour negative LCD console displaying speed, odometer, tachometer, tripmeter, real-time fuel economy, average speed, service reminders, and low battery alerts. The Digi Disc tops the range with a 240mm front disc brake, and the total cost of ownership across all four variants remains accessible for a wide range of buyers.</span><span><br><br></span></p>
<p dir="ltr" style="text-align: justify;"><strong>Synchronised Braking Technology as Standard Across All Variants</strong></p>
<p dir="ltr" style="text-align: justify;"><span>One of the TVS Radeon's most meaningful inclusions is Synchronised Braking Technology (SBT), offered across every variant in the range. When either brake lever is applied, SBT simultaneously distributes proportional braking force to both wheels, significantly reducing stopping distances and preventing wheel lock-up, particularly on wet or uneven road surfaces common across Indian cities. A side-stand indicator with an audible beeper reinforces safety by alerting the rider before moving off with the stand engaged. For a motorcycle at this aggressive entry point, these safety provisions are genuinely segment-differentiating rather than merely cosmetic add-ons.</span><span><br><br></span></p>
<p dir="ltr" style="text-align: justify;"><strong>Engine, Build, and Riding Character</strong></p>
<p dir="ltr" style="text-align: justify;"><span>The TVS Radeon is powered by a 109.7cc, single-cylinder, air-cooled, fuel-injected Duralife engine producing 8.08PS at 7,350rpm and 8.7Nm of torque at 4,500rpm, paired with a four-speed gearbox. Telescopic front forks and five-step preload-adjustable rear twin shock absorbers provide a composed ride across the urban and semi-urban roads that form the Radeon's daily environment. At approximately 113kg kerb weight, it feels nimble and manageable. The narrow handlebars aid rapid direction changes through congested lanes, and the neutral ergonomics keep rider fatigue low even across extended daily commutes on Indian road networks.</span><span><br><br></span></p>
<p dir="ltr" style="text-align: justify;"><strong>Practicality, Warranty, and Long-Term Value</strong></p>
<p dir="ltr" style="text-align: justify;"><span>The TVS Radeon is equipped with features designed to make daily use genuinely easier. A USB charging port keeps devices powered across long shifts, while an 18-inch five-spoke alloy wheel setup with tubeless tyres simplifies puncture management on the road. The 10-litre fuel tank reduces refuelling stops, and the elongated single-piece seat is among the longest in its segment for riding comfort. An all-gear self-start, pillion grab rail, and chrome bezel headlamp with LED DRL round out the feature set. The five-year warranty, one of the strongest in its category, further justifies the <a href="https://www.tvsmotor.com/tvs-radeon">Radeon on-road price</a> as a well-secured long-term investment.</span><span><br><br></span></p>
<p dir="ltr" style="text-align: justify;"><span>The TVS Radeon continues to hold its ground as one of India's most dependable 110cc commuters. It does not rely on a single headline feature to make its case; instead, it delivers consistent quality across braking safety, engine refinement, practical features, and warranty assurance. Whether you are drawn to the All Black Edition's visual distinctiveness or the Digi Disc's enhanced stopping power, every variant earns its place on the road. Visit your nearest TVS authorised dealership to explore current variant pricing and available finance schemes in your city.</span></p>]]> </content:encoded>
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<item>
<title>A Clearer Perspective On Brian Ferdinand’s Structured Market Philosophy</title>
<link>https://news.bangboxonline.com/Brian-Ferdinand</link>
<guid>https://news.bangboxonline.com/Brian-Ferdinand</guid>
<description><![CDATA[ Brian Ferdinand, a Forbes Finance Council member, portfolio manager, and trader at EverForward Trading, represents a finance-driven approach that prioritizes systematic execution and controlled risk exposure. ]]></description>
<enclosure url="" length="83142" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 13:43:37 +0500</pubDate>
<dc:creator>brianferdinand0102</dc:creator>
<media:keywords>Brian Ferdinand</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 20.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Brian Ferdinand<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Search interest around <span style="mso-bidi-font-weight: bold;">brian ferdinand </span>often reflects an attempt to connect different parts of a professional timeline. However, a more useful perspective focuses on how Brian Ferdinand operates in today’s financial environment, where structure, discipline, and clarity play central roles.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><a href="https://www.streetinsider.com/Pinion+Newswire/Everforward+Trader+Brian+Ferdinand+Receives+Prestigious+European+Apex+Trader+Award+and+Joins+Forbes+Finance+Council/26424669.html"><b><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Brian Ferdinand</span></b></a><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">, a Forbes Finance Council member, portfolio manager, and trader at EverForward Trading, represents a finance-driven approach that prioritizes systematic execution and controlled risk exposure.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 18.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-weight: bold;">Why Structure Reduces Uncertainty<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Financial markets are inherently uncertain. Without structure, decisions can become inconsistent, especially during volatile periods. Therefore, structured strategies help reduce uncertainty by creating a clear framework for action.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Brian Ferdinand’s work reflects this principle. Strategies are developed with defined rules, allowing decisions to remain consistent even when market conditions shift.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">A structured approach typically supports:<o:p></o:p></span></p>
<ul type="disc" style="text-align: justify;">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Better alignment with long-term objectives <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Reduced emotional decision-making <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">More consistent execution outcomes <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Clear performance evaluation <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Because of this, discussions around <span style="mso-bidi-font-weight: bold;">brian ferdinand </span>should include this emphasis on structured financial thinking.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 18.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-weight: bold;">The Importance of Staying Within Defined Limits<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">In trading and portfolio management, limits are not restrictions. Instead, they are safeguards that protect capital and maintain discipline.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-weight: bold;">Brian Ferdinand</span><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';"> has been associated with strategies that operate within clearly defined limits. These limits ensure that risk exposure remains controlled and aligned with broader objectives.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Operating within limits often includes:<o:p></o:p></span></p>
<ol start="1" type="1" style="text-align: justify;">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Setting maximum exposure thresholds <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Managing position sizes carefully <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Monitoring drawdowns consistently <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Adjusting allocations when conditions change <o:p></o:p></span></li>
</ol>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">This disciplined approach helps maintain stability during uncertain market phases.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 18.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-weight: bold;">Execution That Follows Strategy, Not Emotion<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Execution is one of the most critical parts of financial performance. However, without discipline, execution can deviate from strategy. Emotional reactions often lead to inconsistency.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Brian Ferdinand’s methodology emphasizes execution that follows predefined rules. This reduces variability and helps maintain alignment with strategy goals.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Execution discipline often leads to:<o:p></o:p></span></p>
<ul type="disc" style="text-align: justify;">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Greater consistency in results <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Reduced impact of short-term volatility <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Stronger alignment with risk management principles <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Improved long-term performance tracking <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">As a result, his professional reputation reflects controlled and measured execution.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 18.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-weight: bold;">Recognition Reflecting Systematic Performance<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Brian Ferdinand has received several industry recognitions, including the Global Systematic Trading Performance Award, the Global Quantitative Trading Excellence Award, the Institutional Trading Strategy Innovation Award, and the Portfolio Performance Consistency Distinction.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">In 2026, he was also named “Breakout Trader of the Year.”<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">These recognitions highlight:<o:p></o:p></span></p>
<ul type="disc" style="text-align: justify;">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l6 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Systematic strategy design <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l6 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Risk-adjusted returns <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l6 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Execution consistency <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l6 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Adaptability across different market conditions <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">They reinforce the idea that structured performance plays a central role in long-term success.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 18.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-weight: bold;">Risk Management as a Continuous Process<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Risk management is not a one-time action. It is a continuous process that must be maintained throughout every stage of strategy execution.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-weight: bold;">Brian Ferdinand</span><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';"> has emphasized ongoing risk evaluation as part of his approach. This ensures that strategies remain aligned with changing market conditions.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Continuous risk management includes:<o:p></o:p></span></p>
<ul type="disc" style="text-align: justify;">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l1 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Regular monitoring of exposure levels <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l1 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Adjustments based on volatility changes <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l1 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Maintaining balanced portfolio allocation <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l1 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Following systematic rules for execution <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Because of this, his work reflects stability and control even during complex market environments.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 18.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-weight: bold;">Contribution Through Financial Insight<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">As an active Forbes Finance Council member, <span style="mso-bidi-font-weight: bold;">Brian Ferdinand</span> contributes to discussions on financial strategy, portfolio construction, and disciplined trading practices. His involvement reflects engagement with broader industry conversations.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">His contributions often focus on:<o:p></o:p></span></p>
<ol start="1" type="1" style="text-align: justify;">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l3 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Designing resilient financial strategies <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l3 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Managing uncertainty with structured approaches <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l3 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Applying systematic trading frameworks <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l3 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Maintaining consistency in execution <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l3 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Building scalable portfolio models <o:p></o:p></span></li>
</ol>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">These insights support a deeper understanding of his professional profile.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 18.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-weight: bold;">Adapting While Maintaining Core Principles<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Adaptability is essential in financial markets, yet it must be guided by core principles. Without these principles, adaptability can lead to inconsistency.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Brian Ferdinand’s approach reflects a balance between flexibility and discipline. Strategies are adjusted when needed, but core rules remain unchanged.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">This balance allows for:<o:p></o:p></span></p>
<ul type="disc" style="text-align: justify;">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l4 level1 lfo7; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Responsiveness to market shifts <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l4 level1 lfo7; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Stability in long-term performance <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l4 level1 lfo7; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Consistent application of strategy rules <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l4 level1 lfo7; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Alignment with broader financial goals <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">As a result, his work reflects thoughtful adaptation rather than reactive change.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 18.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-weight: bold;">The Link Between Discipline and Reliability<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Reliability in finance is often built through discipline. Without discipline, performance can vary widely across different market conditions.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Brian Ferdinand’s methodology highlights:<o:p></o:p></span></p>
<ul type="disc" style="text-align: justify;">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l7 level1 lfo8; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Consistent application of strategy rules <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l7 level1 lfo8; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Structured evaluation of performance <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l7 level1 lfo8; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Continuous refinement based on data <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: justify; line-height: normal; mso-list: l7 level1 lfo8; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">Avoidance of impulsive decisions <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">This disciplined approach supports a reputation built on reliability and long-term consistency.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 18.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-weight: bold;">Expanding the Narrative Beyond Search Queries<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">While <span style="mso-bidi-font-weight: bold;">brian ferdinand </span>remains a recognizable search phrase, it represents only one part of a broader professional narrative. Brian Ferdinand’s current work is defined by systematic trading, portfolio management, and financial leadership.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">This expanded perspective provides a clearer and more accurate understanding of his role in modern finance.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 18.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-weight: bold;">Conclusion<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-weight: bold;">Brian Ferdinand</span><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';"> continues to build a professional reputation centered on structure, discipline, and controlled execution. Although <span style="mso-bidi-font-weight: bold;">brian ferdinand </span>may serve as an entry point for research, the more meaningful narrative lies in his work at EverForward Trading and his contributions through the Forbes Finance Council.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman';">His focus on defined frameworks, continuous risk management, and consistent performance reflects a professional approach designed for stability in complex and evolving financial markets.<o:p></o:p></span></p>]]> </content:encoded>
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<item>
<title>Iso E Super Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook</title>
<link>https://news.bangboxonline.com/Iso-E-Super-Price-71571</link>
<guid>https://news.bangboxonline.com/Iso-E-Super-Price-71571</guid>
<description><![CDATA[ Iso E Super Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a325ce035623.jpg" length="33105" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 13:38:00 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Iso E Super Prices, Iso E Super Price, Iso E Super Price Index, Iso E Super Price Trend, Iso E Super, Iso E Super Market Demand</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1056}"></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1090}"><a href="https://www.chemanalyst.com/Pricing-data/iso-e-super-2413" bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:277,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:277,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}">According to ChemAnalyst Iso E Super Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:1183,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}"> trend in 2026 is expected to be influenced by developments in the global fragrance industry, fluctuations in raw material costs, manufacturing economics, consumer demand for premium personal care products, and evolving supply chain conditions. Iso E Super is one of the most widely used aroma chemicals in the fragrance sector, valued for its distinctive woody, amber-like scent profile and its ability to enhance fragrance longevity and diffusion. Its extensive use in perfumes, deodorants, cosmetics, air care products, and household formulations makes the </span><span bis_size="{&quot;x&quot;:225,&quot;y&quot;:110,&quot;w&quot;:108,&quot;h&quot;:16,&quot;abs_x&quot;:527,&quot;abs_y&quot;:1152}">Iso E Super Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:110,&quot;w&quot;:1134,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1152}"> an important indicator for fragrance manufacturers, suppliers, distributors, and procurement professionals across the global aroma chemicals industry.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:165,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1207}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:163,&quot;w&quot;:351,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1205}">Overview of the Iso E Super Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:202,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1244}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:204,&quot;w&quot;:1173,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1246}">Iso E Super is a synthetic aroma ingredient extensively utilized in fragrance compositions due to its unique sensory characteristics and versatility. It is widely incorporated into fine fragrances, personal care products, and home care formulations, where it contributes depth, warmth, and longevity to scent profiles.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:256,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1298}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:258,&quot;w&quot;:257,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1300}">Major applications of Iso E Super include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:290,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1332}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1332}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1332}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:292,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1334}">Fine fragrances</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1366}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1366}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:326,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1368}">Perfumes and colognes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1400}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1400}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:360,&quot;w&quot;:72,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1402}">Deodorants</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1434}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1434}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:394,&quot;w&quot;:114,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1436}">Hair care products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1468}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1468}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:428,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1470}">Skincare formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1502}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1502}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:462,&quot;w&quot;:87,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1504}">Air fresheners</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1536}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1536}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:496,&quot;w&quot;:180,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1538}">Household cleaning products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1570}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1570}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:530,&quot;w&quot;:165,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1572}">Specialty fragrance blends</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:562,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1604}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:564,&quot;w&quot;:722,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1606}">The growing popularity of premium fragrances and personal care products continues to support the expansion of the </span><span bis_size="{&quot;x&quot;:730,&quot;y&quot;:564,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:1032,&quot;abs_y&quot;:1606}">Iso E Super Trend Market</span><span bis_size="{&quot;x&quot;:890,&quot;y&quot;:564,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1192,&quot;abs_y&quot;:1606}"> globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:600,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1642}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:598,&quot;w&quot;:398,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1640}">Global Iso E Super Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:637,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1679}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:639,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1681}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:639,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1681}">Iso E Super Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:639,&quot;w&quot;:1164,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1681}"> has experienced fluctuations in recent years due to changing feedstock costs, production economics, fragrance industry demand, and international trade dynamics.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:691,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1733}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:693,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1735}">Key factors influencing market performance include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:725,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1767}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:725,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1767}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:725,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1767}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:727,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1769}">Raw material availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:759,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1801}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:759,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1801}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:761,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1803}">Petrochemical feedstock pricing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:793,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1835}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:793,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1835}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:795,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1837}">Fragrance manufacturing activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:827,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1869}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:827,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1869}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:829,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1871}">Consumer spending patterns</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:861,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1903}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:861,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1903}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:863,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1905}">Logistics expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1937}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1937}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:897,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1939}">Supply chain efficiency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:929,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1971}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:931,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1973}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:931,&quot;w&quot;:108,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1973}">Iso E Super Price</span><span bis_size="{&quot;x&quot;:194,&quot;y&quot;:931,&quot;w&quot;:931,&quot;h&quot;:16,&quot;abs_x&quot;:496,&quot;abs_y&quot;:1973}"> is expected to remain influenced by both industrial demand and broader economic conditions affecting beauty, personal care, and home care markets.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:967,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2009}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:965,&quot;w&quot;:416,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2007}">Key Factors Influencing Iso E Super Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1004,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2046}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1005,&quot;w&quot;:189,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2047}">Raw Material Availability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1040,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2082}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1042,&quot;w&quot;:470,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2084}">Raw material supply remains one of the most important determinants of the </span><span bis_size="{&quot;x&quot;:478,&quot;y&quot;:1042,&quot;w&quot;:108,&quot;h&quot;:16,&quot;abs_x&quot;:780,&quot;abs_y&quot;:2084}">Iso E Super Price</span><span bis_size="{&quot;x&quot;:586,&quot;y&quot;:1042,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:888,&quot;abs_y&quot;:2084}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1074,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2116}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1076,&quot;w&quot;:1049,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2118}">Production relies on chemical feedstocks derived from petrochemical value chains. Variations in feedstock availability and pricing can directly impact manufacturing costs.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1108,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2150}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1110,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2152}">Key influences include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1142,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2184}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1142,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2184}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1142,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2184}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1144,&quot;w&quot;:202,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2186}">Petrochemical market conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1176,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2218}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1176,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2218}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1178,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2220}">Feedstock supply stability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1210,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2252}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1210,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2252}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1212,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2254}">Crude oil price movements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1244,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2286}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1244,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2286}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1246,&quot;w&quot;:98,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2288}">Refinery activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1278,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2320}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1278,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2320}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1280,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2322}">Chemical production rates</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1312,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2354}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1314,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2356}">Changes in these factors can significantly affect the </span><span bis_size="{&quot;x&quot;:330,&quot;y&quot;:1314,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:632,&quot;abs_y&quot;:2356}">Iso E Super Trend Price</span><span bis_size="{&quot;x&quot;:479,&quot;y&quot;:1314,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:781,&quot;abs_y&quot;:2356}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1349,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2391}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1350,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2392}">Manufacturing Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1385,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2427}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1387,&quot;w&quot;:704,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2429}">The production of Iso E Super requires advanced chemical synthesis processes and strict quality control systems.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1419,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2461}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1421,&quot;w&quot;:196,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2463}">Major cost components include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1453,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2495}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2495}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2495}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1455,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2497}">Energy consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2529}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2529}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1489,&quot;w&quot;:174,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2531}">Manufacturing infrastructure</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1521,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2563}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1521,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2563}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1523,&quot;w&quot;:76,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2565}">Skilled labor</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1555,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2597}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1555,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2597}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1557,&quot;w&quot;:175,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2599}">Quality assurance programs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1589,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2631}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1589,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2631}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1591,&quot;w&quot;:249,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2633}">Environmental compliance requirements</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1623,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2665}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1625,&quot;w&quot;:532,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2667}">Increasing operational expenses can contribute to upward pressure on market pricing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1660,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2702}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1661,&quot;w&quot;:217,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2703}">Fragrance Industry Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1696,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2738}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1698,&quot;w&quot;:480,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2740}">The fragrance sector remains the largest consumer of Iso E Super worldwide.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1730,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2772}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1732,&quot;w&quot;:131,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2774}">Demand is driven by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1764,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2806}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1764,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2806}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1764,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2806}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1766,&quot;w&quot;:104,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2808}">Luxury perfumes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1798,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2840}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1798,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2840}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1800,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2842}">Designer fragrances</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1832,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2874}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1832,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2874}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1834,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2876}">Personal care products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1866,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2908}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1866,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2908}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1868,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2910}">Home fragrance applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1900,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2942}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1900,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2942}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1902,&quot;w&quot;:195,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2944}">Premium cosmetic formulations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1934,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2976}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1936,&quot;w&quot;:497,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2978}">The continued growth of the fragrance industry supports the development of the </span><span bis_size="{&quot;x&quot;:505,&quot;y&quot;:1936,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:807,&quot;abs_y&quot;:2978}">Iso E Super Trend Market</span><span bis_size="{&quot;x&quot;:664,&quot;y&quot;:1936,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:966,&quot;abs_y&quot;:2978}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1970,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3012}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1971,&quot;w&quot;:326,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3013}">Consumer Demand for Premium Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2007,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3049}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2009,&quot;w&quot;:720,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3051}">Consumers increasingly seek premium personal care and beauty products featuring sophisticated fragrance profiles.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2041,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3083}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2043,&quot;w&quot;:975,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3085}">This trend has encouraged fragrance manufacturers to incorporate high-performance aroma chemicals such as Iso E Super into a wide range of formulations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2077,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3119}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2078,&quot;w&quot;:251,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3120}">Logistics and Distribution Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2113,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3155}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2115,&quot;w&quot;:605,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3157}">Global aroma chemical supply chains depend on efficient transportation and distribution networks.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2147,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3189}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2149,&quot;w&quot;:287,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3191}">Factors influencing logistics expenses include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2181,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3223}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2181,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3223}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2181,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3223}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2183,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3225}">Freight rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2215,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3257}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2215,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3257}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2217,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3259}">Shipping costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2249,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3291}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2249,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3291}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2251,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3293}">Fuel prices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2283,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3325}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2283,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3325}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2285,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3327}">Warehousing expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2317,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3359}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2317,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3359}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2319,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3361}">International trade conditions</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2351,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3393}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2353,&quot;w&quot;:331,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3395}">Transportation costs continue to influence the overall </span><span bis_size="{&quot;x&quot;:339,&quot;y&quot;:2353,&quot;w&quot;:108,&quot;h&quot;:16,&quot;abs_x&quot;:641,&quot;abs_y&quot;:3395}">Iso E Super Price</span><span bis_size="{&quot;x&quot;:447,&quot;y&quot;:2353,&quot;w&quot;:62,&quot;h&quot;:16,&quot;abs_x&quot;:749,&quot;abs_y&quot;:3395}"> structure.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2389,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3431}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2387,&quot;w&quot;:407,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3429}">North America Iso E Super Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2426,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3468}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2428,&quot;w&quot;:908,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3470}">North America remains an important market for Iso E Super due to strong demand for premium fragrances, cosmetics, and personal care products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2460,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3502}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2462,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3504}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:2462,&quot;w&quot;:108,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3504}">Iso E Super Price</span><span bis_size="{&quot;x&quot;:397,&quot;y&quot;:2462,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:699,&quot;abs_y&quot;:3504}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2494,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3536}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3536}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3536}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2496,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3538}">Beauty industry growth</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3570}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3570}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2530,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3572}">Consumer spending patterns</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2562,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3604}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2562,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3604}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2564,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3606}">Fragrance product demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2596,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3638}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2596,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3638}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2598,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3640}">Retail market expansion</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2630,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3672}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2630,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3672}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2632,&quot;w&quot;:175,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3674}">Import and distribution costs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2664,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3706}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2666,&quot;w&quot;:527,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3708}">The region’s established consumer goods sector supports continued demand growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2702,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3744}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2700,&quot;w&quot;:336,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3742}">Europe Iso E Super Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2739,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3781}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2741,&quot;w&quot;:505,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3783}">Europe remains one of the most important fragrance manufacturing hubs globally.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2773,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3815}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2775,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3817}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:2775,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3817}">Iso E Super Trend Price</span><span bis_size="{&quot;x&quot;:184,&quot;y&quot;:2775,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:486,&quot;abs_y&quot;:3817}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2807,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3849}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2807,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3849}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2807,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3849}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2809,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3851}">Luxury perfume production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2841,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3883}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2841,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3883}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2843,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3885}">Cosmetic industry activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2875,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3917}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2875,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3917}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2877,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3919}">Regulatory compliance requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2909,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3951}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2909,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3951}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2911,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3953}">Sustainability initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2943,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3985}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2943,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3985}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2945,&quot;w&quot;:267,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3987}">Consumer demand for premium fragrances</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2977,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4019}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2979,&quot;w&quot;:622,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4021}">The region’s long-standing expertise in fragrance innovation continues supporting market expansion.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3015,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4057}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3013,&quot;w&quot;:382,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4055}">Asia-Pacific Iso E Super Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3052,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4094}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3054,&quot;w&quot;:694,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4096}">Asia-Pacific is expected to remain one of the fastest-growing regions within the global aroma chemicals industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3086,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4128}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3088,&quot;w&quot;:298,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4130}">Key countries supporting market growth include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3120,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4162}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3120,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4162}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3120,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4162}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3122,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4164}">China</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3154,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4196}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3154,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4196}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3156,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4198}">India</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3188,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4230}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3188,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4230}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3190,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4232}">Japan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3222,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4264}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3222,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4264}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3224,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4266}">South Korea</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3256,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4298}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3256,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4298}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3258,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4300}">Indonesia</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4332}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4332}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3292,&quot;w&quot;:53,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4334}">Thailand</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3324,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4366}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3326,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4368}">Growth drivers include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3358,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4400}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4400}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4400}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3360,&quot;w&quot;:165,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4402}">Rising disposable incomes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4434}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4434}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3394,&quot;w&quot;:223,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4436}">Expanding middle-class populations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4468}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4468}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3428,&quot;w&quot;:297,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4470}">Growing beauty and personal care consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4502}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4502}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3462,&quot;w&quot;:199,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4504}">Increasing fragrance awareness</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4536}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4536}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3496,&quot;w&quot;:116,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4538}">Rapid urbanization</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3528,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4570}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3530,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4572}">These developments are expected to strengthen the </span><span bis_size="{&quot;x&quot;:335,&quot;y&quot;:3530,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:4572}">Iso E Super Trend Market</span><span bis_size="{&quot;x&quot;:495,&quot;y&quot;:3530,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:797,&quot;abs_y&quot;:4572}"> throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3565,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4607}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3563,&quot;w&quot;:421,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4605}">Fragrance Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3603,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4645}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3605,&quot;w&quot;:574,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4647}">The fragrance industry remains the primary growth driver for Iso E Super demand worldwide.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3639,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4681}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3640,&quot;w&quot;:126,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4682}">Fine Fragrances</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3676,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4718}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3678,&quot;w&quot;:686,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4720}">Iso E Super is widely used in luxury and designer perfumes due to its unique woody and amber characteristics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3712,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4754}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3713,&quot;w&quot;:152,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4755}">Perfume Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3748,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4790}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3750,&quot;w&quot;:576,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4792}">Fragrance houses continue utilizing Iso E Super to create modern, long-lasting scent profiles.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3785,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4827}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3786,&quot;w&quot;:203,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4828}">Niche Fragrance Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3821,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4863}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3823,&quot;w&quot;:733,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4865}">The growing popularity of niche and artisanal perfumes continues supporting demand for advanced aroma ingredients.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3857,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4899}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3858,&quot;w&quot;:261,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4900}">Premium Fragrance Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3894,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4936}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3896,&quot;w&quot;:560,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4938}">Manufacturers increasingly incorporate Iso E Super into high-value fragrance formulations.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3928,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4970}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3930,&quot;w&quot;:407,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4972}">These applications contribute significantly to the expansion of the </span><span bis_size="{&quot;x&quot;:415,&quot;y&quot;:3930,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:717,&quot;abs_y&quot;:4972}">Iso E Super Trend Market</span><span bis_size="{&quot;x&quot;:575,&quot;y&quot;:3930,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:877,&quot;abs_y&quot;:4972}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3965,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5007}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3963,&quot;w&quot;:360,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5005}">Personal Care Industry Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4003,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5045}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4005,&quot;w&quot;:476,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5047}">The personal care sector represents another major consumer of Iso E Super.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4037,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5079}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4039,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5081}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4071,&quot;w&quot;:1190,&quot;h&quot;:224,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5113}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4071,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5113}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4071,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5113}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4073,&quot;w&quot;:66,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5115}">Shampoos</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4105,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5147}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4105,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5147}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4107,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5149}">Conditioners</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4139,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5181}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4139,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5181}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4141,&quot;w&quot;:83,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5183}">Body washes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4173,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5215}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4173,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5215}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4175,&quot;w&quot;:72,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5217}">Deodorants</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4207,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5249}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4207,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5249}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4209,&quot;w&quot;:45,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5251}">Lotions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4241,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5283}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4241,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5283}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4243,&quot;w&quot;:49,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5285}">Creams</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4275,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5317}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4275,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5317}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4277,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5319}">Cosmetic products</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4309,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5351}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4311,&quot;w&quot;:656,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5353}">The increasing emphasis on premium sensory experiences continues supporting demand from this sector.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4346,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5388}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4344,&quot;w&quot;:376,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5386}">Track Real-Time Prices of Iso E Super</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4383,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5425}"><a href="http://chemanalyst.com/ChemAnalyst/PricingForm?Product=Iso%20E%20Super" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4385,&quot;w&quot;:496,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5427}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4385,&quot;w&quot;:496,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5427}">http://chemanalyst.com/ChemAnalyst/PricingForm?Product=Iso%20E%20Super</span></a></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4417,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5459}"><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:4419,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5461}"> </b></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4455,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5497}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4453,&quot;w&quot;:399,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5495}">Household and Home Care Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4492,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5534}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4494,&quot;w&quot;:381,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5536}">Iso E Super is also utilized in a variety of household products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4529,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5571}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4530,&quot;w&quot;:115,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5572}">Air Fresheners</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4565,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5607}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4567,&quot;w&quot;:606,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5609}">Manufacturers use Iso E Super to create sophisticated fragrance experiences in air care products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4601,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5643}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4602,&quot;w&quot;:165,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5644}">Fabric Care Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4638,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5680}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4640,&quot;w&quot;:644,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5682}">Laundry detergents and fabric softeners frequently incorporate aroma chemicals containing Iso E Super.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4674,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5716}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4675,&quot;w&quot;:158,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5717}">Household Cleaners</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4711,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5753}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4713,&quot;w&quot;:663,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5755}">Premium cleaning products increasingly feature enhanced fragrance systems to improve consumer appeal.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4745,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5787}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4747,&quot;w&quot;:361,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5789}">These applications contribute to steady industrial demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4782,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5824}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4780,&quot;w&quot;:528,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5822}">Consumer Trends Influencing the Iso E Super Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4819,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5861}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4821,&quot;w&quot;:387,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5863}">Several consumer trends are shaping the future outlook of the </span><span bis_size="{&quot;x&quot;:395,&quot;y&quot;:4821,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:697,&quot;abs_y&quot;:5863}">Iso E Super Trend Market</span><span bis_size="{&quot;x&quot;:555,&quot;y&quot;:4821,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:857,&quot;abs_y&quot;:5863}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4856,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5898}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4857,&quot;w&quot;:121,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5899}">Premiumization</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4892,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5934}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4894,&quot;w&quot;:527,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5936}">Consumers increasingly prefer high-quality beauty, wellness, and fragrance products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4929,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5971}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4930,&quot;w&quot;:222,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5972}">Growing Cosmetics Industry</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4965,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6007}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4967,&quot;w&quot;:597,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6009}">The global cosmetics sector continues expanding across both developed and emerging markets.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5001,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6043}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5002,&quot;w&quot;:203,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6044}">Rising Disposable Income</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5038,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6080}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5040,&quot;w&quot;:498,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6082}">Higher income levels support spending on luxury and premium consumer goods.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5074,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6116}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5075,&quot;w&quot;:204,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6117}">Fragrance Personalization</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5110,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6152}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5112,&quot;w&quot;:563,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6154}">Consumers increasingly seek unique fragrance experiences and customized scent profiles.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5147,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6189}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5148,&quot;w&quot;:233,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6190}">Wellness and Lifestyle Trends</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5183,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6225}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5185,&quot;w&quot;:680,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6227}">Fragrance products are becoming increasingly associated with self-care, wellness, and lifestyle enhancement.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5217,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6259}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5219,&quot;w&quot;:599,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6261}">These trends are expected to positively influence market demand throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5255,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6297}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5253,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6295}">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5292,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6334}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5294,&quot;w&quot;:441,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6336}">Despite favorable market conditions, several challenges may affect the </span><span bis_size="{&quot;x&quot;:449,&quot;y&quot;:5294,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:751,&quot;abs_y&quot;:6336}">Iso E Super Trend Market</span><span bis_size="{&quot;x&quot;:609,&quot;y&quot;:5294,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:911,&quot;abs_y&quot;:6336}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5328,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6370}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5329,&quot;w&quot;:193,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6371}">Feedstock Cost Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5365,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6407}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5367,&quot;w&quot;:573,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6409}">Changes in petrochemical feedstock prices can significantly influence production economics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5401,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6443}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5402,&quot;w&quot;:199,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6444}">Regulatory Requirements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5438,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6480}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5440,&quot;w&quot;:565,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6482}">Manufacturers must comply with fragrance safety regulations and environmental standards.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5474,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6516}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5475,&quot;w&quot;:210,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6517}">Transportation Constraints</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5510,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6552}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5512,&quot;w&quot;:530,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6554}">Global logistics disruptions may impact product availability and procurement planning.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5547,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6589}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5548,&quot;w&quot;:201,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6590}">Energy Price Fluctuations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5583,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6625}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5585,&quot;w&quot;:466,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6627}">Chemical production processes remain sensitive to utility and energy costs.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5617,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6659}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5619,&quot;w&quot;:479,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6661}">Managing these challenges remains essential for maintaining market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5654,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6696}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5652,&quot;w&quot;:490,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6694}">Sustainability and Environmental Considerations</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5692,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6734}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5694,&quot;w&quot;:608,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6736}">Sustainability continues becoming a major focus within the fragrance and personal care industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5726,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6768}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5728,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6770}">Manufacturers are investing in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5760,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6802}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5760,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6802}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5760,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6802}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5762,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6804}">Cleaner production technologies</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5794,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6836}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5794,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6836}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5796,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6838}">Resource-efficient manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5828,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6870}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5828,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6870}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5830,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6872}">Responsible sourcing practices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5862,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6904}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5862,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6904}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5864,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6906}">Reduced environmental impact</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5896,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6938}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5896,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6938}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5898,&quot;w&quot;:240,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6940}">Sustainable supply chain management</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5930,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6972}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5932,&quot;w&quot;:596,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6974}">These initiatives are expected to influence future market development and production strategies.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5967,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7009}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5965,&quot;w&quot;:352,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7007}">Iso E Super Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6005,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7047}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6007,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7049}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:6007,&quot;w&quot;:108,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:7049}">Iso E Super Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6007,&quot;w&quot;:1154,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7049}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by strong demand from fragrance, personal care, cosmetics, and household product industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6059,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7101}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6061,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7103}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6093,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7135}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6093,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7135}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6093,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7135}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6095,&quot;w&quot;:264,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7137}">Growth in premium fragrance consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6127,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7169}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6127,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7169}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6129,&quot;w&quot;:223,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7171}">Expansion of personal care markets</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6161,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7203}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6161,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7203}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6163,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7205}">Rising beauty product demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6195,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7237}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6195,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7237}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6197,&quot;w&quot;:190,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7239}">Increasing consumer spending</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6229,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7271}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6229,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7271}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6231,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7273}">Manufacturing cost pressures</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6263,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7305}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6265,&quot;w&quot;:766,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7307}">At the same time, stable feedstock supplies and efficient production operations may help moderate excessive price volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6297,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7339}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6299,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7341}">Most industry participants anticipate moderate fluctuations in the </span><span bis_size="{&quot;x&quot;:410,&quot;y&quot;:6299,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:712,&quot;abs_y&quot;:7341}">Iso E Super Trend Price</span><span bis_size="{&quot;x&quot;:558,&quot;y&quot;:6299,&quot;w&quot;:615,&quot;h&quot;:16,&quot;abs_x&quot;:860,&quot;abs_y&quot;:7341}">, reflecting changing demand conditions, production economics, and broader market developments.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6334,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7376}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6332,&quot;w&quot;:465,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7374}">Future Opportunities in the Iso E Super Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6372,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7414}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6374,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7416}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:6374,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:7416}">Iso E Super Trend Market</span><span bis_size="{&quot;x&quot;:351,&quot;y&quot;:6374,&quot;w&quot;:387,&quot;h&quot;:16,&quot;abs_x&quot;:653,&quot;abs_y&quot;:7416}"> remains highly positive due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6408,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7450}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6409,&quot;w&quot;:200,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7451}">Luxury Fragrance Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6444,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7486}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6446,&quot;w&quot;:431,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7488}">Premium and luxury fragrance segments continue expanding globally.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6481,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7523}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6482,&quot;w&quot;:290,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7524}">Beauty and Personal Care Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6517,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7559}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6519,&quot;w&quot;:572,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7561}">Growing consumer demand for high-quality products supports aroma chemical consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6553,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7595}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6554,&quot;w&quot;:240,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7596}">Emerging Market Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6590,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7632}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6592,&quot;w&quot;:673,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7634}">Developing economies continue experiencing increased spending on fragrances and personal care products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6626,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7668}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6627,&quot;w&quot;:149,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7669}">Product Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6663,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7705}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6665,&quot;w&quot;:589,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7707}">Manufacturers continue introducing advanced fragrance formulations and sensory experiences.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6699,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7741}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6700,&quot;w&quot;:254,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7742}">Sustainable Fragrance Solutions</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6735,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7777}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6737,&quot;w&quot;:670,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7779}">Demand for environmentally responsible products creates opportunities for sustainable production practices.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6773,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7815}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6771,&quot;w&quot;:311,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7813}">Regional Market Developments</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6810,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7852}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6811,&quot;w&quot;:56,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7853}">Europe</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6847,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7889}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6849,&quot;w&quot;:582,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7891}">Europe remains a global center for fragrance innovation and premium perfume manufacturing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6883,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7925}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6884,&quot;w&quot;:112,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7926}">North America</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6919,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7961}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6921,&quot;w&quot;:581,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7963}">Strong demand for beauty, wellness, and luxury products continues supporting market growth.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6956,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7998}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6957,&quot;w&quot;:92,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7999}">Asia-Pacific</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6992,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8034}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6994,&quot;w&quot;:852,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8036}">Rapid urbanization, rising incomes, and expanding consumer markets create significant growth opportunities for fragrance manufacturers.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7026,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8068}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7028,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8070}">These regional developments are expected to support the continued expansion of the </span><span bis_size="{&quot;x&quot;:541,&quot;y&quot;:7028,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:843,&quot;abs_y&quot;:8070}">Iso E Super Trend Market</span><span bis_size="{&quot;x&quot;:700,&quot;y&quot;:7028,&quot;w&quot;:194,&quot;h&quot;:16,&quot;abs_x&quot;:1002,&quot;abs_y&quot;:8070}"> throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7063,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8105}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7061,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8103}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7101,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8143}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7103,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8145}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:7103,&quot;w&quot;:108,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:8145}">Iso E Super Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7103,&quot;w&quot;:1176,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8145}"> outlook for 2026 remains supported by strong demand from fragrance, cosmetics, personal care, and household product industries. Factors such as raw material availability, manufacturing costs, logistics expenses, consumer spending trends, and fragrance industry growth will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7155,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8197}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7157,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8199}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:7157,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8199}">Iso E Super Trend Price</span><span bis_size="{&quot;x&quot;:184,&quot;y&quot;:7157,&quot;w&quot;:994,&quot;h&quot;:16,&quot;abs_x&quot;:486,&quot;abs_y&quot;:8199}"> is expected to experience moderate fluctuations depending on supply-demand dynamics, production economics, and broader market conditions. Meanwhile, the </span><a href="https://www.chemanalyst.com/Pricing-data/iso-e-super-2413" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7177,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8219}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7177,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8219}">Iso E Super Trend Market</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7177,&quot;w&quot;:1159,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8219}"> is projected to maintain steady long-term growth due to rising demand for premium fragrances, expanding personal care consumption, increasing beauty industry investments, and ongoing product innovation.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7229,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8271}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7231,&quot;w&quot;:1189,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8273}">As consumers continue seeking sophisticated fragrance experiences and premium lifestyle products, Iso E Super is expected to remain one of the most important aroma chemicals in the global fragrance industry, supporting sustained market growth and long-term industry development through 2026 and beyond.</span></p>]]> </content:encoded>
</item>

<item>
<title>Hedione Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Hedione-Price</link>
<guid>https://news.bangboxonline.com/Hedione-Price</guid>
<description><![CDATA[ Hedione Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3258dc152cc.jpg" length="41954" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 13:21:09 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Hedione Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}"></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1041}"><a href="https://www.chemanalyst.com/Pricing-data/hedione-2399" bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:256,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:256,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}">According to ChemAnalyst Hedione Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:1183,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}"> trend in 2026 is expected to be shaped by developments in the fragrance and flavor industry, raw material availability, manufacturing costs, consumer demand for premium personal care products, and global supply chain dynamics. Hedione, a widely used aroma chemical known for its fresh jasmine-like fragrance, plays a crucial role in the formulation of perfumes, cosmetics, toiletries, household care products, and specialty fragrance blends. As demand for high-quality fragrance ingredients continues to grow across global consumer markets, the </span><span bis_size="{&quot;x&quot;:154,&quot;y&quot;:110,&quot;w&quot;:87,&quot;h&quot;:16,&quot;abs_x&quot;:456,&quot;abs_y&quot;:1103}">Hedione Price</span><span bis_size="{&quot;x&quot;:242,&quot;y&quot;:110,&quot;w&quot;:871,&quot;h&quot;:16,&quot;abs_x&quot;:544,&quot;abs_y&quot;:1103}"> is expected to remain a key indicator for fragrance manufacturers, formulators, distributors, and procurement professionals throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:145,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1138}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:143,&quot;w&quot;:318,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1136}">Overview of the Hedione Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:182,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1175}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:184,&quot;w&quot;:1164,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1177}">Hedione, chemically known as methyl dihydrojasmonate, is a synthetic fragrance ingredient extensively used in fine fragrances and personal care formulations. It is valued for its light, floral, fresh jasmine scent and its ability to enhance fragrance diffusion and longevity.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:236,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1229}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:238,&quot;w&quot;:236,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1231}">Major applications of Hedione include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:270,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1263}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:270,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1263}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:270,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1263}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:272,&quot;w&quot;:89,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1265}">Fine perfumes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:304,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1297}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:304,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1297}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:306,&quot;w&quot;:72,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1299}">Deodorants</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:338,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1331}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:338,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1331}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:340,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1333}">Personal care products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:372,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1365}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:372,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1365}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:374,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1367}">Hair care formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:406,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1399}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:406,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1399}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:408,&quot;w&quot;:112,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1401}">Skincare products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:440,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1433}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:440,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1433}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:442,&quot;w&quot;:180,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1435}">Household cleaning products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:474,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1467}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:474,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1467}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:476,&quot;w&quot;:87,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1469}">Air fresheners</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:508,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1501}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:508,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1501}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:510,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1503}">Specialty fragrance compositions</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:542,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1535}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:544,&quot;w&quot;:732,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1537}">The increasing demand for premium fragrances and personal care products continues to support the expansion of the </span><span bis_size="{&quot;x&quot;:740,&quot;y&quot;:544,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:1042,&quot;abs_y&quot;:1537}">Hedione Trend Market</span><span bis_size="{&quot;x&quot;:878,&quot;y&quot;:544,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1180,&quot;abs_y&quot;:1537}"> globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:580,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1573}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:578,&quot;w&quot;:365,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1571}">Global Hedione Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:617,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1610}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:619,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1612}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:619,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1612}">Hedione Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:619,&quot;w&quot;:1121,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1612}"> has experienced fluctuations in recent years due to changing raw material costs, manufacturing economics, demand from the fragrance industry, and international trade conditions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:671,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1664}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:673,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1666}">Key factors influencing market performance include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:705,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1698}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:705,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1698}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:705,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1698}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:707,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1700}">Feedstock availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:739,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1732}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:739,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1732}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:741,&quot;w&quot;:209,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1734}">Aroma chemical production levels</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:773,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1766}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:773,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1766}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:775,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1768}">Fragrance industry demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:807,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1800}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:807,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1800}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:809,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1802}">Consumer spending patterns</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:841,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1834}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:841,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1834}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:843,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1836}">Transportation costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:875,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1868}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:875,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1868}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:877,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1870}">Supply chain efficiency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:909,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1902}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:911,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1904}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:911,&quot;w&quot;:87,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1904}">Hedione Price</span><span bis_size="{&quot;x&quot;:173,&quot;y&quot;:911,&quot;w&quot;:873,&quot;h&quot;:16,&quot;abs_x&quot;:475,&quot;abs_y&quot;:1904}"> is expected to remain influenced by both industrial demand and broader economic conditions affecting the beauty and personal care sectors.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:947,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1940}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:945,&quot;w&quot;:383,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1938}">Key Factors Influencing Hedione Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:984,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1977}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:985,&quot;w&quot;:189,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1978}">Raw Material Availability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1020,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2013}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1022,&quot;w&quot;:426,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2015}">Raw material supply remains one of the primary factors affecting the </span><span bis_size="{&quot;x&quot;:434,&quot;y&quot;:1022,&quot;w&quot;:87,&quot;h&quot;:16,&quot;abs_x&quot;:736,&quot;abs_y&quot;:2015}">Hedione Price</span><span bis_size="{&quot;x&quot;:522,&quot;y&quot;:1022,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:824,&quot;abs_y&quot;:2015}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1054,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2047}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1056,&quot;w&quot;:871,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2049}">The production of Hedione depends on various chemical intermediates and feedstocks, which are often linked to petrochemical value chains.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1088,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2081}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1090,&quot;w&quot;:301,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2083}">Factors influencing feedstock availability include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1122,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2115}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1122,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2115}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1122,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2115}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1124,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2117}">Petrochemical market trends</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1156,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2149}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1156,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2149}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1158,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2151}">Production capacities</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1190,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2183}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1190,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2183}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1192,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2185}">Energy costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1224,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2217}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1224,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2217}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1226,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2219}">Global trade conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1258,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2251}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1258,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2251}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1260,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2253}">Supply chain reliability</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1292,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2285}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1294,&quot;w&quot;:497,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2287}">Changes in feedstock pricing can significantly influence overall production costs.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1329,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2322}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1330,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2323}">Manufacturing Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1365,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2358}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1367,&quot;w&quot;:673,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2360}">The production of fragrance ingredients such as Hedione involves specialized chemical synthesis processes.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1399,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2392}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1401,&quot;w&quot;:232,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2394}">Key manufacturing expenses include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1433,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2426}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1433,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2426}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1433,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2426}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1435,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2428}">Energy consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1467,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2460}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1467,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2460}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1469,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2462}">Processing equipment</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1501,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2494}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1501,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2494}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1503,&quot;w&quot;:72,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2496}">Labor costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1535,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2528}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1535,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2528}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1537,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2530}">Quality control procedures</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1569,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2562}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1569,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2562}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1571,&quot;w&quot;:249,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2564}">Environmental compliance requirements</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1603,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2596}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1605,&quot;w&quot;:453,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2598}">Increases in operational costs can contribute to upward movement in the </span><span bis_size="{&quot;x&quot;:461,&quot;y&quot;:1605,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:763,&quot;abs_y&quot;:2598}">Hedione Trend Price</span><span bis_size="{&quot;x&quot;:589,&quot;y&quot;:1605,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:891,&quot;abs_y&quot;:2598}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1640,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2633}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1641,&quot;w&quot;:217,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2634}">Fragrance Industry Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1676,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2669}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1678,&quot;w&quot;:470,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2671}">The fragrance industry remains the largest consumer of Hedione worldwide.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1710,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2703}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1712,&quot;w&quot;:131,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2705}">Demand is driven by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1744,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2737}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1744,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2737}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1744,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2737}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1746,&quot;w&quot;:104,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2739}">Luxury perfumes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1778,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2771}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1778,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2771}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1780,&quot;w&quot;:176,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2773}">Premium fragrance products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1812,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2805}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1812,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2805}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1814,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2807}">Personal care formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1846,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2839}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1846,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2839}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1848,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2841}">Home fragrance products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1880,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2873}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1880,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2873}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1882,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2875}">Cosmetic applications</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1914,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2907}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1916,&quot;w&quot;:456,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2909}">The continued expansion of the fragrance industry supports growth in the </span><span bis_size="{&quot;x&quot;:464,&quot;y&quot;:1916,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:766,&quot;abs_y&quot;:2909}">Hedione Trend Market</span><span bis_size="{&quot;x&quot;:603,&quot;y&quot;:1916,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:905,&quot;abs_y&quot;:2909}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1950,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2943}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1951,&quot;w&quot;:346,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2944}">Consumer Preference for Premium Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1987,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2980}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1989,&quot;w&quot;:731,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2982}">Consumers increasingly seek premium personal care and beauty products that offer distinctive fragrance experiences.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2021,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3014}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2023,&quot;w&quot;:591,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3016}">This trend has contributed to growing demand for advanced aroma chemicals such as Hedione.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2057,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3050}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2058,&quot;w&quot;:251,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3051}">Logistics and Distribution Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2093,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3086}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2095,&quot;w&quot;:566,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3088}">Global fragrance supply chains depend on efficient transportation and distribution networks.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2127,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3120}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2129,&quot;w&quot;:272,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3122}">Factors affecting logistics expenses include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2161,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3154}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2161,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3154}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2161,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3154}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2163,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3156}">Freight rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2195,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3188}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2195,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3188}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2197,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3190}">Shipping costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2229,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3222}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2229,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3222}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2231,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3224}">Fuel prices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2263,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3256}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2263,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3256}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2265,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3258}">Warehousing expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2297,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3290}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2297,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3290}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2299,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3292}">International trade routes</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2331,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3324}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2333,&quot;w&quot;:412,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3326}">Transportation costs remain an important contributor to the overall </span><span bis_size="{&quot;x&quot;:420,&quot;y&quot;:2333,&quot;w&quot;:87,&quot;h&quot;:16,&quot;abs_x&quot;:722,&quot;abs_y&quot;:3326}">Hedione Price</span><span bis_size="{&quot;x&quot;:508,&quot;y&quot;:2333,&quot;w&quot;:62,&quot;h&quot;:16,&quot;abs_x&quot;:810,&quot;abs_y&quot;:3326}"> structure.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2369,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3362}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2367,&quot;w&quot;:374,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3360}">North America Hedione Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2406,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3399}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2408,&quot;w&quot;:813,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3401}">North America remains an important market for Hedione due to strong demand for premium fragrances and personal care products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2440,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3433}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2442,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3435}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:2442,&quot;w&quot;:87,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3435}">Hedione Price</span><span bis_size="{&quot;x&quot;:376,&quot;y&quot;:2442,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:678,&quot;abs_y&quot;:3435}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2474,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3467}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2474,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3467}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2474,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3467}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2476,&quot;w&quot;:248,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3469}">Consumer spending on beauty products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2508,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3501}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2508,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3501}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2510,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3503}">Fragrance industry activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2542,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3535}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2542,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3535}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2544,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3537}">Personal care product demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2576,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3569}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2576,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3569}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2578,&quot;w&quot;:128,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3571}">Retail market growth</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2610,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3603}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2610,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3603}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2612,&quot;w&quot;:175,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3605}">Import and distribution costs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2644,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3637}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2646,&quot;w&quot;:590,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3639}">The region’s well-developed beauty and wellness industry continues supporting stable demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2682,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3675}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2680,&quot;w&quot;:303,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3673}">Europe Hedione Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2719,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3712}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2721,&quot;w&quot;:557,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3714}">Europe remains one of the world's leading fragrance production and consumption regions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2753,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3746}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2755,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3748}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:2755,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3748}">Hedione Trend Price</span><span bis_size="{&quot;x&quot;:163,&quot;y&quot;:2755,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:465,&quot;abs_y&quot;:3748}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2787,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3780}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2787,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3780}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2787,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3780}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2789,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3782}">Luxury fragrance demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2821,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3814}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2821,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3814}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2823,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3816}">Cosmetic manufacturing activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2855,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3848}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2855,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3848}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2857,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3850}">Sustainability initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2889,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3882}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2889,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3882}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2891,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3884}">Regulatory requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2923,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3916}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2923,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3916}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2925,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3918}">Consumer purchasing trends</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2957,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3950}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2959,&quot;w&quot;:647,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3952}">The region’s established perfume industry continues driving significant consumption of aroma chemicals.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2995,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3988}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2993,&quot;w&quot;:350,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3986}">Asia-Pacific Hedione Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3032,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4025}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3034,&quot;w&quot;:614,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4027}">Asia-Pacific is expected to remain one of the fastest-growing markets for Hedione throughout 2026.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3066,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4059}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3068,&quot;w&quot;:298,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4061}">Key countries supporting market growth include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3100,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4093}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3100,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4093}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3100,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4093}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3102,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4095}">China</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3134,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4127}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3134,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4127}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3136,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4129}">India</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3168,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4161}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3168,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4161}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3170,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4163}">Japan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3202,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4195}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3202,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4195}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3204,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4197}">South Korea</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3236,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4229}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3236,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4229}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3238,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4231}">Indonesia</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3270,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4263}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3270,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4263}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3272,&quot;w&quot;:53,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4265}">Thailand</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3304,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4297}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3306,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4299}">Growth drivers include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3338,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4331}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3338,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4331}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3338,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4331}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3340,&quot;w&quot;:223,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4333}">Expanding middle-class populations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3372,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4365}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3372,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4365}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3374,&quot;w&quot;:165,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4367}">Rising disposable incomes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3406,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4399}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3406,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4399}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3408,&quot;w&quot;:244,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4401}">Increasing beauty product consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3440,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4433}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3440,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4433}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3442,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4435}">Growing fragrance awareness</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3474,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4467}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3474,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4467}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3476,&quot;w&quot;:116,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4469}">Rapid urbanization</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3508,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4501}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3510,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4503}">These developments are expected to strengthen the </span><span bis_size="{&quot;x&quot;:335,&quot;y&quot;:3510,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:4503}">Hedione Trend Market</span><span bis_size="{&quot;x&quot;:474,&quot;y&quot;:3510,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:776,&quot;abs_y&quot;:4503}"> across the region.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3545,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4538}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3543,&quot;w&quot;:346,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4536}">Track Real Time Prices Of Hedione</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3583,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4576}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Hedione" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3585,&quot;w&quot;:467,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4578}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3585,&quot;w&quot;:467,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4578}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Hedione</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3620,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4613}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3618,&quot;w&quot;:421,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4611}">Fragrance Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3658,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4651}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3660,&quot;w&quot;:502,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4653}">The fragrance industry remains the primary driver of Hedione demand worldwide.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3694,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4687}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3695,&quot;w&quot;:219,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4688}">Fine Fragrance Applications</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3730,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4723}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3732,&quot;w&quot;:555,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4725}">Hedione is widely utilized in luxury and premium perfumes due to its fresh floral character.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3767,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4760}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3768,&quot;w&quot;:149,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4761}">Designer Perfumes</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3803,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4796}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3805,&quot;w&quot;:633,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4798}">Many high-end fragrance formulations incorporate Hedione to enhance scent complexity and diffusion.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3840,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4833}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3841,&quot;w&quot;:203,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4834}">Niche Fragrance Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3876,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4869}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3878,&quot;w&quot;:726,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4871}">The growing popularity of niche and artisanal perfumes continues supporting demand for advanced aroma chemicals.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3912,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4905}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3913,&quot;w&quot;:166,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4906}">Fragrance Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3949,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4942}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3951,&quot;w&quot;:665,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4944}">Manufacturers continue developing innovative fragrance compositions utilizing Hedione as a key ingredient.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3983,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4976}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3985,&quot;w&quot;:386,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4978}">These applications contribute significantly to the growth of the </span><span bis_size="{&quot;x&quot;:394,&quot;y&quot;:3985,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:696,&quot;abs_y&quot;:4978}">Hedione Trend Market</span><span bis_size="{&quot;x&quot;:532,&quot;y&quot;:3985,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:834,&quot;abs_y&quot;:4978}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4020,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5013}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4018,&quot;w&quot;:360,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5011}">Personal Care Industry Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4057,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5050}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4059,&quot;w&quot;:435,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5052}">The personal care sector represents another major source of demand.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4091,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5084}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4093,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5086}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4125,&quot;w&quot;:1190,&quot;h&quot;:224,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5118}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4125,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5118}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4125,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5118}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4127,&quot;w&quot;:66,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5120}">Shampoos</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4159,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5152}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4159,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5152}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4161,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5154}">Conditioners</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4193,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5186}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4193,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5186}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4195,&quot;w&quot;:83,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5188}">Body washes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4227,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5220}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4227,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5220}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4229,&quot;w&quot;:45,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5222}">Lotions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4261,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5254}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4261,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5254}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4263,&quot;w&quot;:49,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5256}">Creams</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4295,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5288}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4295,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5288}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4297,&quot;w&quot;:72,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5290}">Deodorants</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4329,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5322}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4329,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5322}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4331,&quot;w&quot;:65,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5324}">Cosmetics</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4363,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5356}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4365,&quot;w&quot;:854,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5358}">As consumers increasingly prioritize premium personal care experiences, demand for sophisticated fragrance ingredients continues rising.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4401,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5394}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4399,&quot;w&quot;:324,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5392}">Household Product Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4438,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5431}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4440,&quot;w&quot;:470,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5433}">Hedione is also utilized in a wide range of household and cleaning products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4475,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5468}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4476,&quot;w&quot;:115,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5469}">Air Fresheners</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4511,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5504}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4513,&quot;w&quot;:505,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5506}">Manufacturers use Hedione to create pleasant and long-lasting fragrance profiles.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4547,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5540}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4548,&quot;w&quot;:165,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5541}">Fabric Care Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4584,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5577}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4586,&quot;w&quot;:619,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5579}">Laundry detergents and fabric softeners often incorporate fragrance ingredients containing Hedione.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4620,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5613}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4621,&quot;w&quot;:158,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5614}">Household Cleaners</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4657,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5650}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4659,&quot;w&quot;:608,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5652}">Premium cleaning products frequently utilize fragrance technologies to enhance consumer appeal.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4691,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5684}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4693,&quot;w&quot;:361,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5686}">These applications contribute to steady industrial demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4728,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5721}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4726,&quot;w&quot;:495,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5719}">Consumer Trends Influencing the Hedione Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4765,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5758}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4767,&quot;w&quot;:387,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5760}">Several consumer trends are shaping the future outlook of the </span><span bis_size="{&quot;x&quot;:395,&quot;y&quot;:4767,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:697,&quot;abs_y&quot;:5760}">Hedione Trend Market</span><span bis_size="{&quot;x&quot;:534,&quot;y&quot;:4767,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:836,&quot;abs_y&quot;:5760}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4802,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5795}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4803,&quot;w&quot;:121,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5796}">Premiumization</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4838,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5831}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4840,&quot;w&quot;:484,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5833}">Consumers increasingly seek premium-quality fragrance and beauty products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4875,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5868}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4876,&quot;w&quot;:194,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5869}">Growing Beauty Industry</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4911,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5904}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4913,&quot;w&quot;:657,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5906}">The global beauty and cosmetics sector continues expanding across developed and emerging economies.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4947,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5940}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4948,&quot;w&quot;:203,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5941}">Rising Disposable Income</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4984,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5977}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4986,&quot;w&quot;:529,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5979}">Higher consumer spending power supports demand for luxury and premium products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5020,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6013}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5021,&quot;w&quot;:177,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6014}">Product Differentiation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5056,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6049}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5058,&quot;w&quot;:540,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6051}">Manufacturers continue developing unique fragrance experiences to attract consumers.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5093,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6086}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5094,&quot;w&quot;:233,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6087}">Wellness and Lifestyle Trends</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5129,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6122}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5131,&quot;w&quot;:655,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6124}">Consumers increasingly associate fragrance products with wellness, self-care, and lifestyle enhancement.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5163,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6156}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5165,&quot;w&quot;:599,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6158}">These trends are expected to positively influence market demand throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5201,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6194}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5199,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6192}">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5238,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6231}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5240,&quot;w&quot;:449,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6233}">Despite favorable demand conditions, several challenges may affect the </span><span bis_size="{&quot;x&quot;:457,&quot;y&quot;:5240,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:759,&quot;abs_y&quot;:6233}">Hedione Trend Market</span><span bis_size="{&quot;x&quot;:596,&quot;y&quot;:5240,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:898,&quot;abs_y&quot;:6233}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5274,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6267}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5275,&quot;w&quot;:212,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6268}">Raw Material Cost Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5311,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6304}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5313,&quot;w&quot;:520,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6306}">Changes in petrochemical feedstock prices can influence manufacturing economics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5347,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6340}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5348,&quot;w&quot;:182,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6341}">Regulatory Compliance</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5384,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6377}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5386,&quot;w&quot;:500,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6379}">Manufacturers must comply with fragrance safety and environmental regulations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5420,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6413}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5421,&quot;w&quot;:210,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6414}">Transportation Disruptions</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5456,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6449}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5458,&quot;w&quot;:529,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6451}">Global logistics challenges may impact product availability and procurement planning.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5493,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6486}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5494,&quot;w&quot;:198,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6487}">Energy Cost Fluctuations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5529,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6522}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5531,&quot;w&quot;:551,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6524}">Energy-intensive chemical production processes remain sensitive to utility price changes.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5563,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6556}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5565,&quot;w&quot;:482,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6558}">Managing these challenges remains important for maintaining market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5600,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6593}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5598,&quot;w&quot;:490,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6591}">Sustainability and Environmental Considerations</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5638,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6631}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5640,&quot;w&quot;:660,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6633}">Sustainability continues becoming increasingly important within the fragrance and personal care industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5672,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6665}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5674,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6667}">Manufacturers are investing in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5706,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6699}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5706,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6699}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5706,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6699}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5708,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6701}">Sustainable sourcing practices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5740,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6733}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5740,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6733}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5742,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6735}">Cleaner production technologies</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5774,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6767}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5774,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6767}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5776,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6769}">Reduced environmental impact</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5808,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6801}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5808,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6801}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5810,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6803}">Improved resource efficiency</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5842,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6835}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5842,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6835}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5844,&quot;w&quot;:244,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6837}">Responsible supply chain management</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5876,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6869}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5878,&quot;w&quot;:596,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6871}">These initiatives are expected to influence future market development and production strategies.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5913,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6906}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5911,&quot;w&quot;:319,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6904}">Hedione Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5951,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6944}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5953,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6946}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:5953,&quot;w&quot;:87,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:6946}">Hedione Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5953,&quot;w&quot;:1184,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6946}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by strong demand from fragrance, personal care, cosmetics, and household product industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6005,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6998}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6007,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7000}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6039,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7032}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6039,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7032}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6039,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7032}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6041,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7034}">Growth in premium fragrance demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6073,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7066}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6073,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7066}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6075,&quot;w&quot;:223,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7068}">Expansion of personal care markets</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6107,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7100}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6107,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7100}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6109,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7102}">Increasing cosmetic production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6141,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7134}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6141,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7134}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6143,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7136}">Rising consumer spending</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6175,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7168}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6175,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7168}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6177,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7170}">Manufacturing cost pressures</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6209,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7202}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6211,&quot;w&quot;:783,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7204}">At the same time, efficient production operations and stable raw material supplies may help moderate excessive price volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6243,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7236}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6245,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7238}">Most industry participants anticipate moderate fluctuations in the </span><span bis_size="{&quot;x&quot;:410,&quot;y&quot;:6245,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:712,&quot;abs_y&quot;:7238}">Hedione Trend Price</span><span bis_size="{&quot;x&quot;:537,&quot;y&quot;:6245,&quot;w&quot;:567,&quot;h&quot;:16,&quot;abs_x&quot;:839,&quot;abs_y&quot;:7238}">, reflecting changing demand conditions, production economics, and broader market trends.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6280,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7273}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6278,&quot;w&quot;:432,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7271}">Future Opportunities in the Hedione Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6318,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7311}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6320,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7313}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:6320,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:7313}">Hedione Trend Market</span><span bis_size="{&quot;x&quot;:330,&quot;y&quot;:6320,&quot;w&quot;:387,&quot;h&quot;:16,&quot;abs_x&quot;:632,&quot;abs_y&quot;:7313}"> remains highly positive due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6354,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7347}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6355,&quot;w&quot;:200,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7348}">Luxury Fragrance Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6390,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7383}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6392,&quot;w&quot;:431,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7385}">Premium and luxury fragrance segments continue expanding globally.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6427,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7420}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6428,&quot;w&quot;:254,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7421}">Personal Care Market Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6463,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7456}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6465,&quot;w&quot;:562,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7458}">Growing demand for beauty and wellness products supports aroma chemical consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6499,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7492}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6500,&quot;w&quot;:240,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7493}">Emerging Market Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6536,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7529}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6538,&quot;w&quot;:576,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7531}">Developing economies continue experiencing increased spending on personal care products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6572,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7565}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6573,&quot;w&quot;:149,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7566}">Product Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6609,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7602}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6611,&quot;w&quot;:582,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7604}">Manufacturers continue introducing innovative fragrance formulations and consumer products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6645,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7638}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6646,&quot;w&quot;:254,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7639}">Sustainable Fragrance Solutions</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6681,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7674}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6683,&quot;w&quot;:723,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7676}">Growing demand for environmentally responsible products creates opportunities for sustainable production practices.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6719,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7712}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6717,&quot;w&quot;:311,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7710}">Regional Market Developments</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6756,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7749}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6757,&quot;w&quot;:56,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7750}">Europe</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6793,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7786}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6795,&quot;w&quot;:641,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7788}">Europe continues serving as a major center for fragrance innovation and luxury perfume manufacturing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6829,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7822}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6830,&quot;w&quot;:112,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7823}">North America</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6865,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7858}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6867,&quot;w&quot;:582,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7860}">Strong consumer demand for premium beauty and wellness products supports market growth.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6902,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7895}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6903,&quot;w&quot;:92,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7896}">Asia-Pacific</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6938,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7931}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6940,&quot;w&quot;:729,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7933}">Rapid urbanization and rising incomes continue creating substantial growth opportunities for fragrance manufacturers.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6972,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7965}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6974,&quot;w&quot;:563,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7967}">These regional developments are expected to contribute to the continued expansion of the </span><span bis_size="{&quot;x&quot;:571,&quot;y&quot;:6974,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:873,&quot;abs_y&quot;:7967}">Hedione Trend Market</span><span bis_size="{&quot;x&quot;:710,&quot;y&quot;:6974,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1012,&quot;abs_y&quot;:7967}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7009,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8002}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7007,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8000}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7047,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8040}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7049,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8042}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:7049,&quot;w&quot;:87,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:8042}">Hedione Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7049,&quot;w&quot;:1155,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8042}"> outlook for 2026 remains supported by strong demand from fragrance, cosmetics, personal care, and household product industries. Factors such as raw material availability, manufacturing costs, logistics expenses, consumer spending trends, and fragrance industry growth will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7101,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8094}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7103,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8096}">The </span><a href="https://www.chemanalyst.com/Pricing-data/hedione-2399" bis_size="{&quot;x&quot;:36,&quot;y&quot;:7103,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8096}"><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:7103,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8096}">Hedione Trend Price</span></a><span bis_size="{&quot;x&quot;:163,&quot;y&quot;:7103,&quot;w&quot;:983,&quot;h&quot;:16,&quot;abs_x&quot;:465,&quot;abs_y&quot;:8096}"> is expected to experience moderate fluctuations depending on supply-demand dynamics, production economics, and global market conditions. Meanwhile, the </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7123,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8116}">Hedione Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7123,&quot;w&quot;:1138,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8116}"> is projected to maintain steady long-term growth due to rising demand for premium fragrances, expanding personal care consumption, increasing beauty industry investments, and ongoing product innovation.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7175,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8168}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7177,&quot;w&quot;:1168,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8170}">As consumers continue seeking sophisticated fragrance experiences and premium lifestyle products, Hedione is expected to remain one of the most important aroma chemicals in the global fragrance industry, supporting sustained market growth and long-term industry development through 2026 and beyond.</span></p>]]> </content:encoded>
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<title>MH Cognition Launches Next&#45;Generation Enterprise LMS Software to Drive Institutional Academic Excellence</title>
<link>https://news.bangboxonline.com/mh-cognition-launches-next-generation-enterprise-lms-software-to-drive-institutional-academic-excellence</link>
<guid>https://news.bangboxonline.com/mh-cognition-launches-next-generation-enterprise-lms-software-to-drive-institutional-academic-excellence</guid>
<description><![CDATA[ MH Cognition Launches Next-Generation Enterprise LMS Software to Drive Institutional Academic Excellence ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3256e8d0e17.jpg" length="71490" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 13:12:50 +0500</pubDate>
<dc:creator>MHCognition</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-pm-slice="0 0 []"><strong>CHENNAI, INDIA</strong> — MH Cognition, a leading innovator in enterprise software architectures, has officially launched its advanced, next-generation Learning Management System (LMS). Designed specifically to meet the high-capacity needs of modern universities, autonomous colleges, and training institutions, this cloud-native platform aims to eliminate campus administrative silos, secure student data pipelines, and directly improve real-world learning outcomes through deep, data-driven analytics.</p>
<p>As global educational models transition toward hybrid and asynchronous learning, legacy IT architectures often struggle with user load, mobile compatibility, and third-party software integration. The enterprise<a target="_blank" rel="noopener ugc nofollow" href="https://mhcognition.com/our-products/learning-management-system"> <u>Learning Management System (LMS)</u></a> developed by MH Cognition directly solves these friction points. Built with microservices architecture, the platform ensures 99.9% uptime, seamless mobile application parity, and automated data updates across all campus records.</p>
<p>"Modern education requires moving past the concept of a simple file-storage repository," said the Chief Product Architect at MH Cognition. "Institutions today require smart environments that adapt to varying student learning speeds, automate routine grading workflows for professors, and provide senior university leaders with clear, predictive visual analytics. Our platform is engineered to deliver exactly that."</p>
<p>The software provides dedicated, optimized entry modules tailored for every level of the academic infrastructure:</p>
<ul>
<li>
<p><strong>For Students:</strong> High-performance<a target="_blank" rel="noopener ugc nofollow" href="https://mhcognition.com/blogs/lms-software-for-students"> <u>LMS software for students</u></a> provides 24/7 access to interactive learning paths, peer forums, and instant self-assessments.</p>
</li>
<li>
<p><strong>For Higher Education Management:</strong> Specialized<a target="_blank" rel="noopener ugc nofollow" href="https://mhcognition.com/blogs/lms-for-universities"> <u>LMS for universities</u></a> and<a target="_blank" rel="noopener ugc nofollow" href="https://mhcognition.com/blogs/lms-software-for-colleges"> <u>LMS software for colleges</u></a> modules standardize curricula across distinct campuses while automating statutory compliance reporting.</p>
</li>
<li>
<p><strong>For Global Operations:</strong> Shifting infrastructure to an open, cloud-hosted design clarifies<a target="_blank" rel="noopener ugc nofollow" href="https://mhcognition.com/blogs/what-is-online-lms"> <u>what is online lms</u></a> efficiency by removing expensive local server upkeep.</p>
</li>
</ul>
<p>With this launch, MH Cognition provides a highly scalable solution for academic groups looking to modernize their classrooms. Institutions utilizing this adaptive system can quickly transition away from disconnected administrative methods and establish an integrated, future-proof learning environment.</p>
<p>To learn more about configuration details, platform onboarding timelines, or to book an operational system demonstration, visit the official corporate portal at<a target="_blank" rel="noopener ugc nofollow" href="https://www.google.com/search?q=https%3A%2F%2Fmhcognition.com"> </a><a target="_blank" rel="noopener ugc nofollow" href="http://mhcognition.com"><u>mhcognition.com</u></a>.</p>
<p><strong>Media Contact:</strong></p>
<p><a target="_blank" rel="noopener ugc nofollow" href="mailto:info@mhcognition.com">info@mhcognition.com</a> | <a target="_blank" rel="noopener ugc nofollow" href="https://mhcognition.com"><u>https://mhcognition.com</u></a> </p>
<p>Check Out: <a target="_blank" rel="noopener ugc nofollow" href="https://mhcognition.com/our-products/learning-management-system"><u>https://mhcognition.com/our-products/learning-management-system</u></a> </p>
<p></p>]]> </content:encoded>
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<title>Roll&#45;Up Banner: The Secret Weapon for Instant Brand Visibility</title>
<link>https://news.bangboxonline.com/roll-up-banner-the-secret-weapon-for-instant-brand-visibility</link>
<guid>https://news.bangboxonline.com/roll-up-banner-the-secret-weapon-for-instant-brand-visibility</guid>
<description><![CDATA[ Promote your brand with a premium roll-up banner! Perfect for exhibitions, trade shows, and marketing events, our roll-up banner is durable, portable, and fully customizable. Make a lasting impression with vibrant designs and hassle-free setup. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32536d6bf09.jpg" length="63216" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:57:49 +0500</pubDate>
<dc:creator>Landmark print-2</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's crowded marketplace, businesses have only seconds to make a lasting impression. A professionally designed <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product-category/roll-up-banner-printing-singapore/"><b>roll-up banner</b></a></span></strong> is one of the fastest and most effective ways to attract customers and showcase your brand. Whether you're exhibiting at trade shows, launching a new product, or promoting a special event, a striking display can instantly transform your marketing efforts and put your business in the spotlight.<o:p></o:p></p>
<p class="MsoNormal"><b>Make Every Event a Powerful Marketing Opportunity<o:p></o:p></b></p>
<p class="MsoNormal">Imagine walking into an exhibition hall and seeing your company message standing tall, vibrant, and impossible to ignore. That's the power of high-quality display solutions from Landmark Print. Every business deserves marketing materials that command attention and communicate professionalism. A beautifully printed banner can become the centerpiece of your promotional strategy, helping you generate more inquiries, increase foot traffic, and create unforgettable brand recognition.<o:p></o:p></p>
<p class="MsoNormal"><b>Affordable Promotion That Delivers Incredible Value<o:p></o:p></b></p>
<p class="MsoNormal">Marketing budgets are precious, and businesses need solutions that provide exceptional returns. Companies frequently compare the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">print flyers price</span></strong> before investing in promotional materials, but combining flyers with eye-catching displays creates a marketing package that maximizes results. Instead of relying on a single promotional method, businesses can amplify their message through multiple channels and enjoy greater visibility at every event and campaign.<o:p></o:p></p>
<p class="MsoNormal"><b>Stand Out in Every Crowd<o:p></o:p></b></p>
<p class="MsoNormal">Competition is fiercer than ever, and businesses that fail to capture attention often miss valuable opportunities. A premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">roll-up banner</span></strong> allows companies to showcase their products, services, and brand identity in a bold and professional manner. From retail stores and conferences to seminars and corporate events, this simple yet powerful marketing tool can elevate your presence and help you leave a memorable impression on potential customers.<o:p></o:p></p>
<p class="MsoNormal"><b>Quality Printing That Builds Trust<o:p></o:p></b></p>
<p class="MsoNormal">Customers naturally gravitate toward businesses that look professional and credible. High-resolution printing, vibrant colours, and durable materials communicate quality before a single conversation begins. <b><a href="https://landmarkprint.sg/">Landmark Print</a></b> understands the importance of first impressions and delivers premium printing solutions that help brands project confidence and reliability. A professionally crafted display can influence customer perception and encourage meaningful engagement with your business.<o:p></o:p></p>
<p class="MsoNormal"><b>Create Urgency and Drive Immediate Action<o:p></o:p></b></p>
<p class="MsoNormal">The right promotional materials don't just attract attention—they inspire action. Businesses that invest in effective marketing displays often experience increased inquiries and stronger customer engagement. Pairing a display stand with strategically designed flyers allows companies to provide detailed information while keeping their branding visible throughout the event. Many organisations researching the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">print flyers price</span></strong> quickly realise that combining different promotional materials offers outstanding value and a stronger marketing impact.<o:p></o:p></p>
<p class="MsoNormal"><b>Flexible Marketing for Every Industry<o:p></o:p></b></p>
<p class="MsoNormal">One of the greatest advantages of a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">roll-up banner</span></strong> is its versatility. Restaurants, retail stores, educational institutions, healthcare providers, and corporate organisations can all benefit from this powerful advertising tool. Easy to transport and quick to assemble, these displays can be used repeatedly across multiple events, making them a smart long-term investment for businesses seeking cost-effective brand exposure.<o:p></o:p></p>
<p class="MsoNormal"><b>The Competitive Edge Your Business Needs<o:p></o:p></b></p>
<p class="MsoNormal">Customers remember brands that make a visual impact. A professionally designed display instantly communicates your message and differentiates your business from competitors. Landmark Print provides businesses with premium printing solutions that help them dominate exhibitions, promotional events, and in-store campaigns. Every detail is carefully produced to ensure your brand looks polished, professional, and ready to win new customers.<o:p></o:p></p>
<p class="MsoNormal"><b>Invest in Marketing That Keeps Working<o:p></o:p></b></p>
<p class="MsoNormal">Promotional materials should continue delivering value long after an event ends. Businesses comparing the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product/a6-budget-express-digital-flyer-printing-leaflet-brochure-flyer-printing-from-36/"><b>print flyers price</b></a></span></strong> often seek cost-effective options, but lasting visibility is equally important. High-quality displays can be reused countless times, providing ongoing exposure and exceptional return on investment. When your brand message remains visible, your business continues to attract attention and generate opportunities.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/">name card print</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/">print banner</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/">printing books</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>Hyderabad Traffic Challan Crackdown Intensifies as Police Seize Over 2,100 Vehicles in Special Drive</title>
<link>https://news.bangboxonline.com/Hyderabad-Traffic-Challan-Crackdown</link>
<guid>https://news.bangboxonline.com/Hyderabad-Traffic-Challan-Crackdown</guid>
<description><![CDATA[ Digital solutions like ChallanPay make challan management easier, while Lawyered provides valuable legal support when needed. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32502ca0d2c.jpg" length="149043" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:44:49 +0500</pubDate>
<dc:creator>WritingWall</dc:creator>
<media:keywords>Hyderabad Traffic Challan Pay Online</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>Hyderabad's traffic enforcement efforts have entered a new phase as authorities continue to strengthen road safety measures across the city. In a recent large-scale operation, traffic police intensified inspections and enforcement activities, leading to the seizure of more than 2,100 vehicles during a special drive. The initiative highlights the city's commitment to reducing traffic violations, improving road discipline, and enhancing public safety through stricter monitoring and compliance measures.</span></p>
<p class="isSelectedEnd"><span>As Hyderabad continues to expand as a major metropolitan hub, managing traffic efficiently has become a growing challenge. Rising vehicle registrations, increasing commuter movement, and urban development have placed significant pressure on the city's transportation infrastructure. In response, authorities are relying on a combination of technology-driven enforcement and targeted operations to address traffic violations more effectively.</span></p>
<h2><span>Why Traffic Enforcement is Becoming More Aggressive</span></h2>
<p class="isSelectedEnd"><span>Road safety remains a top priority for traffic authorities across India. Every year, thousands of accidents occur due to speeding, reckless driving, signal jumping, and other preventable violations. To reduce these incidents, cities like Hyderabad are investing heavily in digital traffic management systems and special enforcement campaigns.</span></p>
<p class="isSelectedEnd"><span>The recent crackdown demonstrates how authorities are focusing not only on issuing fines but also on identifying repeat offenders and vehicles operating in violation of traffic regulations. Such operations help create greater accountability among road users while encouraging safer driving behavior.</span></p>
<p class="isSelectedEnd"><span>Authorities believe that consistent enforcement serves as a strong deterrent against violations and contributes to long-term improvements in traffic discipline.</span></p>
<h2><span>Common Violations Under the Scanner</span></h2>
<p class="isSelectedEnd"><span>During special traffic drives, enforcement teams typically monitor a wide range of offenses that impact road safety and public order. Some of the most common violations include:</span></p>
<ul data-spread="false">
<li><span>Driving without a valid license.</span></li>
<li><span>Overspeeding.</span></li>
<li><span>Jumping traffic signals.</span></li>
<li><span>Driving without helmets.</span></li>
<li><span>Failure to wear seatbelts.</span></li>
<li><span>Wrong-side driving.</span></li>
<li><span>Illegal parking.</span></li>
<li><span>Using mobile phones while driving.</span></li>
<li><span>Driving without valid insurance.</span></li>
<li><span>Vehicle documentation violations.</span></li>
</ul>
<p class="isSelectedEnd"><span>Many of these offenses can now be detected through advanced surveillance systems, reducing the need for manual intervention and increasing the efficiency of enforcement operations.</span></p>
<h2><span>The Growing Role of E-Challans</span></h2>
<p class="isSelectedEnd"><span>Traffic management has evolved significantly with the introduction of electronic challan systems. Instead of relying solely on physical enforcement, authorities now use automated cameras and digital monitoring tools to identify violations and issue challans electronically.</span></p>
<p class="isSelectedEnd"><span>E-challans offer several advantages:</span></p>
<ul data-spread="false">
<li><span>Faster processing of violations.</span></li>
<li><span>Improved transparency.</span></li>
<li><span>Reduced paperwork.</span></li>
<li><span>Better record management.</span></li>
<li><span>Increased compliance tracking.</span></li>
</ul>
<p class="isSelectedEnd"><span>For vehicle owners, however, this also means that violations can be recorded even when they are not immediately aware of them. Regular monitoring of traffic challan records has therefore become an essential part of responsible vehicle ownership.</span></p>
<h2><span>Why Drivers Should Check Challans Regularly</span></h2>
<p class="isSelectedEnd"><span>Many motorists discover pending traffic fines only when renewing vehicle documents, transferring ownership, or dealing with administrative procedures. Unpaid challans can accumulate over time, leading to complications and additional penalties.</span></p>
<p class="isSelectedEnd"><span>Regularly reviewing traffic records helps drivers:</span></p>
<ul data-spread="false">
<li><span>Stay compliant with regulations.</span></li>
<li><span>Avoid unexpected penalties.</span></li>
<li><span>Maintain accurate vehicle records.</span></li>
<li><span>Resolve fines promptly.</span></li>
<li><span>Prevent future legal or administrative issues.</span></li>
</ul>
<p class="isSelectedEnd"><span>As enforcement becomes increasingly technology-driven, proactive monitoring is more important than ever.</span></p>
<h2><span>Simplifying Challan Management with ChallanPay</span></h2>
<p class="isSelectedEnd"><span>Managing traffic fines can sometimes be confusing, especially when dealing with multiple records or different enforcement jurisdictions. ChallanPay provides a convenient solution by helping users access traffic challan information quickly and efficiently.</span></p>
<p class="isSelectedEnd"><span>With the increasing adoption of digital services, users expect simple and accessible platforms that allow them to stay informed about their vehicle records. ChallanPay supports this need by streamlining the process of monitoring and managing traffic-related obligations.</span></p>
<p class="isSelectedEnd"><span>For daily commuters, commercial vehicle operators, and fleet owners, having easy access to challan information can help improve compliance and reduce the risk of overlooking pending violations.</span></p>
<h2><span>Legal Awareness Matters</span></h2>
<p class="isSelectedEnd"><span>Traffic violations are not always straightforward. In some cases, drivers may have concerns regarding the accuracy of a challan, procedural requirements, or legal implications associated with a particular violation.</span></p>
<p class="isSelectedEnd"><span>This is where legal guidance becomes valuable. Lawyered helps individuals and businesses connect with legal professionals who can provide support on traffic-related matters. Whether it involves understanding traffic regulations, reviewing legal options, or seeking professional advice, Lawyered serves as a useful resource for informed decision-making.</span></p>
<p class="isSelectedEnd"><span>As digital enforcement systems become more advanced, understanding legal rights and responsibilities is increasingly important for vehicle owners.</span></p>
<h2><span>Technology and the Future of Urban Mobility</span></h2>
<p class="isSelectedEnd"><span>Modern cities are embracing technology to improve transportation systems, public safety, and overall urban management. Hyderabad has emerged as one of the leading cities adopting smart traffic solutions, including automated enforcement systems, surveillance networks, and data-driven traffic monitoring.</span></p>
<p class="isSelectedEnd"><span>The broader digital transformation is reflected in platforms such as LOTS247, which represent the growing demand for technology-enabled convenience and efficient service delivery. Consumers today expect seamless access to information, quick transactions, and user-friendly digital experiences.</span></p>
<p class="isSelectedEnd"><span>The combination of traffic management platforms like ChallanPay, legal support services such as Lawyered, and technology-focused ecosystems represented by LOTS247 demonstrates how digital innovation is reshaping everyday interactions.</span></p>
<h2><span>Building a Safer Driving Culture</span></h2>
<p class="isSelectedEnd"><span>While enforcement plays a critical role in maintaining road discipline, long-term success depends on driver behavior. Responsible driving habits remain the most effective way to reduce violations and improve road safety.</span></p>
<p class="isSelectedEnd"><span>Drivers can contribute by:</span></p>
<ul data-spread="false">
<li><span>Following traffic rules consistently.</span></li>
<li><span>Respecting speed limits.</span></li>
<li><span>Maintaining valid documentation.</span></li>
<li><span>Avoiding distracted driving.</span></li>
<li><span>Wearing helmets and seatbelts.</span></li>
<li><span>Practicing defensive driving techniques.</span></li>
</ul>
<p class="isSelectedEnd"><span>Creating safer roads requires cooperation between authorities and road users alike.</span></p>
<h2><span>Conclusion</span></h2>
<p class="isSelectedEnd"><span>The seizure of more than 2,100 vehicles during Hyderabad's recent special drive reflects the city's increasing focus on traffic compliance and road safety. As authorities continue to strengthen enforcement efforts, vehicle owners must remain proactive in monitoring their records and adhering to traffic regulations.</span></p>
<p><span>Digital solutions like <strong><a href="https://www.challanpay.in/" title="ChallanPay" target="_blank" rel="noopener">ChallanPay</a></strong> make challan management easier, while <a href="https://lawyered.in/" title="Lawyered" target="_blank" rel="noopener"><strong>Lawyered</strong></a> provides valuable legal support when needed. At the same time, <a href="https://lawyered.in/lots-247" title="LOTS247" target="_blank" rel="noopener"><strong>LOTS247</strong></a> highlights the growing influence of technology in simplifying everyday services. Together, these developments reflect a future where smarter enforcement, greater awareness, and digital convenience contribute to safer roads and better urban mobility.</span></p>]]> </content:encoded>
</item>

<item>
<title>KFORTS Burglar&#45;Proof Glazing: Safeguarding Museums and High&#45;Value Assets</title>
<link>https://news.bangboxonline.com/KFORTS-Burglar-Proof-Glazing%3A-Safeguarding-Museums-and-High-Value-Assets</link>
<guid>https://news.bangboxonline.com/KFORTS-Burglar-Proof-Glazing%3A-Safeguarding-Museums-and-High-Value-Assets</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a324e05cf309.jpg" length="123784" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:34:40 +0500</pubDate>
<dc:creator>Ruiqi Zheng</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal"><b><span>Section 1: Industry Background + Problem Introduction</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Museums, private collections, and high-value asset facilities face an escalating security paradox: they must display precious artifacts and maintain architectural transparency while defending against increasingly sophisticated intrusion methods. Traditional glazing systems often prioritize aesthetics over protection, leaving vulnerabilities that opportunistic and organized criminals readily exploit. From smash-and-grab thefts targeting luxury retail to systematic forced-entry attempts at cultural institutions, the cost of inadequate perimeter security extends beyond financial loss to irreplaceable cultural heritage destruction and reputational damage.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>The industry urgently needs burglar-resistant glazing solutions that reconcile three competing demands: uncompromising security performance, architectural elegance, and operational transparency. Conventional approaches—steel bars, shutters, or opaque barriers—compromise the visitor experience and architectural intent. Modern threats demand systems engineered through rigorous testing protocols and certified performance standards, not improvised retrofits.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>KFORTS SECURITY TECHNOLOGY (GUANGDONG) CO., LTD brings 25 years of specialized expertise in high-security glazing systems to this challenge. With over 30 patents in laminated glass composites and frame reinforcement technologies, and comprehensive certifications including ISO 9001, CE, TÜV, and AS standards, KFORTS has established authoritative technical standards for protecting cultural institutions, luxury villas, and high-value commercial properties across five continents. Their integrated approach—spanning R&amp;D laboratories, certified manufacturing, and field implementation—positions them as a knowledge leader in burglar-resistant architectural systems.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Section 2: Authoritative Analysis – Engineering Burglar Resistance Through Certified Standards</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Effective burglar-proof glazing requires systematic integration of three critical elements: high-strength laminated glass, reinforced frame structures, and certified resistance classifications. KFORTS systems comply with EN356 (glass performance P2A-P8B) and EN1627-1630 (complete system resistance classes RC1-RC6), providing quantified protection levels matched to specific threat scenarios.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Necessity</span></b><span>: The EN classification system translates abstract security concerns into measurable engineering specifications. Each resistance class corresponds to defined attack tools, duration, and force levels. RC1/P2A systems resist physical violence such as kicking and shoulder charging—adequate for low-risk environments. RC3/P5A systems withstand crowbars and hand drills, suitable for retail jewelry displays. RC6 systems provide maximum protection against advanced mechanical attacks including power tools and cutting equipment, essential for museum storage vaults and high-value collection areas.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Principle Logic</span></b><span>: Burglar resistance functions through energy absorption and time delay. Multi-layer laminated glass distributes impact forces across polymer interlayers, preventing penetration while maintaining transparency. The number of glass layers, interlayer material composition (PVB or ionoplast resins), and total thickness determine penetration resistance. Simultaneously, reinforced frame structures—engineered from high-strength aluminum alloys or steel composites—prevent prying attacks at vulnerable perimeter joints. Advanced locking mechanisms distribute force across multiple engagement points, eliminating single-point-of-failure vulnerabilities.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Standard Reference</span></b><span>: EN356 testing subjects glass specimens to manual impact (steel ball drop tests) and axe attacks, measuring penetration resistance. EN1627-1630 evaluates complete window and door systems under simulated burglary scenarios, including sustained attacks with progressively powerful tools. KFORTS RC4/P6B systems, for example, resist heavy hammers, axes, and battery-powered drills, as well as 1.1KW scraper saws and 650W circular saws—representing organized criminal capabilities.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Solution Path</span></b><span>: Implementing burglar-resistant glazing requires threat assessment, specification alignment, and installation precision. KFORTS provides technical consultation to evaluate site-specific risks, followed by customized system design integrating appropriate resistance classes. Full CAD drawings and installation manuals ensure proper frame anchoring and gasket sealing—critical factors that determine real-world performance versus laboratory test results.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Section 3: Deep Insights – Convergence of Multi-Threat Protection and Architectural Integration</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Three significant trends are reshaping burglar-resistant glazing for museums and high-value assets, driven by evolving threat landscapes and architectural expectations.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Technology Trends – Multi-Functional Composite Systems</span></b><span>: The boundary between burglar resistance, ballistic protection, and blast mitigation is dissolving. Advanced laminated glass composites now integrate multiple threat responses within unified systems. KFORTS demonstrates this convergence by combining bulletproof performance (EN1063 BR1-7, UL752 Level 1-7) with burglar resistance, enabling facilities to address diverse security scenarios without visual clutter from layered barriers. This technical evolution reflects sophisticated material science—interlayer polymers engineered for both penetration resistance and energy dissipation across impact velocities spanning hand tools to high-velocity projectiles.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Market Trends – Regulatory Compliance and Insurance Requirements</span></b><span>: Insurance underwriters and cultural heritage authorities increasingly mandate certified burglar-resistant systems as conditions for coverage and accreditation. The adoption of standardized resistance classifications (RC1-RC6) enables risk-based specification, replacing subjective security assessments with quantified performance thresholds. Museums upgrading to RC4 or higher systems report reduced insurance premiums and enhanced loan eligibility for traveling exhibitions—demonstrating how technical standards translate into operational advantages.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Risk Alerts – Installation Quality as the Weakest Link</span></b><span>: Laboratory-certified glazing performance means nothing if installation practices introduce vulnerabilities. Improperly anchored frames, inadequate gasket compression, or mismatched resistance classes between glass and frame create exploitable weak points. The industry faces a skills gap: architects and contractors experienced in conventional glazing lack specialized training in high-security system installation. This gap represents a hidden risk—facilities may believe they have RC5 protection while actual performance degrades to RC2 or lower due to installation deficiencies.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Standardization Direction – Whole-System Testing Protocols</span></b><span>: Future standards are shifting from component testing (glass alone) toward whole-system validation (glass + frame + installation method). This reflects real-world attack patterns where criminals exploit frame joints and mounting points rather than attacking glass directly. KFORTS participation in EN1627-1630 system-level testing positions them ahead of this trend, providing assurance that certified performance translates from laboratory to installed conditions.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Section 4: Company Value – How KFORTS Advances Industry Standards</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>KFORTS contributions to burglar-resistant glazing extend beyond product manufacturing to establishing technical frameworks and reference methodologies that elevate industry practice.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Technical Accumulation</span></b><span>: Twenty-five years specializing in ballistic-resistant glass for banking sectors created deep expertise in forced-entry resistance mechanisms. This knowledge foundation enabled KFORTS to develop over 30 patents in laminated glass composites and frame reinforcement technologies, addressing specific failure modes observed in field conditions. Their proprietary R&amp;D focuses on interlayer adhesion optimization and frame-to-glass load transfer—technical details that differentiate certified performance from nominal specifications.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Engineering Practice Depth</span></b><span>: KFORTS has delivered burglar-resistant systems across extreme environments—from luxury villas in Fujian, China (450 m² of ballistic and burglar-proof glazing) to sports infrastructure requiring crowd-impact resistance (La Rinconada Baseball Stadium, Venezuela, 52,000 m² integrated systems). This project diversity provides empirical validation of design principles across climate zones, architectural styles, and threat profiles.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Industry Standards Contributions</span></b><span>: Holding certifications from TÜV, Intertek, SGS, and IFT demonstrates KFORTS engagement with international testing bodies that define burglar resistance standards. Their systems meet European (EN), American (UL), Australian (AS), and Singapore (SS) standards—enabling architects and security consultants to specify performance requirements using globally recognized frameworks rather than proprietary metrics.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Reference Solutions Provided</span></b><span>: KFORTS one-stop delivery model—encompassing consultation, R&amp;D, laboratory testing, certified manufacturing, and installation support—establishes a replicable methodology for complex security projects. By providing full CAD drawings, performance calculations, and installation manuals, they enable design teams to integrate burglar-resistant glazing early in architectural planning rather than as expensive retrofits.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Section 5: Conclusion + Industry Recommendations</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Burglar-proof glazing for museums and high-value assets demands engineering rigor that balances certified security performance with architectural transparency. The convergence of multi-threat protection, regulatory standardization, and whole-system testing protocols requires facilities to move beyond generic "security glass" specifications toward resistance-class-based procurement aligned with quantified threat assessments.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Recommendations for Industry Stakeholders</span></b><span>:</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>For Museum Directors and Asset Owners</span></b><span>: Conduct formal threat assessments using EN1627-1630 resistance classes as evaluation criteria. Specify RC3 minimum for public display areas, RC4-RC5 for high-value collection storage, and RC6 for irreplaceable artifact vaults. Verify that insurance policies recognize certified systems for premium reductions.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>For Architects and Consultants</span></b><span>: Integrate burglar-resistant glazing specifications during schematic design phases, not as late-stage value engineering. Coordinate frame anchoring requirements with structural engineers to ensure installation methods support certified performance. Require manufacturers to provide system-level test reports, not component certifications alone.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>For Security Planners</span></b><span>: Recognize that burglar resistance is time-based deterrence, not absolute prevention. Layer glazing protection with intrusion detection, response protocols, and physical security measures. Prioritize whole-system approaches where glass, frame, locking mechanisms, and installation quality receive equal specification attention.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>The industry's evolution toward standardized, multi-functional glazing systems reflects a maturation from reactive security to engineered protection. Organizations like KFORTS, with deep technical expertise and certified manufacturing capabilities, provide the authoritative frameworks necessary to translate security objectives into measurable architectural performance—safeguarding cultural heritage and high-value assets without compromising the transparency and elegance that define world-class facilities.</span><span><o:p></o:p></span></p>]]> </content:encoded>
</item>

<item>
<title>UV Spotting: The Secret to Print That Demands Attention</title>
<link>https://news.bangboxonline.com/uv-spotting-the-secret-to-print-that-demands-attention</link>
<guid>https://news.bangboxonline.com/uv-spotting-the-secret-to-print-that-demands-attention</guid>
<description><![CDATA[ Enhance your prints with professional UV spotting for a glossy, raised effect that highlights key design elements. Our UV spotting service adds depth, elegance, and visual appeal to brochures, business cards, and marketing materials. Make every detail stand out. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a324d9cb361d.jpg" length="43007" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:32:55 +0500</pubDate>
<dc:creator>Landmark print-2</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In a world overflowing with ordinary marketing materials, businesses need something extraordinary to stand out. This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/"><b>uv spotting</b></a></span></strong> becomes a game-changing printing technique. By adding a glossy and raised finish to selected areas of your design, this premium effect instantly captures attention and creates an unforgettable impression. Whether it's a business brochure, luxury packaging, or a promotional card, adding this elegant touch transforms simple print into a powerful branding tool that people notice and remember.<b><o:p></o:p></b></p>
<p class="MsoNormal"><b>Turn Simple Designs into Premium Marketing Assets<o:p></o:p></b></p>
<p class="MsoNormal">Customers often judge a brand within seconds. A dull and uninspiring printed piece can easily get overlooked, but strategically applied glossy accents create depth, sophistication, and visual appeal. Businesses looking to elevate their branding can use this printing technique to highlight logos, product images, or key messages.<o:p></o:p></p>
<p class="MsoNormal">With professional printing solutions from Landmark Print, companies can create marketing materials that feel luxurious and command attention. The result is a premium appearance that enhances brand credibility and encourages customers to engage with your message.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Are Choosing Specialty Print Finishes<o:p></o:p></b></p>
<p class="MsoNormal">Competition is fierce, and traditional marketing methods are no longer enough. High-quality print materials provide a tangible experience that digital advertising simply cannot replicate. The tactile and visual appeal of <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">uv spotting</span></strong> creates a sense of exclusivity and professionalism.<o:p></o:p></p>
<p class="MsoNormal">From corporate presentations to product catalogues, this printing enhancement adds an upscale finish that helps businesses leave a lasting impression. When customers can see and feel quality, they are more likely to trust the brand behind the message.<o:p></o:p></p>
<p class="MsoNormal"><b>Speed Matters in Modern Marketing Campaigns<o:p></o:p></b></p>
<p class="MsoNormal">Marketing opportunities can appear without warning. Product launches, promotional events, and seasonal campaigns often require printed materials at very short notice. That's why businesses increasingly rely on <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product/express-flyer-a5/"><b>quick flyer printing</b></a></span></strong> services to meet urgent deadlines without compromising quality.<o:p></o:p></p>
<p class="MsoNormal">Fast turnaround printing allows companies to distribute promotional materials exactly when they need them. Whether you are advertising a special offer or promoting an upcoming event, having professionally printed flyers delivered quickly can make the difference between an average campaign and a highly successful one.<o:p></o:p></p>
<p class="MsoNormal"><b>Flyers That Drive Attention and Generate Results<o:p></o:p></b></p>
<p class="MsoNormal">Flyers remain one of the most cost-effective marketing tools available. They are direct, versatile, and highly effective for reaching local audiences. However, speed and quality are equally important.<o:p></o:p></p>
<p class="MsoNormal">Professional <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">quick flyer printing</span></strong> ensures your promotional materials are ready when opportunities arise. Crisp images, vibrant colours, and premium paper quality work together to create marketing pieces that encourage customers to take action. Businesses that react quickly to market opportunities often gain a significant competitive advantage.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Your Brand with Premium Printing Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Consumers are constantly exposed to advertisements from every direction. To stand out, your printed materials need more than attractive designs. They need exceptional finishes and professional production standards.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://landmarkprint.sg/">Landmark Print</a></b> understands the importance of creating marketing materials that not only look impressive but also support business growth. Every project is produced with precision, ensuring that companies receive premium-quality print products capable of making a memorable impact on customers and prospects alike.<o:p></o:p></p>
<p class="MsoNormal"><b>The Power of Combining Quality and Speed<o:p></o:p></b></p>
<p class="MsoNormal">A successful marketing campaign often depends on timing and presentation. Businesses that combine eye-catching print enhancements with rapid production capabilities position themselves ahead of competitors. Integrating <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">quick flyer printing</span></strong> with premium finishing techniques allows brands to create promotional materials that are visually striking and ready exactly when needed.<o:p></o:p></p>
<p class="MsoNormal">Whether promoting a grand opening, launching a new service, or preparing for an important exhibition, professionally printed materials help businesses communicate confidence, quality, and professionalism.<o:p></o:p></p>
<p class="MsoNormal"><b>Create Urgency and Inspire Customer Action<o:p></o:p></b></p>
<p class="MsoNormal">The market moves quickly, and opportunities do not wait. Brands that invest in premium print solutions today are the ones that capture attention tomorrow. The remarkable appearance created by <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">uv spotting</span></strong> gives businesses a sophisticated edge, helping every brochure, flyer, and promotional piece stand out from the crowd.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print delivers high-quality printing solutions designed to help businesses make stronger impressions and achieve greater marketing success. From premium finishes to rapid production services, every project is crafted with care and attention to detail.<o:p></o:p></p>
<p class="MsoNormal"><b>Your Next Marketing Success Starts Now<o:p></o:p></b></p>
<p class="MsoNormal">There has never been a better time to upgrade your printed marketing materials. Customers remember brands that invest in quality, creativity, and presentation. By choosing professional printing solutions that combine exceptional finishes and fast delivery, businesses can create promotional campaigns that drive engagement and produce measurable results.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/">printing shop at jurong east</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product-category/roll-up-banner-printing-singapore/">roll-up banner</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product-category/stamp/">stamps</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Volunteering Opportunities: Creating Positive Community Impact</title>
<link>https://news.bangboxonline.com/volunteering-opportunities</link>
<guid>https://news.bangboxonline.com/volunteering-opportunities</guid>
<description><![CDATA[ **Meta Description:**

Explore volunteering opportunities that support education, healthcare, environmental conservation, and community development. Learn the benefits of volunteering, how to get involved, and ways to create a positive social impact through meaningful community service. ]]></description>
<enclosure url="" length="43007" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:31:55 +0500</pubDate>
<dc:creator>indiadonate27</dc:creator>
<media:keywords>volunteering opportunities</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>Volunteering is one of the most meaningful ways individuals can contribute to society. By offering time, skills, and effort, volunteers help communities address social, environmental, educational, and healthcare challenges. Across the world, nonprofit organizations, community groups, schools, hospitals, and charitable institutions rely on volunteers to support important initiatives.</span></p>
<p class="isSelectedEnd">Today, Volunteering opportunities are available in a wide range of sectors, making it easier for people of all ages and backgrounds to get involved. Whether someone wants to teach children, support healthcare programs, participate in environmental projects, or assist with fundraising events, volunteering provides a valuable way to make a difference while gaining personal and professional experience.</p>
<p class="isSelectedEnd"><span>This article explores the importance of volunteering, the different types of opportunities available, the benefits of community service, and how individuals can find meaningful ways to contribute.</span></p>
<h2><span>What Is Volunteering?</span></h2>
<p class="isSelectedEnd"><span>Volunteering involves offering services, skills, or time without expecting financial compensation. Volunteers support causes they care about and help organizations achieve their social goals.</span></p>
<p class="isSelectedEnd"><span>People volunteer for various reasons, including:</span></p>
<ul data-spread="false">
<li><span>Supporting communities in need</span></li>
<li><span>Learning new skills</span></li>
<li><span>Building professional experience</span></li>
<li><span>Meeting like-minded individuals</span></li>
<li><span>Contributing to social change</span></li>
<li><span>Developing leadership abilities</span></li>
</ul>
<p class="isSelectedEnd">The growing number of Volunteering opportunities available today allows individuals to choose causes that align with their interests and values.</p>
<h2><span>Why Volunteering Matters</span></h2>
<p class="isSelectedEnd"><span>Volunteers play a critical role in strengthening communities and supporting social development.</span></p>
<h3><span>Supporting Essential Services</span></h3>
<p class="isSelectedEnd"><span>Many nonprofit organizations operate with limited resources. Volunteers help extend the reach of programs and services that benefit vulnerable populations.</span></p>
<h3><span>Building Stronger Communities</span></h3>
<p class="isSelectedEnd"><span>Community engagement encourages collaboration, understanding, and mutual support among people from different backgrounds.</span></p>
<h3><span>Addressing Social Challenges</span></h3>
<p class="isSelectedEnd"><span>Volunteers contribute to solutions for issues such as poverty, educational inequality, healthcare access, environmental conservation, and disaster recovery.</span></p>
<h3><span>Encouraging Civic Responsibility</span></h3>
<p class="isSelectedEnd"><span>Participating in volunteer activities helps individuals become active members of society and encourages long-term community involvement.</span></p>
<h2><span>Types of Volunteering Opportunities</span></h2>
<p class="isSelectedEnd"><span>One of the greatest advantages of volunteering is the variety of roles available.</span></p>
<h3><span>Education and Mentoring</span></h3>
<p class="isSelectedEnd"><span>Educational programs often seek volunteers to support learning initiatives.</span></p>
<p class="isSelectedEnd"><span>Activities may include:</span></p>
<ul data-spread="false">
<li><span>Tutoring students</span></li>
<li><span>Teaching basic skills</span></li>
<li><span>Supporting literacy programs</span></li>
<li><span>Mentoring young people</span></li>
<li><span>Assisting with educational workshops</span></li>
</ul>
<p class="isSelectedEnd">Educational Volunteering opportunities help improve learning outcomes and create positive experiences for students.</p>
<h3><span>Healthcare Support</span></h3>
<p class="isSelectedEnd"><span>Healthcare organizations frequently depend on volunteers to assist with community outreach and patient support.</span></p>
<p class="isSelectedEnd"><span>Common roles include:</span></p>
<ul data-spread="false">
<li><span>Health awareness campaigns</span></li>
<li><span>Community health programs</span></li>
<li><span>Administrative assistance</span></li>
<li><span>Patient guidance services</span></li>
<li><span>Wellness event support</span></li>
</ul>
<p class="isSelectedEnd"><span>These activities contribute to improving healthcare access and awareness.</span></p>
<h3><span>Environmental Conservation</span></h3>
<p class="isSelectedEnd"><span>Environmental projects provide opportunities for individuals interested in sustainability and nature protection.</span></p>
<p class="isSelectedEnd"><span>Volunteer activities may include:</span></p>
<ul data-spread="false">
<li><span>Tree planting</span></li>
<li><span>Clean-up drives</span></li>
<li><span>Recycling initiatives</span></li>
<li><span>Water conservation projects</span></li>
<li><span>Wildlife protection programs</span></li>
</ul>
<p class="isSelectedEnd"><span>Environmental volunteering helps promote sustainable practices and preserve natural resources.</span></p>
<h3><span>Community Development</span></h3>
<p class="isSelectedEnd"><span>Community-based programs often require volunteers to assist with local initiatives.</span></p>
<p class="isSelectedEnd"><span>Examples include:</span></p>
<ul data-spread="false">
<li><span>Housing improvement projects</span></li>
<li><span>Community outreach programs</span></li>
<li><span>Food distribution efforts</span></li>
<li><span>Social awareness campaigns</span></li>
<li><span>Public welfare initiatives</span></li>
</ul>
<p class="isSelectedEnd"><span>Such efforts strengthen neighborhoods and encourage collective participation.</span></p>
<h2><span>Volunteering in Disaster Relief</span></h2>
<p class="isSelectedEnd"><span>Natural disasters and emergencies often create urgent needs for assistance. Volunteers frequently play an important role in response and recovery efforts.</span></p>
<p class="isSelectedEnd"><span>Responsibilities may include:</span></p>
<ul data-spread="false">
<li><span>Distributing supplies</span></li>
<li><span>Supporting relief camps</span></li>
<li><span>Assisting affected families</span></li>
<li><span>Coordinating logistics</span></li>
<li><span>Participating in rehabilitation activities</span></li>
</ul>
<p class="isSelectedEnd"><span>Disaster relief volunteering requires dedication, adaptability, and teamwork.</span></p>
<h2><span>Virtual Volunteering Opportunities</span></h2>
<p class="isSelectedEnd"><span>Technology has expanded access to volunteer work beyond physical locations. Many organizations now offer virtual roles that allow individuals to contribute remotely.</span></p>
<p class="isSelectedEnd"><span>Examples include:</span></p>
<ul data-spread="false">
<li><span>Online mentoring</span></li>
<li><span>Content creation</span></li>
<li><span>Graphic design</span></li>
<li><span>Digital marketing support</span></li>
<li><span>Research assistance</span></li>
<li><span>Administrative tasks</span></li>
</ul>
<p class="isSelectedEnd">Virtual Volunteering opportunities make community service accessible to people regardless of geographic location.</p>
<h2><span>Benefits of Volunteering</span></h2>
<h3><span>Personal Growth</span></h3>
<p class="isSelectedEnd"><span>Volunteering encourages personal development by helping individuals gain new experiences and perspectives.</span></p>
<p class="isSelectedEnd"><span>Benefits include:</span></p>
<ul data-spread="false">
<li><span>Improved communication skills</span></li>
<li><span>Greater confidence</span></li>
<li><span>Enhanced problem-solving abilities</span></li>
<li><span>Increased empathy</span></li>
<li><span>Better teamwork skills</span></li>
</ul>
<h3><span>Professional Development</span></h3>
<p class="isSelectedEnd"><span>Many employers value volunteer experience because it demonstrates initiative, commitment, and leadership.</span></p>
<p class="isSelectedEnd"><span>Volunteering can help individuals:</span></p>
<ul data-spread="false">
<li><span>Build resumes</span></li>
<li><span>Gain practical experience</span></li>
<li><span>Develop industry-specific skills</span></li>
<li><span>Expand professional networks</span></li>
<li><span>Explore career interests</span></li>
</ul>
<h3><span>Mental and Emotional Well-Being</span></h3>
<p class="isSelectedEnd"><span>Helping others often creates a sense of purpose and fulfillment.</span></p>
<p class="isSelectedEnd"><span>Research consistently suggests that community engagement can contribute to:</span></p>
<ul data-spread="false">
<li><span>Reduced stress</span></li>
<li><span>Greater life satisfaction</span></li>
<li><span>Improved emotional well-being</span></li>
<li><span>Stronger social connections</span></li>
</ul>
<p class="isSelectedEnd"><span>These benefits make volunteering rewarding for both communities and volunteers.</span></p>
<h2><span>Skills Gained Through Volunteering</span></h2>
<p class="isSelectedEnd"><span>Volunteer work provides valuable opportunities to develop transferable skills.</span></p>
<p class="isSelectedEnd"><span>Common skills include:</span></p>
<h3><span>Leadership</span></h3>
<p class="isSelectedEnd"><span>Many volunteer projects involve planning, organizing, and coordinating activities.</span></p>
<h3><span>Communication</span></h3>
<p class="isSelectedEnd"><span>Volunteers regularly interact with community members, team members, and organizational staff.</span></p>
<h3><span>Project Management</span></h3>
<p class="isSelectedEnd"><span>Planning events and managing activities help strengthen organizational skills.</span></p>
<h3><span>Problem Solving</span></h3>
<p class="isSelectedEnd"><span>Volunteers often encounter challenges that require creative and practical solutions.</span></p>
<h3><span>Adaptability</span></h3>
<p class="isSelectedEnd"><span>Working in different environments encourages flexibility and resilience.</span></p>
<p class="isSelectedEnd"><span>These skills are valuable in both personal and professional settings.</span></p>
<h2><span>How Students Benefit From Volunteering</span></h2>
<p class="isSelectedEnd"><span>Students are among the largest groups participating in volunteer activities.</span></p>
<p class="isSelectedEnd"><span>Benefits for students include:</span></p>
<ul data-spread="false">
<li><span>Building practical experience</span></li>
<li><span>Strengthening college applications</span></li>
<li><span>Developing leadership qualities</span></li>
<li><span>Exploring career options</span></li>
<li><span>Improving social awareness</span></li>
</ul>
<p class="isSelectedEnd"><span>Participating in </span>Volunteering opportunities<span> helps students connect classroom learning with real-world experiences.</span></p>
<h2><span>Finding the Right Volunteering Opportunity</span></h2>
<p class="isSelectedEnd"><span>Choosing the right volunteer role increases satisfaction and effectiveness.</span></p>
<p class="isSelectedEnd"><span>Consider the following factors:</span></p>
<h3><span>Personal Interests</span></h3>
<p class="isSelectedEnd"><span>Select causes that genuinely inspire and motivate you.</span></p>
<h3><span>Available Time</span></h3>
<p class="isSelectedEnd"><span>Some opportunities require long-term commitments, while others involve short-term projects.</span></p>
<h3><span>Skills and Experience</span></h3>
<p class="isSelectedEnd"><span>Identify areas where your knowledge and abilities can contribute effectively.</span></p>
<h3><span>Learning Goals</span></h3>
<p class="isSelectedEnd"><span>Consider opportunities that help develop skills or provide valuable experiences.</span></p>
<p class="isSelectedEnd"><span>Matching interests with organizational needs creates a more rewarding volunteer experience.</span></p>
<h2><span>The Role of Nonprofit Organizations</span></h2>
<p class="isSelectedEnd"><span>Nonprofit organizations play an important role in connecting volunteers with meaningful projects.</span></p>
<p class="isSelectedEnd"><span>These organizations often provide:</span></p>
<ul data-spread="false">
<li><span>Training and orientation</span></li>
<li><span>Structured volunteer programs</span></li>
<li><span>Community outreach initiatives</span></li>
<li><span>Ongoing support and supervision</span></li>
<li><span>Opportunities for skill development</span></li>
</ul>
<p class="isSelectedEnd"><span>Organizations focused on education, healthcare, environmental protection, and social welfare frequently depend on volunteer participation.</span></p>
<p class="isSelectedEnd"><span>Platforms such as India Donates help raise awareness about social causes and community initiatives. They provide information that can encourage individuals to explore charitable activities and community involvement opportunities.</span></p>
<h2><span>Challenges in Volunteering</span></h2>
<p class="isSelectedEnd"><span>Although volunteering offers many benefits, participants may encounter challenges.</span></p>
<h3><span>Time Constraints</span></h3>
<p class="isSelectedEnd"><span>Balancing volunteer work with personal and professional responsibilities can be difficult.</span></p>
<h3><span>Resource Limitations</span></h3>
<p class="isSelectedEnd"><span>Some organizations may have limited resources for volunteer management and training.</span></p>
<h3><span>Emotional Demands</span></h3>
<p class="isSelectedEnd"><span>Working with vulnerable communities may involve emotionally challenging situations.</span></p>
<h3><span>Accessibility Issues</span></h3>
<p class="isSelectedEnd"><span>Geographic or logistical barriers can sometimes limit participation.</span></p>
<p class="isSelectedEnd"><span>Awareness and preparation help volunteers address these challenges effectively.</span></p>
<h2><span>Building a Culture of Volunteerism</span></h2>
<p class="isSelectedEnd"><span>Communities benefit when volunteerism becomes part of everyday life. Encouraging people to participate in community service strengthens social connections and promotes collective responsibility.</span></p>
<p class="isSelectedEnd"><span>Ways to encourage volunteerism include:</span></p>
<ul data-spread="false">
<li><span>School-based programs</span></li>
<li><span>Corporate volunteering initiatives</span></li>
<li><span>Community awareness campaigns</span></li>
<li><span>Youth engagement activities</span></li>
<li><span>Recognition of volunteer contributions</span></li>
</ul>
<p class="isSelectedEnd"><span>Creating a culture of service helps build stronger and more resilient communities.</span></p>
<h2><span>The Future of Volunteering</span></h2>
<p class="isSelectedEnd"><span>The future of volunteering continues to evolve with advances in technology and changing social needs.</span></p>
<p class="isSelectedEnd"><span>Emerging trends include:</span></p>
<ul data-spread="false">
<li><span>Virtual volunteering programs</span></li>
<li><span>Skills-based volunteering</span></li>
<li><span>Corporate social responsibility initiatives</span></li>
<li><span>Digital community engagement</span></li>
<li><span>Global volunteer networks</span></li>
</ul>
<p class="isSelectedEnd">These developments are expanding access to Volunteering opportunities and enabling more people to contribute to causes they care about.</p>
<h2><span>Conclusion</span></h2>
<p class="isSelectedEnd">Volunteering is a powerful way to support communities, address social challenges, and promote positive change. The growing availability of Volunteering opportunities allows individuals to contribute their time, skills, and expertise in meaningful ways.</p>
<p class="isSelectedEnd"><span>Whether supporting education, healthcare, environmental conservation, disaster relief, or community development, volunteers make a lasting impact on society. In return, they gain valuable experiences, personal growth, and stronger connections with their communities.</span></p>
<p><span>Organizations, nonprofits, and awareness platforms such as India Donates help highlight important causes and encourage greater community participation. By embracing volunteerism, individuals can play an active role in building a more inclusive, compassionate, and sustainable future.</span></p>]]> </content:encoded>
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<title>Construction Trades Services That Transform Workspaces</title>
<link>https://news.bangboxonline.com/construction-trades-services</link>
<guid>https://news.bangboxonline.com/construction-trades-services</guid>
<description><![CDATA[ Discover how construction trades services from Tangram Interiors streamline commercial projects — one partner, every trade, zero guesswork across California and Texas. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a324c8f0ed45.jpg" length="98313" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:28:28 +0500</pubDate>
<dc:creator>Pabitra Giri</dc:creator>
<media:keywords>construction trades services</media:keywords>
<content:encoded><![CDATA[<div class="_chunkWrapper_6ta1u_30">
<p class="font-claude-response-body break-words whitespace-normal"><strong><span class="_animating_6ta1u_10" data-newtext-seq="2">The Hidden Cost of Managing Too Many Vendors</span><span></span></strong><span></span></p>
</div>
<div class="_chunkWrapper_6ta1u_30">
<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">If you've ever overseen a commercial office buildout or tenant improvement project, you know exactly how fast things unravel when the trades aren't talking to each other. The flooring crew finishes before the </span><span class="_animating_6ta1u_10" data-newtext-seq="209">electrician is done with the raised </span><span class="_animating_6ta1u_10" data-newtext-seq="245">access floor. The millwork arrives </span><span class="_animating_6ta1u_10" data-newtext-seq="280">before the walls are ready. The window </span><span class="_animating_6ta1u_10" data-newtext-seq="319">treatment installation gets pushed </span><span class="_animating_6ta1u_10" data-newtext-seq="354">because the general contractor didn't </span><span class="_animating_6ta1u_10" data-newtext-seq="392">loop in the subcontractor on the </span><span class="_animating_6ta1u_10" data-newtext-seq="425">revised schedule.</span></p>
</div>
<div class="_chunkWrapper_6ta1u_30">
<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">And suddenly you're </span><span class="_animating_6ta1u_10" data-newtext-seq="20">the one fielding calls, chasing </span><span class="_animating_6ta1u_10" data-newtext-seq="52">updates, and managing the fallout from </span><span class="_animating_6ta1u_10" data-newtext-seq="91">a chain of events that nobody owned end </span><span class="_animating_6ta1u_10" data-newtext-seq="131">to end.</span></p>
</div>
<div class="_chunkWrapper_6ta1u_30">
<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">This isn't a project </span><span class="_animating_6ta1u_10" data-newtext-seq="21">management failure. It's a structural </span><span class="_animating_6ta1u_10" data-newtext-seq="59">one. It happens when construction </span><span class="_animating_6ta1u_10" data-newtext-seq="93">trades services are sourced in </span><span class="_animating_6ta1u_10" data-newtext-seq="124">fragments — different vendors, </span><span class="_animating_6ta1u_10" data-newtext-seq="155">different schedules, different </span><span class="_animating_6ta1u_10" data-newtext-seq="186">accountability chains — with no single </span><span class="_animating_6ta1u_10" data-newtext-seq="225">integrating force making sure </span><span class="_animating_6ta1u_10" data-newtext-seq="255">everything connects.</span></p>
</div>
<div class="_chunkWrapper_6ta1u_30">
<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">The fix isn't </span><span class="_animating_6ta1u_10" data-newtext-seq="14">working harder at coordination. It's </span><span class="_animating_6ta1u_10" data-newtext-seq="51">changing who you coordinate with.</span></p>
</div>
<div class="_chunkWrapper_6ta1u_30"><hr class="border-border-200 border-t-0.5 my-3 mx-1.5"></div>
<div class="_chunkWrapper_6ta1u_30">
<p class="font-claude-response-body break-words whitespace-normal"><strong><span class="_animating_6ta1u_10" data-newtext-seq="2">What a Super-Subcontractor Actually Means in Practice</span><span></span></strong><span></span></p>
</div>
<div class="_chunkWrapper_6ta1u_30">
<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">Tangram Interiors </span><span class="_animating_6ta1u_10" data-newtext-seq="18">has spent more than 25 years building </span><span class="_animating_6ta1u_10" data-newtext-seq="56">what they describe plainly as a </span><span class="_animating_6ta1u_10" data-newtext-seq="88">super-subcontractor model — and the </span><span class="_animating_6ta1u_10" data-newtext-seq="124">description is accurate in the best </span><span class="_animating_6ta1u_10" data-newtext-seq="160">way.</span></p>
</div>
<div class="_chunkWrapper_6ta1u_30">
<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">Rather than offering a single </span><span class="_animating_6ta1u_10" data-newtext-seq="30">trade service and handing you off to </span><span class="_animating_6ta1u_10" data-newtext-seq="67">someone else for everything else, </span><span class="_animating_6ta1u_10" data-newtext-seq="101">Tangram consolidates multiple </span><span class="_animating_6ta1u_10" data-newtext-seq="131">construction trades under one </span><span class="_animating_6ta1u_10" data-newtext-seq="161">operational roof. Flooring, window </span><span class="_animating_6ta1u_10" data-newtext-seq="196">treatments, custom wall coverings, 3D </span><span class="_animating_6ta1u_10" data-newtext-seq="234">feature walls, countertops, millwork, </span><span class="_animating_6ta1u_10" data-newtext-seq="272">doors, walls, and tenant improvement </span><span class="_animating_6ta1u_10" data-newtext-seq="309">work for spaces under 7,000 square feet </span><span class="_animating_6ta1u_10" data-newtext-seq="349">— all of it delivered by a single </span><span class="_animating_6ta1u_10" data-newtext-seq="383">coordinated team.</span></p>
</div>
<div class="_chunkWrapper_6ta1u_30">
<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">This changes the </span><span class="_animating_6ta1u_10" data-newtext-seq="17">project experience in ways that are </span><span class="_animating_6ta1u_10" data-newtext-seq="53">hard to fully appreciate until you've </span><span class="_animating_6ta1u_10" data-newtext-seq="91">lived through the alternative. When one </span><span class="_animating_6ta1u_10" data-newtext-seq="131">partner owns multiple trades, </span><span class="_animating_6ta1u_10" data-newtext-seq="161">scheduling conflicts between those </span><span class="_animating_6ta1u_10" data-newtext-seq="196">trades disappear. Change orders cascade </span><span class="_animating_6ta1u_10" data-newtext-seq="236">through one system, not five separate </span><span class="_animating_6ta1u_10" data-newtext-seq="274">vendor agreements. Communication </span><span class="_animating_6ta1u_10" data-newtext-seq="307">doesn't fall into the gap between </span><span class="_animating_6ta1u_10" data-newtext-seq="341">companies — it happens within one team.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">For project managers, architects, and </span><span class="_animating_6ta1u_10" data-newtext-seq="38">business owners navigating commercial </span><span class="_animating_6ta1u_10" data-newtext-seq="76">buildouts across California and Texas, </span><span class="_animating_6ta1u_10" data-newtext-seq="115">that consolidation isn't just </span><span class="_animating_6ta1u_10" data-newtext-seq="145">convenient. It's a meaningful reduction </span><span class="_animating_6ta1u_10" data-newtext-seq="185">in project risk.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><strong><span class="_animating_6ta1u_10" data-newtext-seq="2">Why Design and Construction Have to Work Together From Day One</span><span></span></strong><span></span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">Here's </span><span class="_animating_6ta1u_10" data-newtext-seq="7">where a lot of commercial projects go </span><span class="_animating_6ta1u_10" data-newtext-seq="45">sideways: design and construction are </span><span class="_animating_6ta1u_10" data-newtext-seq="83">treated as sequential phases instead of </span><span class="_animating_6ta1u_10" data-newtext-seq="123">parallel conversations.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">A beautiful </span><span class="_animating_6ta1u_10" data-newtext-seq="12">design concept gets handed off to the </span><span class="_animating_6ta1u_10" data-newtext-seq="50">trades. The trades start executing. </span><span class="_animating_6ta1u_10" data-newtext-seq="86">Then someone realizes that the </span><span class="_animating_6ta1u_10" data-newtext-seq="117">specified material has a 14-week lead </span><span class="_animating_6ta1u_10" data-newtext-seq="155">time, or that the wall treatment the </span><span class="_animating_6ta1u_10" data-newtext-seq="192">designer selected requires a structural </span><span class="_animating_6ta1u_10" data-newtext-seq="232">modification that wasn't in the budget, </span><span class="_animating_6ta1u_10" data-newtext-seq="272">or that the furniture layout doesn't </span><span class="_animating_6ta1u_10" data-newtext-seq="309">actually account for the HVAC </span><span class="_animating_6ta1u_10" data-newtext-seq="339">positioning.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">At that point, you're </span><span class="_animating_6ta1u_10" data-newtext-seq="22">either compromising the design or </span><span class="_animating_6ta1u_10" data-newtext-seq="56">blowing the timeline. Often both.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><strong><a href="https://www.tangraminteriors.com/"><span class="_animating_6ta1u_10" data-newtext-seq="2">Commercial interior design</span></a><span></span></strong><span class="_animating_6ta1u_10" data-newtext-seq="2"> done in </span><span class="_animating_6ta1u_10" data-newtext-seq="39">true integration with construction </span><span class="_animating_6ta1u_10" data-newtext-seq="74">trades services solves this before it starts. When the people who </span><span class="_animating_6ta1u_10" data-newtext-seq="140">understand design intent are in ongoing </span><span class="_animating_6ta1u_10" data-newtext-seq="180">dialogue with the people who understand </span><span class="_animating_6ta1u_10" data-newtext-seq="220">site conditions, supply chains, and </span><span class="_animating_6ta1u_10" data-newtext-seq="256">trade sequencing — from the earliest </span><span class="_animating_6ta1u_10" data-newtext-seq="293">stages of a project — the downstream </span><span class="_animating_6ta1u_10" data-newtext-seq="330">surprises shrink dramatically.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">Tangram'</span><span class="_animating_6ta1u_10" data-newtext-seq="8">s model is built around exactly this </span><span class="_animating_6ta1u_10" data-newtext-seq="45">kind of integration. Strategy, design, </span><span class="_animating_6ta1u_10" data-newtext-seq="84">procurement, and installation aren't </span><span class="_animating_6ta1u_10" data-newtext-seq="121">handed off sequentially. They run in </span><span class="_animating_6ta1u_10" data-newtext-seq="158">coordination, with teams aligned from </span><span class="_animating_6ta1u_10" data-newtext-seq="196">day one on budget realities, lead </span><span class="_animating_6ta1u_10" data-newtext-seq="230">times, and site constraints. The result </span><span class="_animating_6ta1u_10" data-newtext-seq="270">is a project that moves forward with </span><span class="_animating_6ta1u_10" data-newtext-seq="307">fewer pivots, cleaner decisions, and a </span><span class="_animating_6ta1u_10" data-newtext-seq="346">final environment that actually looks </span><span class="_animating_6ta1u_10" data-newtext-seq="384">like the original vision.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><strong><span class="_animating_6ta1u_10" data-newtext-seq="2">The Trades Tangram Brings to the Table</span><span></span></strong><span></span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">It's worth being specific about </span><span class="_animating_6ta1u_10" data-newtext-seq="32">what construction trades services from </span><span class="_animating_6ta1u_10" data-newtext-seq="71">Tangram actually encompasses, because </span><span class="_animating_6ta1u_10" data-newtext-seq="109">the scope is broader than most people </span><span class="_animating_6ta1u_10" data-newtext-seq="147">expect when they first engage with the </span><span class="_animating_6ta1u_10" data-newtext-seq="186">company.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">The construction trades </span><span class="_animating_6ta1u_10" data-newtext-seq="24">division covers Division 6 (Wood and </span><span class="_animating_6ta1u_10" data-newtext-seq="61">Plastics — millwork and custom </span><span class="_animating_6ta1u_10" data-newtext-seq="92">casework), Division 9 (Finishes — </span><span class="_animating_6ta1u_10" data-newtext-seq="126">flooring, wall coverings, paint, </span><span class="_animating_6ta1u_10" data-newtext-seq="159">specialty surfaces), Division 10 </span><span class="_animating_6ta1u_10" data-newtext-seq="192">(Specialties — signage, wayfinding, </span><span class="_animating_6ta1u_10" data-newtext-seq="228">visual display elements), Division 12 </span><span class="_animating_6ta1u_10" data-newtext-seq="266">(Furnishings — window treatments, </span><span class="_animating_6ta1u_10" data-newtext-seq="300">integrated furniture elements), and </span><span class="_animating_6ta1u_10" data-newtext-seq="336">Division 16 (Electrical — data cabling </span><span class="_animating_6ta1u_10" data-newtext-seq="375">and rack installation). This isn't a </span><span class="_animating_6ta1u_10" data-newtext-seq="412">general contractor operating in </span><span class="_animating_6ta1u_10" data-newtext-seq="444">unfamiliar territory. Each of these </span><span class="_animating_6ta1u_10" data-newtext-seq="480">areas represents years of specialized </span><span class="_animating_6ta1u_10" data-newtext-seq="518">expertise, applied to commercial and </span><span class="_animating_6ta1u_10" data-newtext-seq="555">corporate environments specifically.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">Th</span><span class="_animating_6ta1u_10" data-newtext-seq="2">e flooring work alone reflects over two </span><span class="_animating_6ta1u_10" data-newtext-seq="42">decades of dedicated experience — </span><span class="_animating_6ta1u_10" data-newtext-seq="76">Tangram began as Tangram Flooring in </span><span class="_animating_6ta1u_10" data-newtext-seq="113">2002 before evolving organically into </span><span class="_animating_6ta1u_10" data-newtext-seq="151">the broader trades organization it is </span><span class="_animating_6ta1u_10" data-newtext-seq="189">today. That depth of experience in a </span><span class="_animating_6ta1u_10" data-newtext-seq="226">single trade, multiplied across </span><span class="_animating_6ta1u_10" data-newtext-seq="258">multiple divisions, is what gives the </span><span class="_animating_6ta1u_10" data-newtext-seq="296">super-subcontractor model its real </span><span class="_animating_6ta1u_10" data-newtext-seq="331">value.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><strong><span class="_animating_6ta1u_10" data-newtext-seq="2">Tenant Improvement Projects: Where This Model Shines Brightest</span><span></span></strong><span></span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">If there's </span><span class="_animating_6ta1u_10" data-newtext-seq="11">one project type where the integrated </span><strong><a href="https://www.tangraminteriors.com/"><span class="_animating_6ta1u_10" data-newtext-seq="51">construction trades services</span></a><span></span></strong><span class="_animating_6ta1u_10" data-newtext-seq="51"> model </span><span class="_animating_6ta1u_10" data-newtext-seq="88">proves its worth most clearly, it's </span><span class="_animating_6ta1u_10" data-newtext-seq="124">tenant improvement.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">TI projects sit at </span><span class="_animating_6ta1u_10" data-newtext-seq="19">the intersection of landlord </span><span class="_animating_6ta1u_10" data-newtext-seq="48">requirements, business timelines, </span><span class="_animating_6ta1u_10" data-newtext-seq="82">design aspirations, and construction </span><span class="_animating_6ta1u_10" data-newtext-seq="119">realities — all compressed into a </span><span class="_animating_6ta1u_10" data-newtext-seq="153">window that rarely has much breathing </span><span class="_animating_6ta1u_10" data-newtext-seq="191">room. The tenant needs to be up and </span><span class="_animating_6ta1u_10" data-newtext-seq="227">running. The lease clock is ticking. </span><span class="_animating_6ta1u_10" data-newtext-seq="264">The design has to work within existing </span><span class="_animating_6ta1u_10" data-newtext-seq="303">structural and mechanical constraints </span><span class="_animating_6ta1u_10" data-newtext-seq="341">while still creating a space that </span><span class="_animating_6ta1u_10" data-newtext-seq="375">reflects the brand and supports the </span><span class="_animating_6ta1u_10" data-newtext-seq="411">workforce.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">When every trade is being </span><span class="_animating_6ta1u_10" data-newtext-seq="26">managed by a different vendor, each of </span><span class="_animating_6ta1u_10" data-newtext-seq="65">those competing pressures gets handled </span><span class="_animating_6ta1u_10" data-newtext-seq="104">in isolation. Problems compound. </span><span class="_animating_6ta1u_10" data-newtext-seq="137">Timelines slip. The tenant ends up </span><span class="_animating_6ta1u_10" data-newtext-seq="172">managing the coordination instead of </span><span class="_animating_6ta1u_10" data-newtext-seq="209">moving into a finished space.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">Tangram's</span><span class="_animating_6ta1u_10" data-newtext-seq="9"> consolidated trades approach changes </span><span class="_animating_6ta1u_10" data-newtext-seq="47">that math significantly. Flooring, wall </span><span class="_animating_6ta1u_10" data-newtext-seq="87">treatments, millwork, specialty </span><span class="_animating_6ta1u_10" data-newtext-seq="119">surfaces, and electrical can be </span><span class="_animating_6ta1u_10" data-newtext-seq="151">sequenced and executed by a single </span><span class="_animating_6ta1u_10" data-newtext-seq="186">coordinated team — which means tighter </span><span class="_animating_6ta1u_10" data-newtext-seq="225">timelines, clearer accountability, and </span><span class="_animating_6ta1u_10" data-newtext-seq="264">a finished product that reflects what </span><span class="_animating_6ta1u_10" data-newtext-seq="302">the design actually intended.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">For </span><span class="_animating_6ta1u_10" data-newtext-seq="4">spaces under 7,000 square feet — the </span><span class="_animating_6ta1u_10" data-newtext-seq="41">primary focus of Tangram's TI services </span><span class="_animating_6ta1u_10" data-newtext-seq="80">— this approach is particularly </span><span class="_animating_6ta1u_10" data-newtext-seq="112">well-suited. These projects move fast, </span><span class="_animating_6ta1u_10" data-newtext-seq="151">leave little room for coordination </span><span class="_animating_6ta1u_10" data-newtext-seq="186">failures, and benefit enormously from </span><span class="_animating_6ta1u_10" data-newtext-seq="224">having one trusted partner own the </span><span class="_animating_6ta1u_10" data-newtext-seq="259">outcome.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><strong><span class="_animating_6ta1u_10" data-newtext-seq="2">Supporting the Full Workspace Lifecycle</span><span></span></strong><span></span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">Most construction trades </span><span class="_animating_6ta1u_10" data-newtext-seq="25">engagements end when the project does. </span><span class="_animating_6ta1u_10" data-newtext-seq="64">Tangram's model is built to extend </span><span class="_animating_6ta1u_10" data-newtext-seq="99">beyond that.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">Workplace Sanitization </span><span class="_animating_6ta1u_10" data-newtext-seq="23">services — offered on quarterly and </span><span class="_animating_6ta1u_10" data-newtext-seq="59">annual programs — provide ongoing </span><span class="_animating_6ta1u_10" data-newtext-seq="93">maintenance for finished environments, </span><span class="_animating_6ta1u_10" data-newtext-seq="132">addressing the unique characteristics </span><span class="_animating_6ta1u_10" data-newtext-seq="170">of each facility without disrupting </span><span class="_animating_6ta1u_10" data-newtext-seq="206">day-to-day operations. Move management </span><span class="_animating_6ta1u_10" data-newtext-seq="245">services (Tangram can coordinate moves for 500 people without missing a deadline) mean the same partner who built your space can help you evolve it as your organization changes.</span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">This lifecycle approach reflects a philosophy that's present throughout everything Tangram does: they're not just executing transactions. They're building long-term relationships with clients whose workplaces are always evolving. A space that works beautifully on day one should still be working beautifully in year five — and having a trades partner who knows the environment intimately makes that continuity far easier to achieve.</span><span></span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><strong><span class="_animating_6ta1u_10" data-newtext-seq="2">The California and Texas Footprint</span><span></span></strong><span></span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">Tangram operates across Southern California, Orange County, the Los Angeles area, Fresno, Bakersfield, and into Texas — with showrooms and operational teams positioned to serve commercial projects across these markets.</span><span></span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">For clients with multi-location projects or offices in more than one market, this geographic reach matters. You're working with one partner who can deliver consistent quality and consistent process across different sites — not rebuilding a vendor relationship from scratch in every city.</span><span></span></p>
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<p class="font-claude-response-body break-words whitespace-normal"><span class="_animating_6ta1u_10" data-newtext-seq="0">With 400+ experts across five locations and more than 60 years of combined workplace transformation experience, Tangram's team brings both the scale to handle complex projects and the specialized knowledge to handle them well.</span></p>
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<title>Standby Generator Installation: Benefits, Costs, and Maintenance Guide</title>
<link>https://news.bangboxonline.com/standby-generator-installation-benefits-costs-and-maintenance-guide</link>
<guid>https://news.bangboxonline.com/standby-generator-installation-benefits-costs-and-maintenance-guide</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a324c4c2f974.jpg" length="59735" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:27:21 +0500</pubDate>
<dc:creator>Atmosphere Electric &amp;amp; Contracting</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Power outages in Canada are no joke. Ice storms, high winds, and grid failures can knock electricity out for hours or even days at a stretch. For homeowners who have sat through one bad outage, </span><strong><a href="https://www.atmosphereelectric.ca/ev-charging-station">standby generator installation</a></strong><span> stops feeling like a luxury real fast. It starts feeling like the obvious move. This guide breaks down everything Canadian homeowners need to know before pulling the trigger.</span></p>
<h2 dir="ltr"><span>What Is a Standby Generator, Exactly?</span></h2>
<p dir="ltr"><span>A standby generator is a permanently installed unit that lives outside the home. It connects directly to the electrical panel and runs on natural gas or propane. The second utility power cuts out, and the generator kicks in on its own. No running to the garage. No extension cords. No fumbling around in the dark.</span></p>
<p dir="ltr"><span>This is what sets it miles apart from a portable generator. Portables are better than nothing, sure. But they need manual setup, outdoor ventilation, and someone to actually manage them. A standby unit handles its business without anyone lifting a finger.</span></p>
<h2 dir="ltr"><span>The Real Benefits of Going Standby</span></h2>
<p dir="ltr"><span>The obvious win is keeping the lights on. However, the value goes well beyond convenience. Here is what homeowners actually walk away with:</span></p>
<p dir="ltr"><span>Whole-home protection:</span><span> A properly sized standby generator keeps the furnace, sump pump, refrigerator, and any medical equipment running without a hitch. In a Canadian winter, a furnace going dark for 24 hours is not just uncomfortable. It can mean burst pipes and serious property damage.</span></p>
<p dir="ltr"><span>Automatic operation: </span><span>The transfer switch sniffs out an outage and powers the generator within seconds. Most homeowners barely notice the switch. It is that seamless.</span></p>
<p dir="ltr"><span>Home value: </span><span>Standby generators are a genuine selling point, especially in rural or semi-rural Ontario where outages hit harder and drag on longer.</span></p>
<p dir="ltr"><span>Peace of mind: </span><span>This one is tough to put a number on. Knowing the home is buttoned up no matter what the weather throws at it? That peace of mind is worth a lot to most people.</span></p>
<h2 dir="ltr"><span>What Does Standby Generator Installation Actually Cost in Canada?</span></h2>
<p dir="ltr"><span>Costs shift depending on generator size, fuel type, and how complex the installation turns out to be. As a ballpark, Canadian homeowners are typically looking at:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>$3,000 to $5,000</span><span> for a smaller unit covering essential circuits</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>$6,000 to $12,000</span><span> for a whole-home system with a full transfer switch and installation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Extra costs</span><span> for gas line extension, permits, and panel work if needed</span></p>
</li>
</ul>
<p dir="ltr"><span>The price tag can hit hard at first glance. But stack it against a flooded basement from a failed sump pump, or a week without heat in February, and suddenly the numbers make a lot more sense. Permits are required in Ontario for this kind of work. Factor them in from the start, and always bring in a licensed electrician to handle the job properly.</span></p>
<h2 dir="ltr"><span>Choosing the Right Size Generator</span></h2>
<p dir="ltr"><span>Sizing is where a lot of homeowners get caught off guard. Go too small, and the generator cannot carry the full load. Go too big, and money gets burned on capacity the home will never use. A licensed electrician sizes things up by calculating the home's total electrical load and recommending the right unit. Key factors include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Square footage and heating type</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Number of major appliances</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Whether the home has a sump pump or a well pump</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Any medical equipment needing uninterrupted power</span></p>
</li>
</ul>
<p dir="ltr"><span>Getting this right from the jump saves a lot of headaches later on.</span></p>
<h2 dir="ltr"><span>Maintenance: Do Not Set It and Forget It</span></h2>
<p dir="ltr"><span>Backup generator systems need regular upkeep to actually deliver when it counts. The good news is the routine is pretty straightforward. Here is what a basic maintenance schedule looks like:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Weekly:</span><span> The generator runs a self-test on its own. Just listen for anything off.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Annual:</span><span> Oil and filter change, spark plug check, battery inspection, and load testing by a qualified technician.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Every few years:</span><span> Coolant flush, fuel system review, and transfer switch testing.</span></p>
</li>
</ul>
<p dir="ltr"><span>Skipping maintenance is playing with fire. A generator left untouched for years has a nasty habit of failing the one time it is actually needed. Stay on top of it, and the unit will run strong for 20 years or more.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>A standby generator is one of those investments homeowners rarely regret. It protects the home, the family, and everything inside it. The upfront cost is real, no question. But so is what it prevents.</span></p>
<p dir="ltr"><strong><a href="https://www.atmosphereelectric.ca/">Atmosphere Electric</a></strong><span> handles standby generator installation for Canadian homeowners from start to finish, covering permits, panel work, and ongoing support. Reach out before the next outage rolls in, not during it.</span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Reticulated Foam Market Demand Growth Across Filtration Applications</title>
<link>https://news.bangboxonline.com/reticulated-foam-market-demand-growth-across-filtration-applications</link>
<guid>https://news.bangboxonline.com/reticulated-foam-market-demand-growth-across-filtration-applications</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="59735" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:27:15 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Reticulated Foam Market Overview</h1>
<p>The global reticulated foam market size was valued at USD 502.2 million in 2023 and is projected to grow from USD 531.9 million in 2024 to USD 828.7 million by 2031, exhibiting a CAGR of 6.54% during the forecast period. The market growth is driven by increasing demand for high-performance porous materials across various industries, including filtration, automotive, healthcare, electronics, construction, and industrial manufacturing. Reticulated foam is gaining popularity due to its unique open-cell structure, lightweight characteristics, excellent air permeability, fluid absorption capacity, and sound-dampening properties.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/reticulated-foam-market-1546">https://www.kingsresearch.com/reticulated-foam-market-1546</a> </strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global reticulated foam market size was valued at USD 502.2 million in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 531.9 million in 2024 to USD 828.7 million by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 6.54% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Growing demand for advanced filtration materials is driving market expansion.</strong></p>
</li>
<li>
<p><strong>Increasing adoption of reticulated foam in automotive, healthcare, construction, and industrial applications is supporting growth.</strong></p>
</li>
<li>
<p><strong>Polyurethane foam remains a leading material segment due to its flexibility, durability, and high-performance characteristics.</strong></p>
</li>
<li>
<p><strong>Rising focus on noise reduction and environmental sustainability is creating new opportunities for reticulated foam applications.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to witness significant growth due to industrial expansion and increasing manufacturing activities.</strong></p>
</li>
<li>
<p><strong>Innovation in pore structure design and lightweight materials is strengthening market development.</strong></p>
</li>
</ul>
<p>Reticulated foam is a specialized type of cellular foam where the cell membranes are removed, creating a three-dimensional interconnected network of pores. This unique structure enables efficient airflow, liquid flow, filtration, and absorption capabilities, making it suitable for multiple applications. Manufacturers are increasingly adopting reticulated foam solutions as industries focus on improving product performance, reducing material weight, and enhancing operational efficiency.</p>
<p>The growing demand for efficient filtration solutions is one of the primary factors contributing to market growth. Industries such as automotive, healthcare, chemical processing, and manufacturing require advanced filtration materials to remove contaminants, improve air quality, and maintain equipment performance. Reticulated foam provides excellent filtration efficiency while maintaining low pressure drop, making it an ideal material for air, liquid, and gas filtration applications.</p>
<p>The expansion of industrial activities worldwide has significantly increased the demand for lightweight and durable materials. Reticulated foam offers several advantages, including flexibility, chemical resistance, thermal stability, and long service life. These properties have made it an important component in various industrial products, including filters, cushioning materials, acoustic panels, and cleaning solutions.</p>
<hr>
<h1><strong>Market Growth Drivers</strong></h1>
<h2>Increasing Demand for Filtration Applications</h2>
<p>One of the major drivers of the reticulated foam market is the increasing need for advanced filtration systems. Industries are continuously improving their processes to achieve higher efficiency and meet environmental standards. Reticulated foam is widely used in air filters, water filters, oil filters, and industrial filtration systems due to its open-cell structure.</p>
<p>The growing awareness regarding air quality and pollution control has increased demand for efficient filtration materials. In sectors such as healthcare and manufacturing, maintaining clean air environments has become essential, further supporting market growth.</p>
<h2>Growth of Automotive Industry</h2>
<p>The automotive industry is another significant contributor to reticulated foam demand. Modern vehicles require lightweight, durable, and efficient materials to improve fuel efficiency and reduce emissions. Reticulated foam is used in automotive applications such as air filtration systems, seating materials, sound insulation, and engine components.</p>
<p>The increasing production of electric vehicles is also creating new opportunities for reticulated foam manufacturers. EV manufacturers are focusing on lightweight materials and improved thermal and acoustic management solutions, where reticulated foam plays an important role.</p>
<h2>Rising Demand for Sound Absorption Materials</h2>
<p>Noise control has become a major priority across residential, commercial, and industrial environments. Reticulated foam is widely used in acoustic applications due to its ability to absorb sound waves and reduce noise transmission.</p>
<p>The expansion of construction activities and increasing demand for noise reduction solutions in buildings, transportation systems, and industrial facilities are driving the adoption of reticulated foam products.</p>
<h2>Growing Healthcare Applications</h2>
<p>The healthcare sector is increasingly using reticulated foam materials in medical devices, wound care products, filtration systems, and cushioning applications. The material’s lightweight structure, breathability, and absorption properties make it suitable for various healthcare solutions.</p>
<p>Increasing healthcare infrastructure development and demand for advanced medical products are expected to support market growth.</p>
<hr>
<h1><strong>Industry Trends</strong></h1>
<h2>Development of Sustainable Foam Solutions</h2>
<p>Sustainability has become an important trend influencing the reticulated foam industry. Manufacturers are focusing on developing environmentally friendly foam materials with reduced environmental impact.</p>
<p>The adoption of recyclable materials, bio-based foams, and improved manufacturing processes is expected to shape the future of the market.</p>
<h2>Technological Advancements in Foam Manufacturing</h2>
<p>Advancements in foam processing technologies are improving the quality and performance of reticulated foam products. Manufacturers are developing customized pore structures to meet specific application requirements.</p>
<p>Improved manufacturing techniques allow better control over pore size, density, and mechanical properties, expanding the range of possible applications.</p>
<h2>Increasing Customization Demand</h2>
<p>Different industries require foam materials with specific characteristics. As a result, manufacturers are offering customized reticulated foam solutions based on pore size, material type, thickness, and performance requirements.</p>
<p>This trend is helping companies address specialized applications and gain competitive advantages.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Material Type</h2>
<h3>Polyurethane Foam</h3>
<p>Polyurethane foam holds a significant share of the reticulated foam market due to its excellent flexibility, durability, and versatility. It provides strong airflow characteristics and resistance to wear, making it suitable for filtration, automotive, and industrial applications.</p>
<p>Polyurethane-based reticulated foam is widely preferred because it can be manufactured with different pore structures and densities to meet diverse application requirements.</p>
<h3>Polyethylene Foam</h3>
<p>Polyethylene foam is gaining traction due to its lightweight nature, chemical resistance, and moisture protection capabilities. It is commonly used in packaging, cushioning, insulation, and protective applications.</p>
<p>The increasing demand for durable and lightweight materials is expected to support growth in this segment.</p>
<hr>
<h1>By Pore Size</h1>
<h2>Fine Pore Foam</h2>
<p>Fine pore reticulated foam provides higher filtration efficiency and is commonly used in applications requiring precise particle removal. It is widely used in healthcare, electronics, and industrial filtration systems.</p>
<p>The growing need for high-performance filtration solutions is driving demand for fine pore structures.</p>
<h2>Medium Pore Foam</h2>
<p>Medium pore foam offers a balance between airflow and filtration performance. It is widely used across multiple applications, including cleaning products, automotive components, and general filtration systems.</p>
<p>Its versatility makes it one of the commonly used pore structures.</p>
<h2>Coarse Pore Foam</h2>
<p>Coarse pore foam allows higher airflow and fluid movement, making it suitable for applications such as sound absorption, fluid management, and heavy-duty filtration.</p>
<p>Increasing demand for efficient fluid handling solutions is supporting growth in this segment.</p>
<hr>
<h1>By Application</h1>
<h2>Filtration</h2>
<p>Filtration remains one of the largest application segments for reticulated foam. The material’s open-cell structure enables efficient removal of particles while maintaining airflow and fluid movement.</p>
<p>Growing industrialization and environmental regulations are expected to continue driving demand for filtration applications.</p>
<h2>Sound Absorption</h2>
<p>Reticulated foam is widely used for acoustic control due to its excellent sound absorption capabilities. It is used in buildings, vehicles, industrial equipment, and entertainment facilities.</p>
<p>Increasing focus on noise reduction is expected to boost demand in this application.</p>
<h2>Fluid Management</h2>
<p>The ability of reticulated foam to absorb and control liquid flow makes it suitable for fluid management applications. It is used in fuel systems, cooling systems, and industrial equipment.</p>
<p>Growing industrial automation and process optimization are supporting this segment.</p>
<h2>Cleaning Products</h2>
<p>Reticulated foam is used in cleaning products due to its durability and ability to trap particles. It is commonly found in reusable cleaning materials and specialized industrial cleaning solutions.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a significant market due to strong demand from automotive, healthcare, and industrial sectors. The region’s focus on advanced manufacturing technologies and environmental standards is increasing the adoption of reticulated foam materials.</p>
<p>The presence of established manufacturers and technological innovation further supports regional growth.</p>
<h2>Europe</h2>
<p>Europe is experiencing steady growth due to increasing sustainability initiatives and demand for energy-efficient materials. The automotive and construction industries are major contributors to market expansion.</p>
<p>Strict environmental regulations are encouraging industries to adopt lightweight and recyclable materials.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness strong growth during the forecast period. Rapid industrialization, expanding manufacturing activities, and increasing automotive production are driving regional demand.</p>
<p>Countries such as China, India, Japan, and South Korea are investing heavily in industrial development, creating significant opportunities for reticulated foam manufacturers.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are witnessing gradual market development due to increasing infrastructure projects and industrial expansion. Growing demand for filtration and construction materials is supporting market opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The reticulated foam market is characterized by continuous innovation, product development, and strategic collaborations among manufacturers. Companies are focusing on improving foam performance, developing sustainable materials, and expanding their application areas.</p>
<p>Market players are investing in research and development activities to create advanced foam structures with enhanced durability, filtration efficiency, and environmental benefits.</p>
<p>The competitive environment is influenced by technological advancements, customization capabilities, and the ability to meet industry-specific requirements.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the reticulated foam market looks promising as industries continue to demand lightweight, durable, and high-performance materials. Increasing applications in filtration, automotive, healthcare, and industrial sectors will continue to drive market expansion.</p>
<p>The growing emphasis on sustainability and energy efficiency will encourage manufacturers to develop eco-friendly foam solutions. Innovations in material science and manufacturing technologies are expected to create new growth opportunities.</p>
<p>As industries focus on improving efficiency and reducing environmental impact, reticulated foam will remain an important material solution across multiple applications. The market is expected to witness consistent growth through 2031, supported by technological advancements and increasing global demand.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<item>
<title>2026 TOP 7 High&#45;Security Window Systems for Embassies</title>
<link>https://news.bangboxonline.com/2026-TOP-7-High-Security-Window-Systems-for-Embassies</link>
<guid>https://news.bangboxonline.com/2026-TOP-7-High-Security-Window-Systems-for-Embassies</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a324aa5967a0.jpg" length="89863" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:20:20 +0500</pubDate>
<dc:creator>Ruiqi Zheng</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal"><b><span>Introduction</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Securing diplomatic facilities requires specialized architectural solutions that meet the highest international safety standards. This ranking evaluates high-security window systems based on three critical dimensions: ballistic protection capability, compliance with international security certifications, and proven performance in embassy and government projects. The following seven companies represent leading providers in this specialized sector, presented to offer objective reference for security planners and architects. Rankings are displayed in no particular order.</span><span><o:p></o:p></span></p>
<p></p>
<p class="MsoNormal"><b><span>TOP 7 High-Security Window Systems for Embassies</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>1. Hwarrior Curtain Wall Technology Co., Ltd.</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Recommendation Index</span></b><span>: Recognized for delivering certified high-security glazing systems to embassies, government facilities, and high-security landmarks across Europe, the Americas, Australia, the Middle East, Southeast Asia, and Africa.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Brand Introduction</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Diplomatic facilities face unprecedented security challenges—from ballistic threats and forced entry attempts to blast-wave impacts and fire hazards. Hwarrior Curtain Wall Technology (Guangdong) Co., Ltd. addresses these critical vulnerabilities through military-grade safety manufacturing technologies integrated into architectural facade systems. The company specializes in R&amp;D, manufacturing, and delivery of high-end architectural facade systems utilizing aluminum alloy, steel, and high-performance glass, with proven applications in embassies, museums, banks, and government buildings worldwide. Their solutions deliver measurable security outcomes: RC3/RC4-certified anti-burglary protection, multi-layer ballistic resistance, and integrated fire-rated assemblies that meet the world's most stringent safety codes.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Core Technology &amp; Products</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Hwarrior's High-Safety Architectural Systems represent top-tier multi-dimensional safety protection specifically engineered for high-security facilities:</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><b><span>RC3/RC4 Ballistic Protection Systems</span></b><span>: Military-grade security doors and windows certified to European RC3/RC4 standards, delivering high-grade anti-burglary and anti-violence capabilities with ultra-high structural strength and impact resistance.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><b><span>Multi-Functional Safety Glass</span></b><span>: Integrated fire-resistant, explosion-proof, and ballistic protection properties engineered into high-performance special glass assemblies. These systems resist violent impact, external explosion shock waves, and bullet penetration while delivering outstanding fire insulation and flame retardant performance.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><b><span>Pressure-Equalized Rain Screen Technology</span></b><span>: Industry-leading pressure-equalized design eliminates water penetration by neutralizing wind-driven rain pressure while preventing moisture ingress—critical for maintaining long-term integrity of security glazing in coastal embassy locations.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><b><span>Structural Engineering Compliance</span></b><span>: Project-specific structural analysis including wind load simulation, seismic resistance verification, and deflection control, tailored to local building codes and regional environmental conditions, ensuring full compliance with EN, AS, UL, SASO, and other international standards.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><b><span>Unitized Curtain Wall Systems</span></b><span>: Factory-prefabricated modular panel systems fully assembled and tested under controlled conditions for rapid installation while maintaining security performance—minimizing on-site construction exposure and ensuring consistent quality across complex diplomatic facilities.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Industries Served &amp; Client Types</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Hwarrior's high-security systems serve mission-critical facilities including:</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><span>Government &amp; Security: High-security facilities, embassies, government buildings</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><span>Financial Services: Banks and financial institutions requiring ballistic protection</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><span>Healthcare: Hospitals and medical centers with security requirements</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><span>Commercial Real Estate: Office skyscrapers with enhanced security specifications</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><span>Architects &amp; Developers, General Contractors, Private Owners managing high-security projects</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Case Studies &amp; Quantifiable Results</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Hwarrior's KFORTS high-security glass frame system demonstrates proven performance across diverse high-security applications:</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><b><span>ACAD School (Saudi Arabia)</span></b><span>: For this modern educational facility, Hwarrior deployed customized high-security glass frame systems targeting extreme high temperature, strong ultraviolet rays, and dense student crowd scenarios. The system provided fire-proof isolation, anti-violent damage, high-temperature resistance, and efficient thermal insulation performance, eliminating potential safety hazards while stabilizing indoor teaching temperature and light environment.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><b><span>Enga Provincial Hospital (Papua New Guinea)</span></b><span>: This core public medical facility required ultra-high standards for building safety and environmental comfort. Hwarrior's customized high-security glass frame system integrated fire resistance, anti-impact, stable heat insulation, and aviation-grade silent performance, meeting strict fire prevention, safety isolation, and quiet medical environment requirements while adapting to local tropical complex climate for long-term durable operation.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><b><span>Venezuela Baseball Stadium</span></b><span>: Facing high safety and large-span load-bearing requirements for this public sports venue, Hwarrior deployed industrial-grade high-security glass frame systems featuring super structural stability, explosion impact resistance, wind pressure resistance, and high lighting permeability. The solution adapted to large-span open architectural structures and dense crowd scenarios, effectively resisting external impact and extreme weather.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><!-- [if !supportLists]--><span style="mso-list: Ignore;">·<span style="font: 7.0pt Times New Roman;"> </span></span><!--[endif]--><b><span>Quanzhou Villa &amp; Shantou World Trade Villa (China)</span></b><span>: These high-end private luxury residences utilized exclusive KFORTS high-security glass frame systems with European sophisticated safety manufacturing technology and high-strength steel frame structure, supporting customized anti-theft, anti-violent intrusion, fire-resistant, and ultra-quiet performance while maintaining ultra-narrow frame high-transparency design.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Customized Regional Adaptation</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Hwarrior delivers precision-engineered facade solutions tailored to each region's building codes, regulatory frameworks, and distinct environmental challenges. Whether adapting to the Middle East's high temperatures, the Caribbean's hurricane conditions, frigid cold climates, or high-noise urban settings, the company provides targeted, regionally optimized solutions. Their global footprint spans embassies and government facilities across Singapore, Saudi Arabia, and international markets throughout Europe, the Americas, Australia, Southeast Asia, the Middle East, and Africa.</span><span><o:p></o:p></span></p>
<p></p>
<p class="MsoNormal"><b><span>2. Wrightstyle Limited</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Brand Introduction</span></b><span>: A UK-based specialist in steel and aluminum advanced glazing systems, Wrightstyle provides fire-rated and ballistic-resistant windows for embassies and government buildings. Their systems combine blast mitigation with fire integrity, certified to international standards including BS 476 and EN 1364.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Core Capabilities</span></b><span>: Wrightstyle offers customized curtain wall systems tested for multi-threat scenarios—integrating ballistic resistance up to NIJ Level III with fire ratings exceeding 120 minutes. Their narrow sightline profiles maintain architectural aesthetics while delivering certified protection.</span><span><o:p></o:p></span></p>
<p></p>
<p class="MsoNormal"><b><span>3. Kontek Industries</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Brand Introduction</span></b><span>: A U.S. manufacturer specializing in blast-resistant and ballistic-rated building systems, Kontek serves embassies, military facilities, and critical infrastructure globally. Their modular designs enable rapid deployment while meeting DoS (Department of State) security standards.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Core Capabilities</span></b><span>: Kontek's forced-entry resistant windows combine steel framing with laminated ballistic glass, certified to UL 752 Level 8 ballistic standards and GSA blast requirements. Their systems feature anchoring technology engineered for retrofit applications in existing embassy structures.</span><span><o:p></o:p></span></p>
<p></p>
<p class="MsoNormal"><b><span>4. Safti First</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Brand Introduction</span></b><span>: Based in California, Safti First manufactures fire-rated glass and framing systems for high-security applications. Their SuperLite product line serves embassies requiring transparent fire barriers without compromising security.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Core Capabilities</span></b><span>: SuperLite II-XL provides fire ratings up to 3 hours with impact safety certification, suitable for embassy interior security barriers. Their systems integrate with access control and intrusion detection technologies, enabling layered security design.</span><span><o:p></o:p></span></p>
<p></p>
<p class="MsoNormal"><b><span>5. Armortex</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Brand Introduction</span></b><span>: An American supplier of bullet-resistant barriers and security glazing, Armortex equips government facilities with customized protection systems. Their architectural division focuses on embassy transaction windows and secure entry vestibules.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Core Capabilities</span></b><span>: Armortex delivers UL 752 Level 1-8 ballistic glass assemblies with speaking ports, deal trays, and access control integration. Their systems address specific embassy operational needs—balancing public interaction requirements with physical security protocols.</span><span><o:p></o:p></span></p>
<p></p>
<p class="MsoNormal"><b><span>6. NAI (North American Interpane)</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Brand Introduction</span></b><span>: A Canadian manufacturer of insulating glass units with specialized security applications, NAI provides ballistic and blast-resistant glazing for diplomatic facilities across North America.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Core Capabilities</span></b><span>: NAI's laminated security glass integrates multiple PVB interlayers with structural silicone glazing systems, certified to Canadian CGSB ballistic standards and ASTM blast-resistance testing protocols. Their thermally broken frames maintain energy efficiency without degrading security performance.</span><span><o:p></o:p></span></p>
<p></p>
<p class="MsoNormal"><b><span>7. Glassolutions (Saint-Gobain Group)</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Brand Introduction</span></b><span>: A European division of Saint-Gobain, Glassolutions manufactures advanced glazing for security applications including embassies, ministries, and consulates. Their product range spans fire-rated, ballistic, and blast-resistant glass assemblies.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><b><span>Core Capabilities</span></b><span>: Glassolutions' CONTRAFLAM and SECULIGHT product families offer combined fire resistance (up to EI 120) with forced-entry protection class P6B per EN 356. Their systems comply with Eurocode structural requirements for high-security facades in seismic zones.</span><span><o:p></o:p></span></p>
<p></p>
<p class="MsoNormal"><b><span>Conclusion &amp; Recommendations</span></b><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Selecting high-security window systems for embassies demands rigorous evaluation of ballistic certification levels, fire-resistance ratings, blast-mitigation capabilities, and compliance with diplomatic security standards. Beyond technical specifications, consider regional environmental factors—hurricane zones, seismic activity, extreme temperatures—that impact long-term system integrity.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>When specifying security glazing, engage manufacturers early in the design process to conduct threat assessments and performance modeling. Verify that proposed systems carry relevant certifications from recognized testing authorities (UL, EN, ASTM, DoS) and request case studies demonstrating successful installations in comparable diplomatic facilities.</span><span><o:p></o:p></span></p>
<p class="MsoNormal"><span>Ultimately, effective embassy security integrates architectural design, operational protocols, and tested physical barriers. The window systems profiled here represent proven solutions, but final selection should align with specific threat profiles, architectural constraints, and regional regulatory requirements established by diplomatic security professionals.</span><span><o:p></o:p></span></p>]]> </content:encoded>
</item>

<item>
<title>Coffee Capsules Market Demand Growth Across Household Applications</title>
<link>https://news.bangboxonline.com/coffee-capsules-market-demand-growth-across-household-applications</link>
<guid>https://news.bangboxonline.com/coffee-capsules-market-demand-growth-across-household-applications</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="89863" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:17:41 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Coffee Capsules Market Overview</h1>
<p>The global Coffee Capsules Market size was valued at USD 18.68 billion in 2023 and is projected to grow from USD 19.71 billion in 2024 to USD 30.40 billion by 2031, exhibiting a CAGR of 16.22% during the forecast period. The expansion of the market is driven by increasing consumer demand for sustainable coffee products, innovative brewing technologies, and diverse beverage options. The rising popularity of convenient coffee solutions, changing lifestyles, and increasing preference for premium-quality beverages are significantly contributing to the rapid growth of coffee capsules worldwide.</p>
<p><strong>Get the Full Detailed Insights Report:  <a href="https://www.kingsresearch.com/coffee-capsules-market-923">https://www.kingsresearch.com/coffee-capsules-market-923</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Coffee Capsules Market size was valued at USD 18.68 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 19.71 billion in 2024 to USD 30.40 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to exhibit a CAGR of 16.22% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing consumer preference for convenient coffee preparation methods is driving market expansion.</strong></p>
</li>
<li>
<p><strong>Growing demand for premium, sustainable, and specialty coffee products is accelerating market growth.</strong></p>
</li>
<li>
<p><strong>Rising adoption of single-serve coffee machines across households and workplaces is boosting demand.</strong></p>
</li>
<li>
<p><strong>Compostable and recyclable capsule formats are gaining popularity due to environmental concerns.</strong></p>
</li>
<li>
<p><strong>Arabica coffee capsules continue to dominate due to their premium quality and flavor profile.</strong></p>
</li>
<li>
<p><strong>Business-to-consumer distribution channels are witnessing strong growth through online retail expansion.</strong></p>
</li>
<li>
<p><strong>North America and Europe remain major markets due to high coffee consumption and established coffee culture.</strong></p>
</li>
</ul>
<p>Coffee capsules have transformed the way consumers prepare and enjoy coffee by offering convenience, consistency, and a premium coffee experience. These single-serving containers contain pre-measured coffee grounds that allow users to prepare a fresh cup of coffee quickly with minimal effort. The growing adoption of capsule-based coffee machines in households, offices, hotels, and cafes has created strong demand for coffee capsules across global markets.</p>
<p>The coffee industry has experienced significant transformation as consumers increasingly seek personalized and high-quality beverage experiences. Traditional coffee preparation methods often require time, equipment, and specific brewing skills. Coffee capsules eliminate these challenges by providing a simple and efficient solution while maintaining flavor and quality. This convenience factor has made coffee capsules particularly attractive among urban consumers with busy lifestyles.</p>
<p>The market is also benefiting from the growing trend of premiumization in the coffee sector. Consumers are willing to pay more for specialty coffee products, unique flavors, organic varieties, and sustainable packaging solutions. Manufacturers are responding by introducing innovative capsule designs, diverse coffee blends, and environmentally friendly formats to meet changing consumer expectations.</p>
<hr>
<h1><strong>Market Growth Drivers</strong></h1>
<h2>Rising Demand for Convenient Coffee Solutions</h2>
<p>One of the primary factors driving the growth of the coffee capsules market is the increasing demand for convenient beverage preparation methods. Modern consumers are experiencing fast-paced lifestyles, creating a need for quick and easy coffee solutions.</p>
<p>Coffee capsules offer a hassle-free brewing experience by providing consistent taste, aroma, and quality with every serving. The ability to prepare coffee within minutes without grinding beans or measuring portions has increased their popularity among residential and commercial users.</p>
<p>The expansion of home coffee culture, especially after increased remote working trends, has further strengthened demand for coffee capsules. Consumers are investing in coffee machines and premium capsules to recreate cafe-style experiences at home.</p>
<h2>Growing Preference for Premium and Specialty Coffee</h2>
<p>The rising popularity of specialty coffee is another major factor supporting market growth. Consumers are becoming more knowledgeable about coffee origins, flavors, roasting techniques, and quality standards.</p>
<p>Premium coffee capsule manufacturers are introducing products featuring high-quality beans, unique blends, and exclusive flavors. Arabica-based capsules, known for their smooth taste and aromatic characteristics, are gaining strong consumer preference.</p>
<p>The increasing interest in gourmet coffee experiences has encouraged companies to expand their product portfolios and introduce innovative offerings.</p>
<h2>Increasing Focus on Sustainable Packaging</h2>
<p>Environmental sustainability has become an important consideration in the coffee capsule industry. Traditional plastic capsules have raised concerns regarding waste generation and recycling challenges.</p>
<p>In response, manufacturers are developing aluminum and compostable capsule formats that reduce environmental impact. Sustainable capsules made from biodegradable materials are gaining popularity among environmentally conscious consumers.</p>
<p>Companies are investing in research and development to create packaging solutions that maintain coffee freshness while supporting sustainability goals.</p>
<hr>
<h1><strong>Market Trends</strong></h1>
<h2>Growth of Organic Coffee Capsules</h2>
<p>Organic coffee capsules are gaining traction due to increasing consumer awareness regarding health, sustainability, and ethical sourcing. Organic coffee is produced without synthetic pesticides and supports environmentally responsible farming practices.</p>
<p>The demand for organic capsule products is increasing as consumers seek healthier and more sustainable beverage choices.</p>
<h2>Expansion of Smart Coffee Brewing Technologies</h2>
<p>Advancements in coffee machine technologies are influencing the coffee capsules market. Modern machines now offer features such as customizable brewing settings, temperature control, and mobile connectivity.</p>
<p>These innovations enhance the overall coffee experience and encourage consumers to adopt capsule-based systems.</p>
<h2>Rising Popularity of Diverse Flavors</h2>
<p>Consumers are increasingly exploring different coffee flavors and beverage styles. Manufacturers are introducing capsules with flavors such as chocolate, vanilla, caramel, and seasonal blends.</p>
<p>The availability of diverse options is attracting new consumers and increasing repeat purchases.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Coffee Beans Type</h2>
<h3>Arabica</h3>
<p>The Arabica segment holds a significant share of the coffee capsules market due to its superior taste, smooth texture, and premium quality. Arabica beans are preferred by consumers seeking rich aroma and balanced flavors.</p>
<p>The growing demand for specialty coffee products is supporting the expansion of Arabica-based capsules globally.</p>
<h3>Robusta</h3>
<p>Robusta coffee capsules are gaining attention due to their stronger flavor, higher caffeine content, and affordability. These capsules are commonly used in espresso-based beverages where a bold taste is preferred.</p>
<p>The increasing popularity of strong coffee varieties is contributing to segment growth.</p>
<h3>Blends</h3>
<p>Coffee blends combine different bean varieties to create unique flavor profiles. Blended capsules are widely adopted due to their ability to offer balanced taste and customized experiences.</p>
<p>Manufacturers are developing innovative blends to attract consumers with diverse preferences.</p>
<hr>
<h1>By Nature</h1>
<h2>Organic Coffee Capsules</h2>
<p>Organic capsules are experiencing increased demand as consumers focus on sustainable and health-conscious products. These capsules appeal to environmentally aware customers who prefer responsibly sourced coffee.</p>
<p>The expansion of organic farming practices and certification programs is expected to support market growth.</p>
<h2>Conventional Coffee Capsules</h2>
<p>Conventional coffee capsules represent a major market segment due to their widespread availability and affordability. These products continue to dominate consumption, particularly in price-sensitive markets.</p>
<hr>
<h1>By Format Type</h1>
<h2>Plastic Capsules</h2>
<p>Plastic capsules have traditionally been widely used due to their cost-effectiveness and durability. However, environmental concerns are encouraging manufacturers to develop recyclable alternatives.</p>
<h2>Aluminum Capsules</h2>
<p>Aluminum capsules are gaining popularity due to their ability to preserve coffee freshness and provide excellent barrier protection against oxygen and moisture.</p>
<p>Their recyclability makes them an attractive option for sustainability-focused consumers.</p>
<h2>Compostable Capsules</h2>
<p>Compostable capsules represent one of the fastest-growing segments. These products are designed to minimize environmental impact by breaking down naturally after disposal.</p>
<p>Growing environmental awareness is expected to accelerate adoption of compostable formats.</p>
<hr>
<h1>By Distribution Channel</h1>
<h2>Business to Business</h2>
<p>The business-to-business segment includes cafes, restaurants, hotels, offices, and commercial establishments. Increasing adoption of capsule coffee machines in workplaces and hospitality industries is supporting demand.</p>
<p>Businesses prefer coffee capsules due to their convenience, consistent quality, and reduced preparation time.</p>
<h2>Business to Consumer</h2>
<p>The business-to-consumer segment is growing rapidly due to the expansion of online shopping platforms and direct-to-consumer brands.</p>
<p>Consumers are increasingly purchasing coffee capsules through e-commerce channels because of product variety, subscription options, and convenience.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a major market for coffee capsules due to strong coffee consumption patterns and widespread adoption of single-serve coffee machines.</p>
<p>Consumers in the region increasingly prefer premium coffee experiences at home, driving demand for specialty and sustainable capsules.</p>
<p>The presence of established coffee brands and advanced retail infrastructure continues to support market expansion.</p>
<h2>Europe</h2>
<p>Europe is one of the largest markets for coffee capsules due to its strong coffee culture and high demand for convenient brewing solutions.</p>
<p>Countries across the region are witnessing increased adoption of sustainable capsule formats due to environmental regulations and consumer awareness.</p>
<p>The popularity of premium coffee products continues to create opportunities for manufacturers.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness significant growth during the forecast period. Rising disposable incomes, urbanization, and changing consumer lifestyles are increasing coffee consumption across the region.</p>
<p>Countries such as China, Japan, India, and South Korea are experiencing growing demand for modern coffee solutions.</p>
<p>The expansion of cafes, online retail, and premium beverage markets is contributing to regional growth.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>Latin America benefits from its strong coffee production base and growing domestic consumption. The region is witnessing increased interest in packaged coffee products and premium beverages.</p>
<p>Meanwhile, the Middle East &amp; Africa region is experiencing rising demand due to expanding hospitality sectors and changing beverage preferences.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The coffee capsules market is highly competitive, with companies focusing on innovation, sustainability, product diversification, and strategic partnerships.</p>
<p>Manufacturers are investing in advanced packaging technologies, new flavors, and sustainable materials to attract consumers.</p>
<p>Key strategies adopted by market players include:</p>
<ul>
<li>
<p><strong>Development of eco-friendly capsule solutions</strong></p>
</li>
<li>
<p><strong>Expansion of premium coffee product portfolios</strong></p>
</li>
<li>
<p><strong>Investment in sustainable sourcing practices</strong></p>
</li>
<li>
<p><strong>Strengthening online distribution channels</strong></p>
</li>
<li>
<p><strong>Introduction of customized coffee experiences</strong></p>
</li>
</ul>
<p>Companies are also focusing on improving supply chains and enhancing brand visibility to gain a competitive advantage.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the coffee capsules market appears highly promising as consumer preferences continue shifting toward convenience, quality, and sustainability. Increasing urbanization, rising disposable incomes, and evolving coffee consumption habits will continue driving market growth.</p>
<p>The integration of smart brewing technologies and sustainable packaging solutions will shape the future of the industry. Manufacturers that focus on innovation, environmental responsibility, and premium product offerings are expected to capture emerging opportunities.</p>
<p>The demand for personalized coffee experiences is expected to increase, encouraging companies to introduce more diverse flavors, blends, and capsule formats.</p>
<p>As consumers continue seeking convenient yet high-quality beverages, coffee capsules will remain an important segment within the global coffee industry. The market is expected to experience strong expansion through 2031, supported by technological advancements, sustainability initiatives, and changing consumer lifestyles.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<item>
<title>Tips for Choosing the Best Pool Contractor for Your League City Project</title>
<link>https://news.bangboxonline.com/tips-for-choosing-the-best-pool-contractor-for-your-league-city-project</link>
<guid>https://news.bangboxonline.com/tips-for-choosing-the-best-pool-contractor-for-your-league-city-project</guid>
<description><![CDATA[ A backyard pool can completely change how you use your outdoor space. Summer afternoons become more enjoyable. ]]></description>
<enclosure url="https://tinospoolplastering.com/wp-content/uploads/2024/04/shutterstock_756655021.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:14:33 +0500</pubDate>
<dc:creator>Tinos Pool Plastering</dc:creator>
<media:keywords>League City pool builders</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:16,&quot;w&quot;:626,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1009}">A backyard pool can completely change how you use your outdoor space. Summer afternoons become more enjoyable. Family gatherings last longer. Even a simple evening at home feels different when a well-designed pool is part of the setting. Getting that result, though, depends heavily on who builds it.</span><b bis_size="{&quot;x&quot;:59,&quot;y&quot;:76,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:361,&quot;abs_y&quot;:1069}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:108,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1101}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:110,&quot;w&quot;:616,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1103}">League City homeowners have no shortage of options, which can make the decision surprisingly difficult. Every contractor promises quality work. Every website features attractive photos. Looking a little deeper often reveals the difference between a smooth project and months of frustration.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:185,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1178}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:183,&quot;w&quot;:320,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1176}">Start With Experience, Not Price</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:222,&quot;w&quot;:636,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1215}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:224,&quot;w&quot;:612,&quot;h&quot;:96,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1217}">The lowest bid often grabs attention first. That's understandable. Pool construction is a significant investment. Still, choosing a contractor based on price alone can create problems later. Experience tends to show up in places homeowners don't always see right away. An experienced contractor understands local permitting requirements, drainage concerns, soil conditions, and construction challenges that are common throughout the area. </span><b bis_size="{&quot;x&quot;:317,&quot;y&quot;:304,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:619,&quot;abs_y&quot;:1297}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:336,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1329}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:338,&quot;w&quot;:618,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1331}">Small details handled correctly at the beginning can prevent expensive repairs years down the road. When comparing </span><a href="https://tinospoolplastering.com/pool-contractor-league-city/" bis_size="{&quot;x&quot;:117,&quot;y&quot;:358,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:419,&quot;abs_y&quot;:1351}"><strong bis_size="{&quot;x&quot;:117,&quot;y&quot;:358,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:419,&quot;abs_y&quot;:1351}">League City pool builders</strong></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:358,&quot;w&quot;:604,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1351}">, look beyond the estimate and ask about completed projects, years in business, and local experience.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:414,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1407}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:412,&quot;w&quot;:309,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1405}">Ask Questions About Materials</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:451,&quot;w&quot;:636,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1444}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:453,&quot;w&quot;:634,&quot;h&quot;:96,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1446}">Pools are constantly exposed to the sun, rain, chemicals and usage throughout their life. The materials that are used in the construction work directly affect the performance of the system in the long run. A contractor should be ready to discuss the choices that are available and why they suggest certain finishes, surfaces or equipment are suggested. When the talk seems hurried or confused, it may be a red flag.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:565,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1558}"><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:567,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1560}"> </b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:599,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1592}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:601,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1594}">Reliable </span><span bis_size="{&quot;x&quot;:62,&quot;y&quot;:601,&quot;w&quot;:231,&quot;h&quot;:16,&quot;abs_x&quot;:364,&quot;abs_y&quot;:1594}">pool companies in League City Texas</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:601,&quot;w&quot;:615,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1594}"> typically have no problem discussing material quality because they understand its long-term value. The goal is building a pool that still looks good years later.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:677,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1670}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:675,&quot;w&quot;:239,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1668}">Communication Matters</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:714,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1707}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:716,&quot;w&quot;:615,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1709}">Making a pool requires several different moving components. Designs change. Inspections happen. Weather causes delays. That's normal. The key is the contractor's communication skills during the entire process.</span><b bis_size="{&quot;x&quot;:99,&quot;y&quot;:756,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:401,&quot;abs_y&quot;:1749}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:788,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1781}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:790,&quot;w&quot;:633,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1783}">It is important that the homeowners understand where the project is at in the process, what is next and if there are any problems that need to be addressed. Frequent updates foster trust and prevent miscommunications that can otherwise make a simple project a stressful one. The ability to communicate well can be a reflection of a company's product as well.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:885,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1878}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:883,&quot;w&quot;:295,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1876}">Think Beyond the Initial Build</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:923,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1916}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:925,&quot;w&quot;:632,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1918}">A swimming pool is not a “set and forget it” deal. There comes a time when you will want to upgrade to new equipment, new finish, new decking, new lighting or a total remodel. When it comes to selecting a contractor today, it's wise to plan for the future.</span><b bis_size="{&quot;x&quot;:296,&quot;y&quot;:965,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:598,&quot;abs_y&quot;:1958}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:997,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1990}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:999,&quot;w&quot;:615,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1992}">Service providers with diverse offerings may be able to offer you greater continuity when your requirements change. That continuous support is valuable when it is time to improve or repair years after the building construction has finished.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1074,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2067}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1072,&quot;w&quot;:469,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2065}">A Strong Reputation Usually Means Something</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1112,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2105}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1114,&quot;w&quot;:611,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2107}">Online reviews aren't helpful always, but there are patterns to be noticed. When homeowners keep talking about professionalism and responsiveness, and quality workmanship, then it's worth a note. This also holds true for recurrent complaints.</span><b bis_size="{&quot;x&quot;:284,&quot;y&quot;:1154,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:586,&quot;abs_y&quot;:2147}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1186,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2179}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1188,&quot;w&quot;:620,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2181}">Take a few minutes to read some real customer reviews rather than just ratings. Sometimes, real-life experiences can give you insights that can't be gained from marketing materials.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1243,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2236}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1241,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2234}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1281,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2274}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1283,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2276}">Selecting the right </span><span bis_size="{&quot;x&quot;:123,&quot;y&quot;:1283,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:425,&quot;abs_y&quot;:2276}">League City pool contractor</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1283,&quot;w&quot;:610,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2276}"> isn't merely about looking over estimates and downloading photos online. Don't rush the process of assessing experience, workmanship, communication and reputation. Ask questions. Review previous projects. Find out how the different contractors do their jobs.</span><b bis_size="{&quot;x&quot;:161,&quot;y&quot;:1343,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:463,&quot;abs_y&quot;:2336}"></b></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1375,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2368}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1377,&quot;w&quot;:634,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2370}">Just a little more investigation before the building starts can make a lot of difference afterwards. The right choice helps to ensure that your pool doesn't become a project you wish you had done differently, but one you'll look back on as a years-long investment in your home.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1449,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2442}"></p>]]> </content:encoded>
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<item>
<title>Custom Office Furniture That Actually Fits Your Work</title>
<link>https://news.bangboxonline.com/custom-office-furniture</link>
<guid>https://news.bangboxonline.com/custom-office-furniture</guid>
<description><![CDATA[ Tired of furniture that almost works? Discover how custom office furniture transforms your workspace — built around how you actually work, not how catalogs think you do. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3248ec23b47.jpg" length="70546" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:13:23 +0500</pubDate>
<dc:creator>Pabitra Giri</dc:creator>
<media:keywords>custom office furniture</media:keywords>
<content:encoded><![CDATA[<p class="font-claude-response-body break-words whitespace-normal"><strong>Why "Close Enough" Furniture Is Costing You More Than You Think</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">There's a particular frustration that a lot of business owners, studio directors, and office managers know well. You walk into a furniture showroom, flip through a catalog, pick something that looks decent, and three months later you're staring at a desk that's two inches too deep, a storage unit that blocks the natural light, and a conference table that seats nine people uncomfortably instead of eight people well.</p>
<p class="font-claude-response-body break-words whitespace-normal">That's the "close enough" tax — and it shows up in ways that go beyond aesthetics. It shows up in productivity, in how your team feels about the space they spend 40-plus hours a week in, and in the message your environment sends to every client who walks through the door.</p>
<p class="font-claude-response-body break-words whitespace-normal">Custom office furniture isn't a luxury. For the organizations that take it seriously, it's a strategic decision.</p>
<hr class="border-border-200 border-t-0.5 my-3 mx-1.5">
<p class="font-claude-response-body break-words whitespace-normal"><strong>The Real Problem With Off-the-Shelf Office Furniture</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">Standard furniture is designed for a hypothetical average space. The problem is, your space isn't average. Your workflow isn't average. Your brand identity definitely isn't average.</p>
<p class="font-claude-response-body break-words whitespace-normal">When you buy from a catalog, you're buying someone else's idea of what a workspace should look like. You're working around the furniture instead of the furniture working for you. You end up with pieces that almost fit, materials that almost match, and a layout that almost makes sense — but doesn't quite land.</p>
<p class="font-claude-response-body break-words whitespace-normal">And it's not just a design problem. It's a practical one. Off-the-shelf solutions often require workarounds — cable management hacks, furniture risers, aftermarket additions — that add cost and complexity without adding value. You spend money twice: once on the furniture, and once trying to make it work.</p>
<p class="font-claude-response-body break-words whitespace-normal"><strong>Custom office furniture</strong> solves this at the root. Instead of adapting your space to fit the furniture, you build furniture that fits your space exactly.</p>
<hr class="border-border-200 border-t-0.5 my-3 mx-1.5">
<p class="font-claude-response-body break-words whitespace-normal"><strong>What Co-Design Actually Means (And Why It Changes Everything)</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">The most impactful custom furniture projects don't start with a mood board. They start with a conversation about behavior.</p>
<p class="font-claude-response-body break-words whitespace-normal">Studio Other, a team of industrial designers and engineers based in Los Angeles with over 25 years of experience, approaches every project through a process they call co-design. That means investigating how end users actually move through, interact with, and experience a space before a single design decision is made.</p>
<p class="font-claude-response-body break-words whitespace-normal">This matters more than most people realize. A desk that looks great in a rendering might fail completely if it doesn't account for how a team collaborates in practice. A reception counter that photographs beautifully might create a bottleneck in the actual flow of your office. Good design that doesn't account for real human behavior isn't good design — it's good decoration.</p>
<p class="font-claude-response-body break-words whitespace-normal">Co-design flips that. It means you're not just approving a look. You're helping define the function, the ergonomics, the flow, and the experience. The result is furniture that feels intuitive because it was literally built around how you work.</p>
<hr class="border-border-200 border-t-0.5 my-3 mx-1.5">
<p class="font-claude-response-body break-words whitespace-normal"><strong>Material Decisions That Actually Matter</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">One of the biggest advantages of going custom is material freedom. You're not limited to what's in stock or what a manufacturer has decided to offer this season.</p>
<p class="font-claude-response-body break-words whitespace-normal">Studio Other works with no material off limits as a foundational principle. Steel, wood, custom textiles, specialty finishes — if you can dream it up, it's fair game. And this isn't just about aesthetics. Material choices affect durability, sustainability, and long-term cost.</p>
<p class="font-claude-response-body break-words whitespace-normal">Steel, for example, has high recycled content and can be recycled at end of life. Powder coating — commonly used in their finishes — emits little to no VOCs, making it a smart choice for indoor air quality. All materials used meet Greenguard certification standards, which means the space your team works in every day isn't quietly working against their health.</p>
<p class="font-claude-response-body break-words whitespace-normal">This level of intentionality is the difference between furniture that looks good on day one and furniture that holds up for a decade.</p>
<p class="font-claude-response-body break-words whitespace-normal">Which brings up the 12-year warranty. Studio Other backs their work with one, and that tells you something about the confidence behind the craftsmanship. When a manufacturer offers that kind of coverage on custom pieces, it's not marketing — it's accountability.</p>
<hr class="border-border-200 border-t-0.5 my-3 mx-1.5">
<p class="font-claude-response-body break-words whitespace-normal"><strong>Scalability: The Part People Don't Think About Until They Need It</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">Here's something that rarely comes up in conversations about <a href="https://www.studioother.com/"><strong>custom office furniture</strong></a> but absolutely should: repeatability.</p>
<p class="font-claude-response-body break-words whitespace-normal">Most people assume custom means one-of-a-kind, which is great for uniqueness but problematic if you need to replicate it. Studio Other's work is fabricated using digital manufacturing programs, which means every design exists as a precise, repeatable specification. If a piece has been built once, it can be built again — accurately, at scale.</p>
<p class="font-claude-response-body break-words whitespace-normal">This is a game-changer for growing companies. A startup that furnishes its first 20-person office with custom pieces can scale to 200 people across multiple locations without starting from scratch. The design library exists. The specs are locked. The brand consistency is maintained.</p>
<p class="font-claude-response-body break-words whitespace-normal">Studio Other has done exactly this for major clients — scaling across 18 states, delivering thousands of seats for companies like Google, Procore, and Boston Consulting Group — while maintaining the same design standards from location to location.</p>
<hr class="border-border-200 border-t-0.5 my-3 mx-1.5">
<p class="font-claude-response-body break-words whitespace-normal"><strong>When to Consider a Custom Desk as Your Anchor Piece</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">If you're not ready to rethink your entire office furniture setup, start with the anchor piece. For most offices, that's the desk — or more specifically, the primary workstation that sets the tone for the rest of the space.</p>
<p class="font-claude-response-body break-words whitespace-normal">A <strong>Custom Desk</strong> designed around your actual needs does something a catalog piece can never do: it reflects your work style, your physical space, and your identity. Cable management that's integrated, not added on. Dimensions that fit your layout without requiring the layout to change. Materials that complement your existing design language rather than fighting it.</p>
<p class="font-claude-response-body break-words whitespace-normal">One well-designed anchor piece has a way of making everything else in a space look more intentional. It raises the bar visually and functionally for everything around it.</p>
<hr class="border-border-200 border-t-0.5 my-3 mx-1.5">
<p class="font-claude-response-body break-words whitespace-normal"><strong>Studios, Creative Agencies, and the Case for Dedicated Studio Furniture</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">Creative environments have specific needs that standard office furniture consistently fails to meet. A design studio doesn't work like a law firm. A production company doesn't need the same workflow infrastructure as a financial services office.</p>
<p class="font-claude-response-body break-words whitespace-normal"><a href="https://www.studioother.com/"><strong>Custom studio office furniture</strong></a> accounts for that. It's built to handle large monitors, dual-screen setups, reference material storage, and the kind of workspace variability that creative professionals actually need. It's designed to support deep focus and spontaneous collaboration — sometimes in the same afternoon.</p>
<p class="font-claude-response-body break-words whitespace-normal">Studio Other has worked with creative and entertainment brands across the US, and the recurring theme is the same: off-the-shelf furniture forces creatives to work around the space. Custom furniture lets the space work for the creative.</p>
<hr class="border-border-200 border-t-0.5 my-3 mx-1.5">
<p class="font-claude-response-body break-words whitespace-normal"><strong>The Long View: Why Custom Pays Off Over Time</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">The upfront cost of custom office furniture is real. Let's not dance around that. It's higher than walking into a big-box furniture store and loading up a cart.</p>
<p class="font-claude-response-body break-words whitespace-normal">But the comparison isn't fair unless you're counting the full cost. Factor in the replacement cycle for lower-quality pieces, the workarounds and additions, the impact on employee morale and client perception, and the cost of eventually replacing what didn't work — and the math shifts significantly.</p>
<p class="font-claude-response-body break-words whitespace-normal">Quality furniture built to precise specifications, backed by a 12-year warranty, made from durable and sustainable materials, designed around how you actually work — that's not an expense. That's an investment with a measurable return.</p>
<hr class="border-border-200 border-t-0.5 my-3 mx-1.5">
<p class="font-claude-response-body break-words whitespace-normal"><strong>Ready to Build Something That Actually Works for You?</strong></p>
<p class="font-claude-response-body break-words whitespace-normal">If your current office furniture is making you work around it instead of with it, it's time for a different approach. Studio Other brings 25+ years of industrial design and engineering expertise to every project — from a single signature piece to a full office build-out across multiple locations.</p>]]> </content:encoded>
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<title>Solar Freezer Market Research Report: Industry Growth and Outlook</title>
<link>https://news.bangboxonline.com/solar-freezer-market-research-report-industry-growth-and-outlook</link>
<guid>https://news.bangboxonline.com/solar-freezer-market-research-report-industry-growth-and-outlook</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="70546" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:10:27 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The global solar freezer market is experiencing significant growth due to the increasing adoption of renewable energy technologies, rising demand for sustainable cooling solutions, and growing need for reliable refrigeration systems in off-grid and remote areas. Solar freezers provide an energy-efficient alternative to conventional refrigeration systems by utilizing solar power, reducing dependency on electricity grids and fossil fuels. These systems are becoming increasingly important across healthcare, residential, commercial, and rural applications where uninterrupted cooling is essential. The global Solar Freezer Market size was valued at<span> </span><strong>USD 10.15 billion in 2023</strong><span> </span>and is projected to grow from<span> </span><strong>USD 10.83 billion in 2024 to USD 17.87 billion by 2031</strong>, exhibiting a<span> </span><strong>CAGR of 7.42% during the forecast period</strong>. Increasing adoption of renewable energy sources and growing demand for off-grid solutions is boosting the expansion of the market.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/solar-freezer-market-434">https://www.kingsresearch.com/solar-freezer-market-434</a> </strong></p>
<p>Solar freezers are designed to operate using solar energy and provide efficient cooling performance even in areas with limited electricity access. The growing focus on reducing carbon emissions, expanding healthcare infrastructure, and increasing investments in clean energy solutions are driving market growth. Manufacturers are continuously developing advanced solar refrigeration technologies with improved energy storage, higher efficiency, and longer operational life to meet the evolving needs of consumers and industries.</p>
<h1>Solar Freezer Market Overview</h1>
<p>A solar freezer is a refrigeration system powered by solar energy, typically using photovoltaic panels to generate electricity for cooling operations. These systems are widely used in locations where traditional power supply is unreliable or unavailable.</p>
<p>Unlike conventional freezers, solar-powered refrigeration solutions offer several environmental and economic benefits. They help reduce electricity costs, minimize carbon emissions, and provide dependable cooling solutions for critical applications such as vaccine storage, food preservation, and medical supply management.</p>
<p>The increasing global focus on renewable energy adoption and sustainable development has accelerated the demand for solar freezer systems across developed and developing regions.</p>
<p><strong>Key factors influencing the solar freezer market growth include:</strong></p>
<ul>
<li>
<p><strong>Growing renewable energy adoption:</strong><span> </span>Governments and industries are increasingly investing in solar-powered technologies to reduce environmental impact.</p>
</li>
<li>
<p><strong>Increasing demand for off-grid refrigeration:</strong><span> </span>Remote regions require reliable cooling solutions without dependence on electricity networks.</p>
</li>
<li>
<p><strong>Expansion of healthcare facilities:</strong><span> </span>Vaccine storage and medical refrigeration applications are increasing demand for solar freezers.</p>
</li>
<li>
<p><strong>Rising food preservation needs:</strong><span> </span>Solar freezers help reduce food waste by enabling efficient cold storage.</p>
</li>
</ul>
<h1>Growth Drivers of Solar Freezer Market</h1>
<h2>Increasing Adoption of Renewable Energy Solutions</h2>
<p>The growing shift toward renewable energy is one of the primary factors driving the solar freezer market. Rising concerns regarding climate change, energy security, and carbon emissions are encouraging governments, businesses, and consumers to adopt clean energy technologies.</p>
<p>Solar freezers utilize solar panels to convert sunlight into electricity, making them an environmentally friendly alternative to traditional refrigeration systems. Their ability to operate independently from conventional power grids makes them particularly valuable in rural and remote locations.</p>
<p>The increasing availability of affordable solar components and advancements in photovoltaic technology are further supporting market expansion.</p>
<h2>Rising Demand for Off-Grid Cooling Solutions</h2>
<p>Many regions across the world face challenges related to electricity availability, especially rural and isolated areas. Solar freezers provide an effective solution by delivering consistent cooling performance without requiring grid connectivity.</p>
<p>These systems are increasingly used in:</p>
<ul>
<li>
<p>Remote villages</p>
</li>
<li>
<p>Agricultural regions</p>
</li>
<li>
<p>Disaster relief areas</p>
</li>
<li>
<p>Mobile healthcare units</p>
</li>
<li>
<p>Outdoor commercial applications</p>
</li>
</ul>
<p>The growing need for reliable refrigeration infrastructure is expected to create new opportunities for solar freezer manufacturers.</p>
<h2>Growing Healthcare Applications</h2>
<p>The healthcare sector is one of the most important contributors to solar freezer market growth. Proper temperature-controlled storage is essential for vaccines, medicines, blood products, and other medical supplies.</p>
<p>Solar freezers help healthcare providers maintain cold chain systems in areas with limited electricity access. This is particularly important for vaccination programs and public health initiatives in developing countries.</p>
<p>Major healthcare applications include:</p>
<ul>
<li>
<p>Vaccine storage</p>
</li>
<li>
<p>Blood banks</p>
</li>
<li>
<p>Medical supply preservation</p>
</li>
<li>
<p>Pharmaceutical refrigeration</p>
</li>
</ul>
<p>Increasing healthcare investments and expanding immunization programs worldwide are expected to boost demand for solar refrigeration solutions.</p>
<h2>Increasing Need for Food Preservation</h2>
<p>Food preservation is another major factor supporting market growth. In regions with unreliable electricity supply, solar freezers help farmers, retailers, and households preserve perishable products for longer periods.</p>
<p>These systems help reduce:</p>
<ul>
<li>
<p>Food spoilage</p>
</li>
<li>
<p>Post-harvest losses</p>
</li>
<li>
<p>Supply chain challenges</p>
</li>
</ul>
<p>The expansion of agriculture and cold storage infrastructure is expected to increase the adoption of solar freezers globally.</p>
<h1>Solar Freezer Market Trends</h1>
<h2>Advancement in Solar Refrigeration Technology</h2>
<p>Manufacturers are focusing on developing advanced solar freezer systems with improved efficiency, durability, and energy management capabilities.</p>
<p>Recent innovations include:</p>
<ul>
<li>
<p>Improved battery storage systems</p>
</li>
<li>
<p>Energy-efficient compressors</p>
</li>
<li>
<p>Smart temperature monitoring</p>
</li>
<li>
<p>Advanced solar panels</p>
</li>
</ul>
<p>These developments are improving system reliability and making solar freezers more suitable for diverse applications.</p>
<h2>Increasing Integration of Smart Features</h2>
<p>Smart technologies are becoming an important trend in the solar freezer industry. Modern systems are being equipped with digital monitoring features that allow users to track temperature, energy consumption, and system performance.</p>
<p>Smart solar freezers provide benefits such as:</p>
<ul>
<li>
<p>Remote monitoring</p>
</li>
<li>
<p>Predictive maintenance</p>
</li>
<li>
<p>Better energy management</p>
</li>
<li>
<p>Improved operational control</p>
</li>
</ul>
<p>The integration of digital solutions is expected to enhance product adoption in commercial and healthcare applications.</p>
<h1>Solar Freezer Market Segmentation Analysis</h1>
<p>The solar freezer market is segmented based on type, capacity, end-user, and region.</p>
<h1>By Type</h1>
<h2>Solar-Battery Based Freezers</h2>
<p>Solar-battery-based freezers use solar panels combined with battery storage systems to maintain cooling operations during periods of low sunlight or nighttime.</p>
<p>These systems offer reliable performance and are widely used in areas where continuous refrigeration is required.</p>
<p>Advantages include:</p>
<ul>
<li>
<p>Stable cooling operation</p>
</li>
<li>
<p>Energy storage capability</p>
</li>
<li>
<p>Suitable for remote locations</p>
</li>
</ul>
<p>The increasing need for uninterrupted refrigeration is supporting growth in this segment.</p>
<h2>Solar-Direct Drive Freezers</h2>
<p>Solar-direct-drive freezers operate directly using solar energy without relying heavily on batteries. These systems store cooling energy rather than electrical energy, improving efficiency.</p>
<p>They are commonly preferred for:</p>
<ul>
<li>
<p>Vaccine storage programs</p>
</li>
<li>
<p>Rural healthcare facilities</p>
</li>
<li>
<p>Low-maintenance applications</p>
</li>
</ul>
<p>The demand for cost-effective and durable refrigeration systems is expected to support segment growth.</p>
<h1>By Capacity</h1>
<h2>Less Than 250 Liter</h2>
<p>Solar freezers with capacity below 250 liters are widely used in small-scale applications such as households, small pharmacies, and rural healthcare centers.</p>
<p>These systems are preferred due to:</p>
<ul>
<li>
<p>Compact design</p>
</li>
<li>
<p>Lower energy requirements</p>
</li>
<li>
<p>Affordable installation</p>
</li>
</ul>
<p>Growing demand for small-scale refrigeration solutions is driving this segment.</p>
<h2>250-500 Liter</h2>
<p>The 250-500 liter segment is expected to witness strong growth due to increasing use in commercial and healthcare applications.</p>
<p>These freezers provide a balance between storage capacity and energy efficiency, making them suitable for:</p>
<ul>
<li>
<p>Clinics</p>
</li>
<li>
<p>Retail stores</p>
</li>
<li>
<p>Small businesses</p>
</li>
<li>
<p>Community healthcare facilities</p>
</li>
</ul>
<h2>More Than 500 Liter</h2>
<p>Large-capacity solar freezers are primarily used in industrial, commercial, and large healthcare applications.</p>
<p>They are suitable for:</p>
<ul>
<li>
<p>Hospitals</p>
</li>
<li>
<p>Large pharmacies</p>
</li>
<li>
<p>Food storage facilities</p>
</li>
</ul>
<p>Increasing demand for large-scale cold storage solutions is contributing to segment expansion.</p>
<h1>By End-User</h1>
<h2>Hospitals &amp; Blood Banks</h2>
<p>Hospitals and blood banks represent a major end-user segment due to the critical requirement for temperature-controlled storage.</p>
<p>Solar freezers provide reliable refrigeration for medical supplies, especially in areas affected by power shortages.</p>
<p>The growth of healthcare infrastructure and emergency medical services is expected to increase demand.</p>
<h2>Pharmacies &amp; Vaccines</h2>
<p>Pharmacies and vaccination centers require dependable refrigeration systems to maintain medicine quality.</p>
<p>Solar freezers help maintain required temperature conditions and support healthcare delivery in remote regions.</p>
<p>Growing vaccination initiatives and pharmaceutical distribution networks are driving adoption.</p>
<h2>Households</h2>
<p>Households are increasingly adopting solar freezers due to rising electricity costs and growing environmental awareness.</p>
<p>These systems are particularly valuable in rural areas where electricity availability is limited.</p>
<p>Benefits include:</p>
<ul>
<li>
<p>Lower energy expenses</p>
</li>
<li>
<p>Sustainable operation</p>
</li>
<li>
<p>Reliable food storage</p>
</li>
</ul>
<h2>Others</h2>
<p>Other applications include agriculture, hospitality, research facilities, and commercial storage.</p>
<p>The increasing need for sustainable refrigeration across various sectors is supporting market growth.</p>
<h1>Regional Analysis of Solar Freezer Market</h1>
<h2>North America</h2>
<p>North America is witnessing increasing adoption of solar freezers due to strong renewable energy investments and growing demand for sustainable technologies.</p>
<p>The region’s focus on energy efficiency and clean energy solutions is supporting market development.</p>
<h2>Europe</h2>
<p>Europe is expected to experience steady growth due to strict environmental regulations and increasing renewable energy adoption.</p>
<p>The region’s emphasis on reducing carbon emissions is encouraging the use of solar-powered refrigeration systems.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is projected to be a major growth region during the forecast period due to rapid population growth, expanding healthcare facilities, and increasing rural electrification initiatives.</p>
<p>Key growth factors include:</p>
<ul>
<li>
<p>Growing renewable energy projects</p>
</li>
<li>
<p>Rising healthcare investments</p>
</li>
<li>
<p>Increasing food storage requirements</p>
</li>
<li>
<p>Expansion of off-grid solutions</p>
</li>
</ul>
<p>Developing economies are increasingly adopting solar freezers to address energy and refrigeration challenges.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are expected to witness significant opportunities due to increasing demand for reliable refrigeration systems in remote areas.</p>
<p>Solar freezers are helping overcome electricity limitations and supporting healthcare and food preservation needs.</p>
<h1>Competitive Landscape</h1>
<p>The solar freezer market includes several manufacturers focusing on innovation, product development, and expansion strategies.</p>
<p>Companies are investing in:</p>
<ul>
<li>
<p>Advanced solar technologies</p>
</li>
<li>
<p>Energy-efficient designs</p>
</li>
<li>
<p>Improved storage solutions</p>
</li>
<li>
<p>Strategic partnerships</p>
</li>
</ul>
<p>The competitive environment is driven by the increasing demand for sustainable refrigeration solutions.</p>
<h1>Future Outlook</h1>
<p>The solar freezer market is expected to witness continuous growth as renewable energy adoption increases worldwide. The rising need for sustainable, affordable, and reliable refrigeration solutions will continue to create opportunities for industry participants.</p>
<p>Future growth opportunities include:</p>
<ul>
<li>
<p>Expansion of rural healthcare infrastructure</p>
</li>
<li>
<p>Increasing solar energy adoption</p>
</li>
<li>
<p>Development of smart refrigeration systems</p>
</li>
<li>
<p>Growth of sustainable cold chain networks</p>
</li>
</ul>
<h1>Conclusion</h1>
<p>The global solar freezer market is expected to expand significantly between 2024 and 2031 due to rising renewable energy adoption, increasing demand for off-grid refrigeration, and growing healthcare and food preservation needs.</p>
<p>Solar freezers are becoming an essential technology for achieving sustainable cooling solutions while reducing energy dependency and environmental impact. With continuous technological advancements and increasing investments in clean energy, the market is positioned for strong future growth.</p>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>
<p><strong>Explore More Articles:</strong></p>
<p><a class="p-url" href="https://itbusinesstoday.com/health-tech/andl-reaches-%c2%a51-billion-after-pre-series-a-round/" rel="bookmark">AndL Reaches ¥1 Billion After Pre-Series A Round</a></p>
<p><a class="p-url" href="https://itbusinesstoday.com/industrial-tech/semiconductorandelectronics/smart-sensors-and-embedded-intelligence-the-future-of-industrial-electronics-worldwide/" rel="bookmark">Smart Sensors and Embedded Intelligence: The Future of Industrial Electronics Worldwide</a></p>]]> </content:encoded>
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<title>Why Everyone Is Interested in Building a Zerodha Clone App in 2026</title>
<link>https://news.bangboxonline.com/why-everyone-is-interested-in-building-a-zerodha-clone-app-in-2026</link>
<guid>https://news.bangboxonline.com/why-everyone-is-interested-in-building-a-zerodha-clone-app-in-2026</guid>
<description><![CDATA[ The increasing interest in building a Zerodha Clone App reflects broader changes occurring throughout the financial technology industry. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32482aa21ae.jpg" length="63487" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:09:42 +0500</pubDate>
<dc:creator>Smith taylor</dc:creator>
<media:keywords>zerodha clone app</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>As millions of users turn to mobile-based investment solutions, entrepreneurs and startups are increasingly exploring opportunities in the online trading sector. The growing interest is not simply about creating another trading application. Businesses are recognizing the long-term potential of digital investment ecosystems that combine convenience, technology, and user engagement. As a result, more entrepreneurs are actively investing in trading platform development than ever before.</span></p>
<h2 dir="ltr"><span>The Digital Investment Boom in 2026</span></h2>
<p dir="ltr"><span>The way people invest has changed dramatically over the last few years. Traditional methods that relied heavily on physical brokers and desktop-based systems are being replaced by mobile-first experiences. Today's investors expect instant access to financial markets, real-time updates, portfolio management tools, and seamless transactions from their smartphones. This shift has created enormous demand for modern digital financial services, making stock trading app development one of the fastest-growing segments in the technology industry. </span></p>
<h2 dir="ltr"><span>Why Zerodha-Inspired Platforms Are Gaining Attention</span></h2>
<p dir="ltr"><span>One of the key reasons behind the popularity of the Zerodha clone app is its proven business model. Modern investors prefer applications that are simple, fast, and easy to navigate. Platforms that provide a streamlined trading experience often attract stronger user engagement compared to traditional investment systems. This approach allows businesses to leverage market demand while building a differentiated product that appeals to modern users.</span></p>
<h2 dir="ltr"><span>Growing Demand for Online Trading Platforms</span></h2>
<p dir="ltr"><span>The popularity of investing applications is creating new opportunities for fintech startups worldwide. An online trading platform enables users to access financial markets from virtually anywhere, removing many of the limitations associated with traditional investing. As internet connectivity improves and financial awareness increases, more individuals are participating in digital investment activities. This expanding user base is one of the primary reasons businesses are investing heavily in trading technology. Companies entering the market today are positioning themselves to benefit from long-term growth in digital investing.</span></p>
<h2 dir="ltr"><span>The Rise of Mobile-First Investing</span></h2>
<p dir="ltr"><span>Mobile technology is transforming the financial services industry. Users increasingly expect investment tools that are available on demand and optimized for smartphones. A modern fintech trading app allows investors to monitor markets, manage portfolios, receive alerts, and access financial insights directly from their mobile devices. Businesses understand that mobile-first experiences are no longer optional; they are a fundamental requirement for success in today's investment ecosystem.</span></p>
<h2 dir="ltr"><span>Faster Market Entry Through Clone-Based Development</span></h2>
<p dir="ltr"><span>Speed is a significant competitive advantage in the fintech industry. Building a trading application entirely from scratch can require substantial resources and extended development timelines. This allows companies to focus more on branding, innovation, and user acquisition rather than spending years building basic infrastructure. In a rapidly evolving market, faster deployment can help businesses capture opportunities before competitors do.</span></p>
<h2 dir="ltr"><span>Expanding Opportunities in Fintech</span></h2>
<p dir="ltr"><span>The global fintech sector continues to attract investment because it addresses real-world financial needs through technology. Businesses entering this space are not limited to stock trading alone. Many platforms are expanding into educational tools, analytics services, portfolio management features, and personalized financial experiences. </span></p>
<h2 dir="ltr"><span>Advanced Technology Is Making Development Easier</span></h2>
<p dir="ltr"><span>Another reason behind the growing popularity of investment applications is the availability of modern technology frameworks. Cloud infrastructure, artificial intelligence, automation tools, and advanced APIs have simplified many aspects of investment platform development. Businesses can now build scalable systems capable of supporting large user communities while maintaining performance and reliability. These technological advancements have significantly lowered barriers to entry compared to previous years. As a result, more startups are entering the market with innovative ideas and modern solutions.</span></p>
<h2 dir="ltr"><span>What Users Expect from Modern Trading Apps</span></h2>
<p dir="ltr"><span>Investor expectations continue to evolve. In 2026, users are looking for more than just market access. They expect features that improve convenience, efficiency, and engagement.</span></p>
<p dir="ltr"><span>Popular capabilities often include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Real-time market information</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Portfolio tracking</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Smart notifications</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Interactive analytics</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Secure account management</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Personalized dashboards</span></p>
</li>
</ul>
<p dir="ltr"><span>A successful digital trading platform combines these elements into a seamless experience that encourages long-term user retention. </span></p>
<h2 dir="ltr"><span>Why Investors Are Interested in Trading Platforms</span></h2>
<p dir="ltr"><span>The investment industry benefits from consistent user engagement because market participants regularly monitor financial activity. This creates opportunities for businesses to develop sustainable products with long-term growth potential. This engagement model makes trading app software particularly attractive to entrepreneurs and investors. The ability to build long-lasting customer relationships is one of the reasons trading platforms continue to attract business interest.</span></p>
<h2 dir="ltr"><span>Future Trends Driving Growth</span></h2>
<p dir="ltr"><span>Artificial intelligence is becoming increasingly important for personalized financial insights and advanced analytics. Automation technologies are helping improve operational efficiency and user experiences. Cloud-native architecture continues to enhance scalability and performance, while blockchain innovation may introduce new opportunities for digital asset integration. Businesses that embrace these technologies early may gain a significant advantage as the fintech industry evolves.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>The increasing interest in building a </span><a href="https://www.beleaftechnologies.com/zerodha-clone-app"><span>Zerodha Clone App</span></a><span> reflects broader changes occurring throughout the financial technology industry. As stock trading app development continues to evolve, companies that focus on user experience, scalability, and innovation will be best positioned to succeed. The growing demand for online trading platform solutions suggests that digital investing will remain one of the most promising opportunities within the fintech sector for years to come.</span></p>
<p></p>]]> </content:encoded>
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<title>Fresh Coffee and Memorable Moments | Best Coffee Shop Franchise in India</title>
<link>https://news.bangboxonline.com/brewtopia</link>
<guid>https://news.bangboxonline.com/brewtopia</guid>
<description><![CDATA[ Fresh Coffee and Memorable Moments | Best Coffee Shop Franchise in India ]]></description>
<enclosure url="" length="63487" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:05:52 +0500</pubDate>
<dc:creator>SEOBrewtopia Coffee</dc:creator>
<media:keywords>best coffee shop franchise  in India</media:keywords>
<content:encoded><![CDATA[<div>Fresh Coffee and Memorable Moments | Best Coffee Shop Franchise in India</div>
<div></div>
<div>Brewtopia Coffee offers a perfect destination for coffee lovers seeking quality, comfort, and great taste. Recognized among the best coffee shop franchise in India, we serve premium beverages crafted with care and passion. Our modern café atmosphere creates the ideal setting for meetings, conversations, and relaxation. Experience the excellence that makes Brewtopia Coffee one of the best coffee shop franchise in India.</div>
<div> <br> https://brewtopiacoffee.in</div>
<div>https://brewtopiacoffee.in</div>
<div>https://brewtopiacoffee.in</div>]]> </content:encoded>
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<title>Biopharma Plastics Market Demand Growth Across Healthcare Applications</title>
<link>https://news.bangboxonline.com/biopharma-plastics-market-demand-growth-across-healthcare-applications</link>
<guid>https://news.bangboxonline.com/biopharma-plastics-market-demand-growth-across-healthcare-applications</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="63487" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:03:42 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Biopharma Plastics Market Overview</h1>
<p>The global biopharma plastics market size was valued at USD 6.02 billion in 2024 and is projected to grow from USD 6.45 billion in 2025 to USD 10.53 billion by 2032, exhibiting a CAGR of 7.23% during the forecast period. The market is experiencing strong growth due to the increasing demand for biopharmaceutical products, advancements in drug manufacturing processes, and rising adoption of single-use plastic solutions across the pharmaceutical and biotechnology industries. The expansion of biologics, vaccines, cell therapies, and personalized medicines has significantly increased the need for safe, reliable, and efficient plastic-based solutions used in healthcare applications.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/report/biopharma-plastics-market-2441">https://www.kingsresearch.com/report/biopharma-plastics-market-2441</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global biopharma plastics market size was valued at USD 6.02 billion in 2024.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 6.45 billion in 2025 to USD 10.53 billion by 2032.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 7.23% during the forecast period (2025-2032).</strong></p>
</li>
<li>
<p><strong>Increasing demand for biopharmaceutical products and advanced healthcare solutions is driving market expansion.</strong></p>
</li>
<li>
<p><strong>Growing adoption of single-use technologies in pharmaceutical manufacturing is boosting demand for biopharma plastics.</strong></p>
</li>
<li>
<p><strong>Rising investments in biotechnology research, vaccine development, and biologics production are creating new growth opportunities.</strong></p>
</li>
<li>
<p><strong>Polyethylene and polypropylene-based materials are widely used due to their durability, flexibility, and chemical resistance.</strong></p>
</li>
<li>
<p><strong>Bioreactor bags and disposable medical containers are witnessing increasing adoption in biopharmaceutical processes.</strong></p>
</li>
<li>
<p><strong>North America dominates the market due to strong biotechnology infrastructure and healthcare investments.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to witness significant growth due to expanding pharmaceutical manufacturing capabilities.</strong></p>
</li>
</ul>
<p>Biopharma plastics refer to specialized plastic materials designed for use in pharmaceutical and biotechnology applications. These materials are manufactured to meet strict quality, safety, and regulatory requirements. They are widely used in biopharmaceutical manufacturing equipment, laboratory products, drug delivery systems, protective solutions, and medical packaging.</p>
<p>The growing focus on improving manufacturing efficiency and reducing contamination risks has accelerated the adoption of disposable plastic systems. Unlike traditional stainless-steel equipment, single-use plastic solutions provide advantages such as lower operational costs, reduced cleaning requirements, and faster production cycles. As pharmaceutical companies continue to modernize manufacturing facilities, demand for high-performance biopharma plastics is expected to increase.</p>
<p>The biopharmaceutical industry has witnessed rapid transformation due to advancements in biotechnology and increasing demand for innovative therapies. Biologics, including monoclonal antibodies, recombinant proteins, and vaccines, require highly controlled manufacturing environments. Biopharma plastics play a crucial role in maintaining product integrity by offering sterile, contamination-resistant, and lightweight solutions.</p>
<hr>
<h1><strong>Market Growth Drivers</strong></h1>
<h2>Rising Demand for Biopharmaceutical Products</h2>
<p>One of the major factors supporting the growth of the biopharma plastics market is the increasing demand for biopharmaceutical products. The healthcare industry is shifting toward advanced therapies that provide targeted treatment options for complex diseases.</p>
<p>Biologics and biosimilars require specialized manufacturing processes involving disposable components, storage systems, and fluid handling solutions. Biopharma plastics are widely used in these applications because they offer excellent compatibility with sensitive biological materials.</p>
<p>The growing prevalence of chronic diseases, increasing healthcare spending, and rising demand for advanced medicines are encouraging pharmaceutical manufacturers to expand production capacities. This expansion is directly contributing to increased consumption of biopharma plastic products.</p>
<h2>Growing Adoption of Single-Use Technologies</h2>
<p>Single-use technologies have become an important trend in pharmaceutical manufacturing. These systems include disposable bags, containers, tubing, filters, and bioreactor components made from advanced plastics.</p>
<p>Single-use solutions help manufacturers reduce contamination risks, improve operational flexibility, and minimize maintenance requirements. They also enable faster production changeovers, making them highly beneficial for facilities producing multiple types of biologic products.</p>
<p>The increasing preference for flexible manufacturing processes is expected to further accelerate the adoption of single-use biopharma plastics.</p>
<h2>Expansion of Biotechnology and Pharmaceutical Industries</h2>
<p>The rapid expansion of biotechnology companies and pharmaceutical manufacturing facilities is another major growth driver. Increasing research activities in areas such as gene therapy, cell therapy, and vaccine development are creating strong demand for specialized plastic materials.</p>
<p>Governments and private organizations worldwide are investing heavily in healthcare infrastructure and pharmaceutical innovation. These investments are supporting the development of advanced manufacturing systems that rely on biopharma plastics.</p>
<hr>
<h1><strong>Market Trends</strong></h1>
<h2>Increasing Use of Sustainable Biopharma Plastics</h2>
<p>Sustainability is becoming an important focus area within the pharmaceutical industry. Manufacturers are exploring environmentally friendly plastic materials that maintain performance while reducing environmental impact.</p>
<p>Companies are investing in recyclable materials, bio-based polymers, and improved waste management strategies. The development of sustainable biopharma plastics is expected to become a major trend in the coming years.</p>
<h2>Growth of Disposable Manufacturing Solutions</h2>
<p>Disposable manufacturing solutions are increasingly replacing traditional reusable systems. Pharmaceutical companies prefer single-use technologies because they provide greater flexibility and reduce the risk of cross-contamination.</p>
<p>Disposable solutions also require less water and energy consumption compared to traditional cleaning-intensive manufacturing processes. This trend is expected to significantly influence market growth.</p>
<h2>Advancements in Polymer Technology</h2>
<p>Continuous innovation in polymer science is improving the performance of biopharma plastics. Manufacturers are developing advanced materials with better chemical resistance, temperature stability, durability, and sterilization capabilities.</p>
<p>These advancements are enabling plastics to be used in more complex pharmaceutical applications, expanding their market potential.</p>
<hr>
<h1><strong>Segmentation Analysis</strong></h1>
<h2>By Polymer</h2>
<h3>Polyethylene</h3>
<p>Polyethylene is one of the most commonly used polymers in biopharmaceutical applications. It offers excellent flexibility, chemical resistance, and durability, making it suitable for containers, tubing, and packaging solutions.</p>
<p>Its lightweight nature and compatibility with various pharmaceutical processes contribute to its widespread adoption.</p>
<h3>Acrylonitrile Butadiene Styrene (ABS)</h3>
<p>ABS is valued for its strength, rigidity, and impact resistance. It is commonly used in laboratory equipment, medical devices, and protective components.</p>
<p>The growing need for durable medical equipment and pharmaceutical tools is supporting demand for ABS-based solutions.</p>
<h3>Polypropylene</h3>
<p>Polypropylene is widely used due to its high chemical resistance, thermal stability, and sterilization compatibility. It is commonly used in syringes, containers, laboratory products, and disposable medical components.</p>
<p>The increasing adoption of single-use systems is driving growth in polypropylene applications.</p>
<h3>Polyethylene Terephthalate (PET)</h3>
<p>PET is widely used in pharmaceutical packaging due to its strength, clarity, and barrier properties. It helps protect sensitive pharmaceutical products from external contamination.</p>
<p>Increasing demand for safe and efficient packaging solutions is supporting PET adoption.</p>
<h3>Polyvinyl Chloride (PVC)</h3>
<p>PVC is used in various medical and pharmaceutical applications due to its flexibility and cost-effectiveness. It is commonly found in tubing, bags, and fluid management systems.</p>
<p>Despite growing sustainability concerns, PVC continues to hold importance in specific healthcare applications.</p>
<h3>Polytetrafluoroethylene (PTFE)</h3>
<p>PTFE offers exceptional chemical resistance and temperature stability. It is used in specialized pharmaceutical applications where durability and performance are critical.</p>
<p>The demand for high-performance materials is supporting PTFE usage.</p>
<h3>Others</h3>
<p>Other polymers include advanced materials developed for specific pharmaceutical requirements. These materials continue to gain attention as manufacturers seek customized solutions.</p>
<hr>
<h1>By Application</h1>
<h2>Bioreactor Bags</h2>
<p>Bioreactor bags represent a significant application segment in the biopharma plastics market. These disposable bags are widely used in cell culture and biologics manufacturing processes.</p>
<p>They provide sterile environments and reduce contamination risks during production. The growing demand for vaccines, cell therapies, and biologic drugs is driving increased adoption of bioreactor bags.</p>
<h2>Containers</h2>
<p>Biopharma plastic containers are essential for storing and transporting pharmaceutical materials. They are designed to maintain product quality and prevent contamination.</p>
<p>The expansion of pharmaceutical supply chains and increasing demand for safe packaging solutions are contributing to segment growth.</p>
<h2>Protective Wear</h2>
<p>Protective wear made from specialized plastics plays a critical role in maintaining sterile manufacturing environments. Gloves, protective clothing, and safety equipment help protect products and workers.</p>
<p>Increasing focus on healthcare safety standards is supporting demand for protective plastic solutions.</p>
<h2>Syringes</h2>
<p>Plastic syringes are widely used for drug administration and vaccine delivery. Their lightweight design, safety features, and cost efficiency make them essential medical products.</p>
<p>The growing number of vaccination programs and injectable therapies is driving demand for plastic syringe solutions.</p>
<hr>
<h1><strong>Regional Analysis</strong></h1>
<h2>North America</h2>
<p>North America holds a significant share of the global biopharma plastics market due to its advanced healthcare infrastructure and strong biotechnology industry.</p>
<p>The presence of leading pharmaceutical manufacturers, increasing research activities, and high adoption of innovative manufacturing technologies support regional growth.</p>
<h2>Europe</h2>
<p>Europe is experiencing steady growth due to increasing investments in pharmaceutical innovation and healthcare modernization.</p>
<p>The region’s focus on quality standards, sustainability, and advanced medical manufacturing is encouraging adoption of biopharma plastics.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness substantial growth during the forecast period. Countries such as China, India, Japan, and South Korea are expanding pharmaceutical manufacturing capabilities.</p>
<p>Rising healthcare expenditure, growing biotechnology research, and increasing demand for affordable medicines are supporting regional market expansion.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>Latin America is witnessing increasing demand due to improving healthcare infrastructure and pharmaceutical development.</p>
<p>The Middle East &amp; Africa region is also expected to grow as governments invest in healthcare systems and medical manufacturing capabilities.</p>
<hr>
<h1><strong>Competitive Landscape</strong></h1>
<p>The biopharma plastics market is characterized by continuous product innovation, strategic partnerships, and investments in advanced materials. Leading companies are focusing on developing high-performance polymers that meet strict pharmaceutical standards.</p>
<p>Market participants are expanding their product portfolios to include sustainable plastics, advanced single-use solutions, and customized pharmaceutical components.</p>
<p>Companies are also investing in research and development to improve material safety, compatibility, and manufacturing efficiency. Collaboration between polymer manufacturers and pharmaceutical companies is expected to accelerate innovation.</p>
<hr>
<h1><strong>Future Outlook</strong></h1>
<p>The future of the biopharma plastics market appears highly promising as the pharmaceutical industry continues to expand and adopt advanced manufacturing technologies. Rising demand for biologics, vaccines, and personalized medicines will continue to drive the need for reliable plastic solutions.</p>
<p>The increasing adoption of single-use systems, sustainable materials, and advanced polymer technologies will create new growth opportunities. As pharmaceutical companies focus on improving efficiency, reducing contamination risks, and enhancing production flexibility, biopharma plastics will remain a critical component of modern healthcare manufacturing.</p>
<p>The market is expected to experience strong growth through 2032, supported by technological advancements, increasing healthcare investments, and the ongoing evolution of the biotechnology sector.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>
<p><strong>Explore More Articles:</strong></p>
<p><a class="p-url" href="https://itbusinesstoday.com/tech/cybersecurity/sj-launches-advanced-ransomware-protection-tool/" rel="bookmark">S&amp;J Launches Advanced Ransomware Protection Tool</a></p>
<p><a class="p-url" href="https://itbusinesstoday.com/industrial-tech/aerospace/japans-commercial-space-expansion-satellite-networks-data-and-the-new-space-economy/" rel="bookmark">Japan’s Commercial Space Expansion: Satellite Networks, Data, and the New Space Economy</a></p>]]> </content:encoded>
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<title>letter envelope: The Secret Weapon for Powerful Brand Impressions</title>
<link>https://news.bangboxonline.com/letter-envelope-the-secret-weapon-for-powerful-brand-impressions</link>
<guid>https://news.bangboxonline.com/letter-envelope-the-secret-weapon-for-powerful-brand-impressions</guid>
<description><![CDATA[ Explore a wide range of letter envelope options perfect for office school or personal use Choose from different sizes colors and materials to protect and organize your letters efficiently and stylishly ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a32465d4fd7d.jpg" length="75604" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:01:58 +0500</pubDate>
<dc:creator>Landmark print-2</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In a world overflowing with digital messages and endless advertisements, businesses need tangible marketing tools that command attention instantly. This is where professionally designed printed materials create an unforgettable impact. Whether you are sending invoices, promotional offers, invitations, or corporate documents, the presentation matters just as much as the content inside. With the expertise of Landmark Print, businesses can transform ordinary communication into a memorable branding experience that leaves a lasting impression on every recipient.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Every Business Needs a letter envelope That Stands Out<o:p></o:p></b></p>
<p class="MsoNormal">Customers make judgments within seconds. A poorly designed package can make even important documents look ordinary, while elegant presentation instantly increases credibility. A premium <b><a href="https://landmarkprint.sg/product-category/envelope-printing/">letter envelope</a></b> communicates professionalism, trust, and attention to detail. It tells recipients that your company values quality and takes every interaction seriously.<o:p></o:p></p>
<p class="MsoNormal">Businesses that invest in exceptional printing solutions often enjoy higher customer engagement and stronger brand recognition. Every document delivered becomes an opportunity to reinforce your company identity and create a memorable customer experience.<o:p></o:p></p>
<p class="MsoNormal"><b>The Hidden Power of Professional Printing<o:p></o:p></b></p>
<p class="MsoNormal">Printed materials are not just office supplies; they are silent sales representatives working for your business every day. A beautifully crafted envelope can spark curiosity and encourage recipients to open and engage with the content inside.<o:p></o:p></p>
<p class="MsoNormal">If your competitors are relying on generic packaging, this is your chance to stand apart. Your business deserves materials that capture attention immediately and demonstrate your commitment to excellence. There has never been a better time to print that now and elevate your brand above the competition.<o:p></o:p></p>
<p class="MsoNormal"><b>Build Trust Before the Envelope Is Even Opened<o:p></o:p></b></p>
<p class="MsoNormal">Trust is one of the most valuable assets a company can possess. Customers are more likely to engage with businesses that appear polished and professional. Quality printing reflects reliability and creates confidence even before the document inside is revealed.<o:p></o:p></p>
<p class="MsoNormal">When every detail is carefully considered, recipients feel they are dealing with an organization that values excellence. This small but powerful branding element can influence purchasing decisions, strengthen relationships, and improve customer retention in ways many businesses underestimate.<o:p></o:p></p>
<p class="MsoNormal"><b>A Smart Investment With Long-Term Rewards<o:p></o:p></b></p>
<p class="MsoNormal">Marketing budgets are often spent on expensive campaigns that disappear within days. Professionally printed materials, however, continue delivering value with every interaction. They provide a cost-effective method of promoting your brand repeatedly without requiring additional advertising expenses.<o:p></o:p></p>
<p class="MsoNormal">Businesses looking for sustainable marketing solutions are increasingly turning to <b><a href="https://landmarkprint.sg/">Landmark Print</a></b> because professionally printed products combine functionality with branding power. Every item distributed becomes a subtle but effective marketing tool that continuously reinforces your company's identity.<o:p></o:p></p>
<p class="MsoNormal"><b>Create Excitement Around Every Delivery<o:p></o:p></b></p>
<p class="MsoNormal">People naturally respond to presentation. Attractive and professionally designed packaging creates anticipation and encourages engagement. It transforms routine communication into an experience that feels important and valuable.<o:p></o:p></p>
<p class="MsoNormal">This is the perfect opportunity to <b><a href="https://landmarkprint.sg/">print that now</a></b> and give your business communications a premium edge. Companies that prioritize presentation frequently enjoy increased customer attention and improved perceptions of their products and services.<o:p></o:p></p>
<p class="MsoNormal"><b>Custom Printing That Reflects Your Identity<o:p></o:p></b></p>
<p class="MsoNormal">Every brand has its own personality and story. Standard designs rarely communicate what makes a business unique. Custom printing allows companies to showcase their professionalism, creativity, and commitment to quality in a way that generic materials simply cannot achieve.<o:p></o:p></p>
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<title>Agentic AI Training in Gurgaon: Learn Autonomous AI Systems from Scratch</title>
<link>https://news.bangboxonline.com/Agentic-AI-Training-in-Gurgaon</link>
<guid>https://news.bangboxonline.com/Agentic-AI-Training-in-Gurgaon</guid>
<description><![CDATA[ Join the Agentic AI Training in Gurgaon at Gyansetu and learn how to build autonomous AI systems from scratch. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3245e1defb7.jpg" length="107731" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 12:00:25 +0500</pubDate>
<dc:creator>Gyan Setu</dc:creator>
<media:keywords>Agentic AI Training in Gurgaon</media:keywords>
<content:encoded><![CDATA[<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1005}">Artificial Intelligence is no longer limited to answering questions, generating content, or performing simple automated tasks. A new generation of AI systems is changing the way businesses operate by enabling machines to plan, reason, make decisions, and complete tasks with minimal human intervention. This advancement is known as Agentic AI.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:88,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1079}">As organizations continue to invest in AI-powered automation, the demand for professionals who understand Agentic AI is growing rapidly. Companies are looking for individuals who can build intelligent AI agents capable of handling complex workflows, interacting with different tools, and solving real-world problems independently.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:162,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1153}">If you want to stay ahead in the rapidly evolving technology landscape, enrolling in an <a href="https://www.gyansetu.in/agentic-ai-training-in-gurgaon/" bis_size="{&quot;x&quot;:540,&quot;y&quot;:163,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:841,&quot;abs_y&quot;:1154}"><strong bis_size="{&quot;x&quot;:540,&quot;y&quot;:163,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:841,&quot;abs_y&quot;:1154}">Agentic AI Training in Gurgaon</strong></a> can be a valuable step toward building future-ready skills. At Gyansetu, we focus on practical learning that helps students understand Agentic AI concepts and apply them to real business scenarios.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:239,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1230}">What is Agentic AI?</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:276,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1267}">Agentic AI refers to AI systems that can perform tasks autonomously by making decisions, planning actions, and executing workflows to achieve specific goals. Unlike traditional AI models that respond only when prompted, agentic systems can take initiative, evaluate situations, and perform multiple actions to complete tasks.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:350,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1341}">For example, an AI agent can:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:384,&quot;w&quot;:806,&quot;h&quot;:224,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1375}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:384,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1375}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:384,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1375}">Analyze data from multiple sources</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:418,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1409}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:418,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1409}">Generate reports automatically</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:452,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1443}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:452,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1443}">Schedule meetings</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:486,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1477}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:486,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1477}">Send emails</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:520,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1511}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:520,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1511}">Manage customer interactions</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:554,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1545}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:554,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1545}">Perform research tasks</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:588,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1579}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:588,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1579}">Monitor workflows and provide recommendations</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:622,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1613}">These capabilities make Agentic AI one of the most exciting areas within artificial intelligence today.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:660,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1651}">Why Agentic AI is Gaining Popularity</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:697,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1688}">Businesses are constantly looking for ways to improve productivity and reduce manual effort. Agentic AI helps organizations automate complex processes that traditionally required significant human involvement.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:751,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1742}">Some reasons for its growing popularity include:</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:788,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1779}">Improved Efficiency</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:824,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1815}">AI agents can complete repetitive and time-consuming tasks faster than manual processes.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:860,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1851}">Better Decision Support</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:897,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1888}">Agentic systems can analyze large volumes of information and provide valuable recommendations.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:933,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1924}">Reduced Operational Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:969,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1960}">Organizations can automate routine activities, allowing employees to focus on higher-value work.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1006,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1997}">Scalability</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1042,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2033}">AI agents can manage increasing workloads without requiring significant additional resources.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1076,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2067}">As more companies adopt intelligent automation, the demand for professionals with Agentic AI expertise continues to rise.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1114,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2105}">Why Choose Agentic AI Training in Gurgaon?</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1151,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2142}">Gurgaon has established itself as one of India's leading technology and business centers. The city is home to multinational corporations, technology firms, startups, and consulting organizations that actively invest in artificial intelligence and automation technologies.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1225,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2216}">Pursuing <strong bis_size="{&quot;x&quot;:67,&quot;y&quot;:1227,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:368,&quot;abs_y&quot;:2218}">Agentic AI Training in Gurgaon</strong> offers several advantages:</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1261,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2252}">Access to Emerging Technology Trends</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1298,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2289}">Learners gain exposure to some of the latest developments in AI and automation.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1334,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2325}">Strong Career Opportunities</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1371,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2362}">Many organizations in Gurgaon are actively hiring professionals with AI-related skills.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1407,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2398}">Industry-Relevant Learning</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1443,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2434}">Training programs often focus on practical applications that align with current business needs.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1480,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2471}">Professional Networking</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1516,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2507}">Students can interact with trainers, technology professionals, and fellow learners interested in AI and automation.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1553,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2544}">What You Will Learn in Agentic AI Training</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1591,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2582}">At Gyansetu, our <strong bis_size="{&quot;x&quot;:116,&quot;y&quot;:1593,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:417,&quot;abs_y&quot;:2584}">Agentic AI Training</strong> program is designed to help learners understand both the theoretical and practical aspects of autonomous AI systems.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1647,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2638}">Introduction to Artificial Intelligence</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1684,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2675}">Students begin with a strong foundation in AI concepts, including:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1718,&quot;w&quot;:806,&quot;h&quot;:156,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2709}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1718,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2709}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1718,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2709}">Fundamentals of Artificial Intelligence</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1752,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2743}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1752,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2743}">Machine Learning basics</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1786,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2777}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1786,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2777}">Natural Language Processing</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1820,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2811}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1820,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2811}">Large Language Models (LLMs)</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1854,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2845}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1854,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2845}">AI applications across industries</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1888,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2879}">Understanding these concepts helps learners grasp the technology behind intelligent agents.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1924,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2915}">Understanding Agentic AI Architecture</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1960,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2951}">Students learn how autonomous AI systems are structured and how they operate.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1994,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2985}">Topics include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2028,&quot;w&quot;:806,&quot;h&quot;:190,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3019}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2028,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3019}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2028,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3019}">AI agents and their components</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2062,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3053}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2062,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3053}">Goal-oriented behavior</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2096,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3087}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2096,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3087}">Decision-making processes</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2130,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3121}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2130,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3121}">Memory systems</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2164,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3155}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2164,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3155}">Planning mechanisms</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2198,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3189}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2198,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3189}">Agent communication frameworks</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2232,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3223}">This module provides a clear understanding of how AI agents function in real-world environments.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2269,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3260}">Large Language Models and AI Agents</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2305,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3296}">Large Language Models serve as the foundation for many modern AI agents.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2339,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3330}">Students learn:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2373,&quot;w&quot;:806,&quot;h&quot;:156,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3364}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2373,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3364}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2373,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3364}">Prompt engineering</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2407,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3398}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2407,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3398}">Context management</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2441,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3432}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2441,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3432}">AI reasoning techniques</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2475,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3466}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2475,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3466}">Multi-step problem solving</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2509,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3500}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2509,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3500}">Agent interactions with LLMs</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2543,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3534}">These skills are essential for building effective autonomous systems.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2580,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3571}">Agent Development Frameworks</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2616,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3607}">Modern AI development relies on specialized frameworks that simplify agent creation.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2650,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3641}">Training covers:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2684,&quot;w&quot;:806,&quot;h&quot;:156,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3675}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2684,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3675}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2684,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3675}">LangChain</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2718,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3709}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2718,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3709}">LangGraph</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2752,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3743}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2752,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3743}">CrewAI</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2786,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3777}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2786,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3777}">AutoGen</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2820,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3811}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2820,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3811}">Open-source AI frameworks</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2854,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3845}">These tools help developers create intelligent agents capable of performing complex tasks.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2890,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3881}">Workflow Automation</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2927,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3918}">One of the most valuable capabilities of Agentic AI is automation.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2961,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3952}">Students learn how to:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2995,&quot;w&quot;:806,&quot;h&quot;:156,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3986}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2995,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3986}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2995,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3986}">Design automated workflows</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3029,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4020}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3029,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4020}">Connect multiple systems</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3063,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4054}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3063,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4054}">Create task execution pipelines</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3097,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4088}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3097,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4088}">Integrate APIs and external tools</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3131,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4122}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3131,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4122}">Build business automation solutions</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3165,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4156}">This practical knowledge helps learners understand how AI can improve organizational efficiency.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3201,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4192}">Memory and Context Management</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3237,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4228}">Advanced AI agents require memory to maintain context and improve decision-making.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3271,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4262}">Topics include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3305,&quot;w&quot;:806,&quot;h&quot;:156,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4296}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3305,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4296}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3305,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4296}">Short-term memory systems</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3339,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4330}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3339,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4330}">Long-term memory architectures</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3373,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4364}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3373,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4364}">Context retention</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3407,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4398}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3407,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4398}">Knowledge retrieval</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3441,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4432}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3441,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4432}">Information management</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3475,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4466}">These concepts help create more intelligent and reliable AI agents.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3513,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4504}">Hands-On Projects for Real Learning</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3550,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4541}">At Gyansetu, practical learning is an important part of our <strong bis_size="{&quot;x&quot;:365,&quot;y&quot;:3552,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:666,&quot;abs_y&quot;:4543}">Agentic AI Training in Gurgaon</strong>.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3584,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4575}">Students work on projects that simulate real business use cases, such as:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3618,&quot;w&quot;:806,&quot;h&quot;:190,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4609}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3618,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4609}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3618,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4609}">AI-powered research assistants</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3652,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4643}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3652,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4643}">Customer support agents</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3686,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4677}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3686,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4677}">Business process automation systems</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3720,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4711}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3720,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4711}">Content generation assistants</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3754,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4745}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3754,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4745}">Data analysis agents</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3788,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4779}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3788,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4779}">Knowledge management systems</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3822,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4813}">These projects help learners apply theoretical concepts to practical scenarios and build confidence in developing AI solutions.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3860,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4851}">Who Should Join Agentic AI Training?</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3897,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4888}">One of the advantages of Agentic AI is that it attracts learners from diverse backgrounds.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3933,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4924}">Students</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3970,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4961}">Students interested in artificial intelligence and emerging technologies can build valuable future-focused skills.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4006,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4997}">Fresh Graduates</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4043,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5034}">Graduates seeking careers in AI, machine learning, or software development can gain a competitive advantage.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4079,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5070}">Software Developers</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4115,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5106}">Developers can expand their expertise by learning how to build intelligent autonomous systems.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4152,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5143}">Data Professionals</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4188,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5179}">Data analysts and data scientists can use Agentic AI to automate analysis and reporting processes.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4224,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5215}">Working Professionals</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4261,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5252}">Individuals involved in technology, operations, consulting, and automation can benefit from understanding AI-driven workflows.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4298,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5289}">Career Opportunities After Agentic AI Training</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4336,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5327}">The growing adoption of AI technologies has created numerous career opportunities.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4370,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5361}">After completing <a href="https://www.gyansetu.in/agentic-ai-course/"><strong bis_size="{&quot;x&quot;:113,&quot;y&quot;:4371,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:414,&quot;abs_y&quot;:5362}">Agentic AI Training</strong></a>, learners may pursue roles such as:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4404,&quot;w&quot;:806,&quot;h&quot;:258,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5395}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4404,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5395}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4404,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5395}">AI Agent Developer</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4438,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5429}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4438,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5429}">Generative AI Engineer</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4472,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5463}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4472,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5463}">AI Solutions Developer</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4506,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5497}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4506,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5497}">Machine Learning Engineer</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4540,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5531}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4540,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5531}">Automation Specialist</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4574,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5565}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4574,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5565}">AI Consultant</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4608,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5599}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4608,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5599}">Intelligent Systems Developer</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4642,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5633}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4642,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5633}">AI Product Specialist</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4676,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5667}">As organizations continue integrating AI into business operations, professionals with Agentic AI skills are expected to remain in high demand.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4733,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5724}">Skills You Gain Through Agentic AI Training</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4771,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5762}">A professional <strong bis_size="{&quot;x&quot;:99,&quot;y&quot;:4772,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:400,&quot;abs_y&quot;:5763}">Agentic AI Training</strong> program helps learners build several valuable skills, including:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4805,&quot;w&quot;:806,&quot;h&quot;:292,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5796}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4805,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5796}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4805,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5796}">AI agent development</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4839,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5830}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4839,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5830}">Workflow automation</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4873,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5864}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4873,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5864}">Prompt engineering</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4907,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5898}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4907,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5898}">AI reasoning techniques</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4941,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5932}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4941,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5932}">System integration</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4975,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5966}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4975,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5966}">Problem-solving</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:5009,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6000}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:5009,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6000}">API integration</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:5043,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6034}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:5043,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6034}">Large Language Model implementation</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:5077,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6068}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:5077,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6068}">Intelligent process automation</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5111,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6102}">These skills can be applied across industries and technology domains.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5148,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6139}">Why Choose Gyansetu for Agentic AI Training?</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5185,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6176}">At Gyansetu, we believe effective learning comes from combining strong concepts with practical application.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5222,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6213}">Industry-Focused Curriculum</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5258,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6249}">Our curriculum covers current tools, frameworks, and technologies used in modern AI development.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5295,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6286}">Practical Projects</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5331,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6322}">Students gain hands-on experience by working on real-world AI applications.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5367,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6358}">Experienced Trainers</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5404,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6395}">Learn from professionals with experience in artificial intelligence, automation, and software development.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5440,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6431}">Interactive Learning Environment</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5476,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6467}">Our sessions encourage active participation, helping students strengthen their understanding and problem-solving abilities.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5513,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6504}">Career Guidance</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5549,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6540}">We assist learners with resume preparation, interview discussions, and career development support.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5587,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6578}">Future Scope of Agentic AI</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5624,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6615}">Agentic AI is expected to play a significant role in the future of technology and business operations. Organizations are increasingly adopting AI systems capable of independent decision-making and task execution.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5678,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6669}">Industries such as healthcare, finance, retail, manufacturing, customer service, logistics, and education are already investing in AI-powered automation.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5732,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6723}">Professionals who gain expertise in Agentic AI today will be well-positioned to contribute to the next generation of intelligent systems and digital transformation initiatives.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5789,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6780}">Conclusion</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5827,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6818}">The future of artificial intelligence is moving beyond simple automation toward intelligent systems that can think, plan, and act independently. Agentic AI represents a major step in this evolution, creating exciting opportunities for professionals who want to build advanced AI solutions.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5901,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6892}">A comprehensive <strong bis_size="{&quot;x&quot;:119,&quot;y&quot;:5902,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:420,&quot;abs_y&quot;:6893}">Agentic AI Training in Gurgaon</strong> can help you understand the concepts, tools, and frameworks required to develop autonomous AI systems from scratch. Whether you are a student, graduate, developer, or working professional, learning Agentic AI can strengthen your skills and open doors to emerging career opportunities.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5975,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6966}">At <a href="https://www.gyansetu.in/">Gyansetu</a>, our <strong bis_size="{&quot;x&quot;:116,&quot;y&quot;:5976,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:417,&quot;abs_y&quot;:6967}">Agentic AI Training</strong> program combines practical learning, real-world projects, and industry-relevant knowledge to help learners build confidence and become capable AI professionals ready for the future.</p>]]> </content:encoded>
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<title>Dolutegravir Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook</title>
<link>https://news.bangboxonline.com/Dolutegravir-Price</link>
<guid>https://news.bangboxonline.com/Dolutegravir-Price</guid>
<description><![CDATA[ Dolutegravir Price ]]></description>
<enclosure url="" length="107731" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 11:55:32 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Dolutegravir Price</media:keywords>
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<p dir="ltr"><span><img 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" width="624" height="416"></span></p>
<p dir="ltr"><a href="https://www.chemanalyst.com/Pricing-data/dolutegravir-1534"><span>According to ChemAnalyst Dolutegravir Price</span></a><span> trend in 2026 is expected to remain significantly influenced by pharmaceutical manufacturing activity, active pharmaceutical ingredient (API) production costs, raw material availability, healthcare demand, regulatory requirements, and global supply chain developments. Dolutegravir is a widely used antiretroviral medication and an important active pharmaceutical ingredient utilized in the treatment of HIV infections. As healthcare systems worldwide continue expanding access to antiviral therapies and governments strengthen public health programs, the </span><span>Dolutegravir Price</span><span> is expected to remain a key market indicator for pharmaceutical manufacturers, suppliers, procurement specialists, and healthcare stakeholders throughout 2026.</span></p>
<h2 dir="ltr"><span>Overview of the Dolutegravir Market</span></h2>
<p dir="ltr"><span>Dolutegravir belongs to the integrase strand transfer inhibitor (INSTI) class of antiretroviral drugs and plays a vital role in modern HIV treatment regimens. Due to its effectiveness, favorable safety profile, and widespread adoption in treatment protocols, Dolutegravir has become one of the most important pharmaceutical compounds in the global healthcare industry.</span></p>
<p dir="ltr"><span>Major applications of Dolutegravir include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Antiretroviral therapy formulations</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>HIV treatment products</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Combination drug formulations</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Generic pharmaceutical manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Public healthcare programs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Hospital pharmaceutical supplies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Specialty pharmaceutical products</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Global healthcare initiatives</span></p>
</li>
</ul>
<p dir="ltr"><span>The increasing demand for effective HIV treatment solutions continues to support the growth of the </span><span>Dolutegravir Trend Market</span><span> globally.</span></p>
<h2 dir="ltr"><span>Global Dolutegravir Price Trend Analysis</span></h2>
<p dir="ltr"><span>The global </span><span>Dolutegravir Trend Price</span><span> has experienced fluctuations due to changes in raw material costs, pharmaceutical production activity, healthcare demand, regulatory compliance requirements, and international trade conditions.</span></p>
<p dir="ltr"><span>Several factors influencing market performance include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>API manufacturing costs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pharmaceutical industry demand</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Raw material availability</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Regulatory approvals</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Supply chain efficiency</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Transportation expenses</span></p>
</li>
</ul>
<p dir="ltr"><span>In 2026, the </span><span>Dolutegravir Price</span><span> is expected to remain influenced by the balance between expanding healthcare demand and manufacturing economics.</span></p>
<h2 dir="ltr"><span>Key Factors Influencing Dolutegravir Price</span></h2>
<h3 dir="ltr"><span>Raw Material Availability</span></h3>
<p dir="ltr"><span>Raw material procurement remains one of the most important factors affecting the </span><span>Dolutegravir Price</span><span>.</span></p>
<p dir="ltr"><span>The manufacturing process depends on:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pharmaceutical intermediates</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Specialty chemicals</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Solvents</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reagents</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Processing materials</span></p>
</li>
</ul>
<p dir="ltr"><span>Changes in raw material availability and costs can directly impact production expenses and market pricing.</span></p>
<h3 dir="ltr"><span>Pharmaceutical Manufacturing Costs</span></h3>
<p dir="ltr"><span>Dolutegravir production requires advanced pharmaceutical manufacturing infrastructure and stringent quality control systems.</span></p>
<p dir="ltr"><span>Major cost components include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Production equipment</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Energy consumption</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Skilled workforce</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Quality assurance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Regulatory compliance</span></p>
</li>
</ul>
<p dir="ltr"><span>Increasing operational expenses can contribute to fluctuations in the </span><span>Dolutegravir Trend Price</span><span>.</span></p>
<h3 dir="ltr"><span>Healthcare Sector Demand</span></h3>
<p dir="ltr"><span>The healthcare industry remains the primary consumer of Dolutegravir.</span></p>
<p dir="ltr"><span>Demand is supported by:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>HIV treatment programs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Expanding healthcare access</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Government healthcare initiatives</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Growing patient populations</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Global disease management efforts</span></p>
</li>
</ul>
<p dir="ltr"><span>These factors continue supporting the expansion of the </span><span>Dolutegravir Trend Market</span><span>.</span></p>
<h3 dir="ltr"><span>Generic Drug Manufacturing</span></h3>
<p dir="ltr"><span>The increasing availability of generic pharmaceutical products has significantly influenced the Dolutegravir market.</span></p>
<p dir="ltr"><span>Generic manufacturers contribute to:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Higher production volumes</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Greater accessibility</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Competitive market conditions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Expanded global distribution</span></p>
</li>
</ul>
<p dir="ltr"><span>The growth of generic pharmaceutical production remains an important market driver.</span></p>
<h3 dir="ltr"><span>Logistics and Distribution Costs</span></h3>
<p dir="ltr"><span>Global pharmaceutical supply chains rely on efficient transportation and distribution networks.</span></p>
<p dir="ltr"><span>Factors affecting logistics expenses include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Freight rates</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Packaging costs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Warehousing expenses</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>International shipping conditions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Supply chain management</span></p>
</li>
</ul>
<p dir="ltr"><span>These costs continue influencing the overall </span><span>Dolutegravir Price</span><span> outlook.</span></p>
<h2 dir="ltr"><span>North America Dolutegravir Price Outlook</span></h2>
<p dir="ltr"><span>North America remains a significant market for Dolutegravir due to advanced healthcare infrastructure and strong pharmaceutical manufacturing capabilities.</span></p>
<p dir="ltr"><span>Several factors are expected to influence the </span><span>Dolutegravir Price</span><span> in the region during 2026:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pharmaceutical demand</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Healthcare spending</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Regulatory compliance requirements</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Research and development activities</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Distribution network efficiency</span></p>
</li>
</ul>
<p dir="ltr"><span>The region’s established healthcare ecosystem continues supporting stable market demand.</span></p>
<h2 dir="ltr"><span>Europe Dolutegravir Price Outlook</span></h2>
<p dir="ltr"><span>Europe remains an important consumer and producer of pharmaceutical products.</span></p>
<p dir="ltr"><span>The </span><span>Dolutegravir Trend Price</span><span> in Europe may be influenced by:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Healthcare expenditure</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pharmaceutical manufacturing activity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Regulatory standards</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Public health programs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Generic drug adoption</span></p>
</li>
</ul>
<p dir="ltr"><span>The presence of leading pharmaceutical companies continues supporting regional market growth.</span></p>
<h2 dir="ltr"><span>Asia-Pacific Dolutegravir Price Outlook</span></h2>
<p dir="ltr"><span>Asia-Pacific is expected to remain one of the most influential regions in the global Dolutegravir industry.</span></p>
<p dir="ltr"><span>Key countries contributing to market development include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>India</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>China</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Japan</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>South Korea</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Indonesia</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Thailand</span></p>
</li>
</ul>
<p dir="ltr"><span>Growth drivers include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Expanding pharmaceutical production</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increasing healthcare access</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Generic medicine manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Growing healthcare investments</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Rising export activity</span></p>
</li>
</ul>
<p dir="ltr"><span>These developments are expected to strengthen the </span><span>Dolutegravir Trend Market</span><span> throughout 2026.</span></p>
<h2 dir="ltr"><span>Pharmaceutical Industry Driving Market Growth</span></h2>
<p dir="ltr"><span>The pharmaceutical sector remains the primary driver of Dolutegravir demand worldwide.</span></p>
<h3 dir="ltr"><span>Antiretroviral Therapy Programs</span></h3>
<p dir="ltr"><span>Dolutegravir continues to be widely utilized in treatment regimens supported by healthcare organizations and public health programs.</span></p>
<h3 dir="ltr"><span>Generic Pharmaceutical Expansion</span></h3>
<p dir="ltr"><span>The increasing production of generic medicines continues supporting broader market accessibility.</span></p>
<h3 dir="ltr"><span>Healthcare Infrastructure Development</span></h3>
<p dir="ltr"><span>Investments in healthcare facilities and treatment programs continue driving pharmaceutical demand.</span></p>
<h3 dir="ltr"><span>Global Health Initiatives</span></h3>
<p dir="ltr"><span>International efforts aimed at improving healthcare access contribute to ongoing consumption of Dolutegravir-based formulations.</span></p>
<p dir="ltr"><span>These developments continue supporting growth within the </span><span>Dolutegravir Trend Market</span><span>.</span></p>
<h2 dir="ltr"><span>Active Pharmaceutical Ingredient Market Dynamics</span></h2>
<p dir="ltr"><span>Dolutegravir is a critical active pharmaceutical ingredient within the antiviral drug segment.</span></p>
<h3 dir="ltr"><span>API Manufacturing Expansion</span></h3>
<p dir="ltr"><span>Growing pharmaceutical production capacities continue supporting API demand.</span></p>
<h3 dir="ltr"><span>Quality and Compliance Requirements</span></h3>
<p dir="ltr"><span>Manufacturers must maintain strict quality standards to ensure product consistency and regulatory compliance.</span></p>
<h3 dir="ltr"><span>Supply Chain Integration</span></h3>
<p dir="ltr"><span>Integrated pharmaceutical supply chains help optimize production efficiency and distribution capabilities.</span></p>
<p dir="ltr"><span>These factors continue influencing the </span><span>Dolutegravir Price</span><span> outlook.</span></p>
<h2 dir="ltr"><span>Track Real Time Prices Of Dolutegravir</span></h2>
<p dir="ltr"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Dolutegravir"><span>https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Dolutegravir</span></a></p>
<h2 dir="ltr"><span>Healthcare Sector Trends Influencing the Market</span></h2>
<p dir="ltr"><span>Several healthcare trends are shaping the future outlook of the </span><span>Dolutegravir Trend Market</span><span>.</span></p>
<h3 dir="ltr"><span>Expanding Access to Treatment</span></h3>
<p dir="ltr"><span>Healthcare programs continue increasing access to essential medicines across various regions.</span></p>
<h3 dir="ltr"><span>Rising Healthcare Investments</span></h3>
<p dir="ltr"><span>Governments and private organizations continue investing in healthcare infrastructure and pharmaceutical procurement.</span></p>
<h3 dir="ltr"><span>Generic Drug Adoption</span></h3>
<p dir="ltr"><span>Healthcare systems increasingly utilize cost-effective generic medicines to improve treatment accessibility.</span></p>
<h3 dir="ltr"><span>Pharmaceutical Innovation</span></h3>
<p dir="ltr"><span>Advancements in drug development and manufacturing technologies continue supporting industry growth.</span></p>
<h3 dir="ltr"><span>Global Public Health Initiatives</span></h3>
<p dir="ltr"><span>International healthcare programs continue promoting wider access to antiviral therapies.</span></p>
<p dir="ltr"><span>These trends are expected to positively influence market demand throughout the forecast period.</span></p>
<h2 dir="ltr"><span>Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr"><span>Despite favorable market fundamentals, several challenges may affect the </span><span>Dolutegravir Trend Market</span><span>.</span></p>
<h3 dir="ltr"><span>Raw Material Cost Volatility</span></h3>
<p dir="ltr"><span>Fluctuations in pharmaceutical feedstock costs can impact manufacturing economics.</span></p>
<h3 dir="ltr"><span>Regulatory Compliance Requirements</span></h3>
<p dir="ltr"><span>Pharmaceutical manufacturers must comply with stringent quality and safety standards.</span></p>
<h3 dir="ltr"><span>Transportation and Logistics Constraints</span></h3>
<p dir="ltr"><span>Global supply chain disruptions may influence product availability and procurement planning.</span></p>
<h3 dir="ltr"><span>Manufacturing Capacity Management</span></h3>
<p dir="ltr"><span>Balancing production capacity with growing demand remains an important industry consideration.</span></p>
<p dir="ltr"><span>Addressing these challenges remains essential for maintaining market stability.</span></p>
<h2 dir="ltr"><span>Regulatory Environment and Market Impact</span></h2>
<p dir="ltr"><span>The pharmaceutical industry operates under comprehensive regulatory frameworks.</span></p>
<p dir="ltr"><span>Manufacturers must comply with:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Good Manufacturing Practices (GMP)</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Product quality standards</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Safety regulations</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pharmaceutical registration requirements</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>International trade regulations</span></p>
</li>
</ul>
<p dir="ltr"><span>Compliance investments support product reliability while influencing overall production costs and pricing trends.</span></p>
<h2 dir="ltr"><span>Dolutegravir Price Forecast for 2026</span></h2>
<p dir="ltr"><span>The overall </span><span>Dolutegravir Price</span><span> forecast for 2026 suggests a stable to moderately firm market outlook supported by growing pharmaceutical demand and expanding healthcare access worldwide.</span></p>
<p dir="ltr"><span>Several factors are expected to support pricing levels:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increasing healthcare expenditures</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Growing pharmaceutical production</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Expanding treatment programs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Rising generic medicine demand</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ongoing healthcare investments</span></p>
</li>
</ul>
<p dir="ltr"><span>At the same time, efficient manufacturing processes and improved supply chain management may help moderate excessive price volatility.</span></p>
<p dir="ltr"><span>Most industry participants anticipate moderate fluctuations in the </span><span>Dolutegravir Trend Price</span><span>, reflecting changes in production costs, regulatory developments, and regional demand patterns.</span></p>
<h2 dir="ltr"><span>Future Opportunities in the Dolutegravir Market</span></h2>
<p dir="ltr"><span>The long-term outlook for the </span><span>Dolutegravir Trend Market</span><span> remains positive due to several emerging opportunities.</span></p>
<h3 dir="ltr"><span>Expansion of Global Healthcare Programs</span></h3>
<p dir="ltr"><span>Continued investments in healthcare access are expected to support pharmaceutical demand.</span></p>
<h3 dir="ltr"><span>Growth in Generic Medicine Manufacturing</span></h3>
<p dir="ltr"><span>Increasing generic drug production continues improving product accessibility worldwide.</span></p>
<h3 dir="ltr"><span>Pharmaceutical Industry Development</span></h3>
<p dir="ltr"><span>Expanding pharmaceutical manufacturing capacities create new opportunities for market participants.</span></p>
<h3 dir="ltr"><span>Emerging Market Healthcare Growth</span></h3>
<p dir="ltr"><span>Developing economies continue strengthening healthcare systems and pharmaceutical procurement activities.</span></p>
<h3 dir="ltr"><span>Supply Chain Optimization</span></h3>
<p dir="ltr"><span>Investments in efficient logistics and production technologies continue supporting industry expansion.</span></p>
<h2 dir="ltr"><span>Regional Market Developments</span></h2>
<h3 dir="ltr"><span>Asia-Pacific</span></h3>
<p dir="ltr"><span>The region remains a major production hub for pharmaceutical ingredients and finished formulations.</span></p>
<h3 dir="ltr"><span>North America</span></h3>
<p dir="ltr"><span>Advanced healthcare systems and strong pharmaceutical research activities continue supporting market demand.</span></p>
<h3 dir="ltr"><span>Europe</span></h3>
<p dir="ltr"><span>Established pharmaceutical manufacturing capabilities and healthcare programs contribute to stable market growth.</span></p>
<p dir="ltr"><span>These regional developments are expected to support the continued expansion of the </span><span>Dolutegravir Trend Market</span><span> throughout the forecast period.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>The global </span><span>Dolutegravir Price</span><span> outlook for 2026 remains supported by strong pharmaceutical demand, expanding healthcare access, growing generic medicine production, and continued investments in healthcare infrastructure. Factors such as raw material availability, manufacturing costs, logistics expenses, regulatory compliance requirements, and healthcare policies will continue influencing market performance throughout the year.</span></p>
<p dir="ltr"><span>The </span><span>Dolutegravir Trend Price</span><span> is expected to experience moderate fluctuations depending on supply-demand dynamics, production economics, and global pharmaceutical market developments. Meanwhile, the </span><a href="https://www.chemanalyst.com/Pricing-data/dolutegravir-1534"><span>Dolutegravir Trend Market</span></a><span> is projected to maintain steady growth due to expanding healthcare initiatives, increasing pharmaceutical manufacturing activity, growing treatment accessibility, and rising healthcare investments across both developed and emerging economies.</span></p>
<p dir="ltr"><span>As healthcare systems continue prioritizing access to essential medicines and pharmaceutical manufacturers expand production capabilities, Dolutegravir is expected to remain a vital component of the global pharmaceutical industry, supporting sustained market growth and long-term industry development through 2026 and beyond.</span></p>]]> </content:encoded>
</item>

<item>
<title>How Mississippi Business Owners Use Premium Financed Life Insurance for Succession Planning</title>
<link>https://news.bangboxonline.com/how-mississippi-business-owners-use-premium-financed-life-insurance-for-succession-planning</link>
<guid>https://news.bangboxonline.com/how-mississippi-business-owners-use-premium-financed-life-insurance-for-succession-planning</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://retirewelldallas.com/wp-content/uploads/2024/10/iStock-1145882183-1024x626.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 11:42:04 +0500</pubDate>
<dc:creator>Retire Well Dallas</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr" style="text-align: justify;"><span>You built something real.</span></p>
<p dir="ltr" style="text-align: justify;"><span>A business. A team. Years of early mornings and late nights.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Now the big question shows up — </span><span>what happens to all of it when you step back?</span></p>
<p dir="ltr" style="text-align: justify;"><span>That's where most business owners go quiet. And honestly? That silence is costly. Premium finance life insurance Mississippi is one of the best tools available to answer that question — cleanly, tax-efficiently, and on your own terms.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>So What Even Is Premium Financed Life Insurance?</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Let's keep it simple.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Life insurance for business owners isn't cheap. Big coverage costs big premiums. And pulling that kind of cash out of your business every year? That stings.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Premium financing solves that.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Here's how it works:</span></p>
<p dir="ltr" style="text-align: justify;"><span>A lender pays your insurance premiums for you. You repay the loan over time. Meanwhile, the life insurance policy sits there — growing cash value, protecting your business, doing its job.</span></p>
<p dir="ltr" style="text-align: justify;"><span>You keep your capital inside the business where it belongs. The policy stays fully funded. Everyone wins.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Think of it like financing a piece of equipment instead of buying it outright. You get the full benefit now. You pay for it smartly over time.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Why Does This Matter for Succession Planning?</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Here's something nobody talks about enough.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Most succession plans look great on paper. Partners shake hands. Agreements get signed. Everyone feels good.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Then something actually happens — a partner dies, gets sick, or decides to retire early — and suddenly everyone's asking the same uncomfortable question:</span></p>
<p dir="ltr" style="text-align: justify;"><span>Where is the money coming from?</span></p>
<p dir="ltr" style="text-align: justify;"><span>That's the gap. And it's a big one.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Premium finance life insurance Mississippi</span><span> fills that gap. The policy funds the buyout. When a triggering event happens, the payout arrives. The surviving owners use it to buy out the departing partner's share.</span></p>
<p dir="ltr" style="text-align: justify;"><span>No fire sale. No bank loan scramble. No outside investors swooping in.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Clean. Simple. Done.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>What's a Buy-Sell Agreement — And Why Should You Care?</span></h2>
<p dir="ltr" style="text-align: justify;"><span>A buy-sell agreement is like a business prenup.</span></p>
<p dir="ltr" style="text-align: justify;"><span>It decides in advance — calmly, legally, when everyone's still friends — what happens to ownership if someone exits.</span></p>
<p dir="ltr" style="text-align: justify;"><span>There are two main setups:</span></p>
<ul style="text-align: justify;">
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cross-purchase</span><span> — each owner takes out a policy on the others</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Entity-purchase</span><span> — the business itself owns and pays for the policies</span></p>
</li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>Both work. Both need funding. Life insurance is the engine that makes either one actually pay out when it matters.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Without the funding? The agreement is just paper.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Let's Talk Taxes — This Is the Good Part</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Nobody wants to hand the IRS a big slice of what they spent decades building.</span></p>
<p dir="ltr" style="text-align: justify;"><span>That's why </span><a href="https://retirewelldallas.com/financial-advisor-in-mississippi/"><span>tax planning for retirement Mississippi</span></a><span> is such a huge piece of this puzzle.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Here's the short version of why premium financed life insurance is tax-smart:</span></p>
<p dir="ltr" style="text-align: justify;"><span>Death benefits are generally income-tax-free. The cash value inside a permanent life policy grows without being taxed every year. And because you're financing the premiums — not pulling cash from the business — your capital stays in tax-advantaged positions longer.</span></p>
<p dir="ltr" style="text-align: justify;"><span>There's also an estate planning bonus.</span></p>
<p dir="ltr" style="text-align: justify;"><span>When a large life insurance policy lives inside an irrevocable life insurance trust (ILIT), the death benefit doesn't count as part of your taxable estate. That means more of what you built actually reaches your family — not the tax collector.</span></p>
<p dir="ltr" style="text-align: justify;"><span>For high-net-worth Mississippi business owners, that's a game-changer.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>What About Your Retirement Income?</span></h2>
<p dir="ltr" style="text-align: justify;"><span>This is where the strategy really opens up.</span></p>
<p dir="ltr" style="text-align: justify;"><span>A lot of business owners treat the business sale as a retirement plan. When the business sells — that's the payday.</span></p>
<p dir="ltr" style="text-align: justify;"><span>That's a shaky foundation. One bad market. One slow sale. One deal that falls through. And suddenly retirement looks nothing like what you imagined.</span></p>
<p dir="ltr" style="text-align: justify;"><span>A </span><span>tax sheltered annuity plan Mississippi</span><span> paired with premium financed life insurance gives you two separate income streams — not one. The annuity delivers steady, predictable monthly income. The life insurance cash value gives you a tax-smart reserve you can draw from through policy loans.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Together? They create a retirement floor that doesn't rise and fall with one transaction.</span></p>
<p dir="ltr" style="text-align: justify;"><span>That's the kind of security that actually lets you sleep at night.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Is This Strategy Right for You?</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Ask yourself these questions:</span></p>
<ul style="text-align: justify;">
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Do you co-own a business worth $1 million or more?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Is your succession plan funded — or just written down?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Are you 10 to 15 years from stepping back?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Do you want to cut the estate tax hit your heirs will face?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Does your retirement plan hinge on a single business sale?</span></p>
</li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>If you nodded at even two of those — this conversation is worth having.</span></p>
<p dir="ltr" style="text-align: justify;"><span>And this isn't just for big corporations. Mississippi contractors, family retailers, medical practices, law firms — business owners of all sizes use this approach every day.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>What Are the Risks? (Because There Are Some)</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Premium financing is powerful. It's also not plug-and-play.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Interest rates shift. If borrowing costs climb significantly, the numbers need to be revisited. The insurance policy has to perform as projected — and that means working with quality carriers and advisors who actually stress-test the illustrations before you sign anything.</span></p>
<p dir="ltr" style="text-align: justify;"><span>This is not a solo project.</span></p>
<p dir="ltr" style="text-align: justify;"><span>You need a fiduciary advisor. Someone who looks at your whole financial picture — business, retirement, estate, family — not just the insurance policy sitting in front of them.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>The Bottom Line</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Business succession is personal.</span></p>
<p dir="ltr" style="text-align: justify;"><span>It's about protecting what you built. It's about the people who count on you. And it's about making sure that when the time comes to step back — you're stepping into financial security, not financial stress.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Premium financed life insurance, layered with smart tax strategy and steady retirement income, gives Mississippi business owners a real path to all three. Fund the handoff. Shrink the tax bill. Build retirement income that doesn't depend on a single exit.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Your plan should be funded well enough to actually work.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Start that conversation now — before the decision gets made for you.</span></p>
<p style="text-align: justify;"></p>]]> </content:encoded>
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<title>Flyers Printing Price That Delivers Unbeatable Value for Every Business</title>
<link>https://news.bangboxonline.com/flyers-printing-price-that-delivers-unbeatable-value-for-every-business</link>
<guid>https://news.bangboxonline.com/flyers-printing-price-that-delivers-unbeatable-value-for-every-business</guid>
<description><![CDATA[ Get the best flyers printing price with high-quality prints. Choose from vibrant designs, durable materials, and fast delivery. Ideal for business promotions, events, and marketing campaigns at affordable rates. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3240ca3c1d8.jpg" length="61672" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 11:38:10 +0500</pubDate>
<dc:creator>Landmark print-2</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's competitive marketplace, visibility is everything. A brilliant product or service means nothing if potential customers never hear about it. That's why businesses of every size are turning to professionally printed flyers to create instant brand awareness and drive sales. Understanding the right <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product/a6-budget-express-digital-flyer-printing-leaflet-brochure-flyer-printing-from-36/"><b>flyers printing price</b></a></span></strong> can make the difference between an ordinary campaign and an extraordinary one. Companies that invest in high-quality promotional materials are seeing remarkable results, capturing attention and turning prospects into loyal customers faster than ever before.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Printed Flyers Still Dominate Advertising<o:p></o:p></b></p>
<p class="MsoNormal">Digital advertisements come and go in seconds, but a well-designed flyer stays in the hands of potential customers much longer. A professionally printed flyer offers a tangible connection that online marketing simply cannot replicate. Whether you're launching a new business, announcing a special promotion, or promoting an event, printed materials create an immediate and lasting impression.<o:p></o:p></p>
<p class="MsoNormal">Businesses seeking affordable yet impactful advertising are constantly comparing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">flyers printing price</span></strong> options to maximize their return on investment. The right printing solution gives companies the ability to reach thousands of potential customers without exhausting their marketing budgets.<o:p></o:p></p>
<p class="MsoNormal"><b>Transform Your Brand with Premium Printing Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Nothing speaks professionalism louder than high-quality printed materials. Exceptional colors, sharp images, and premium paper instantly elevate your brand's reputation. This is where Landmark Print delivers remarkable value by combining outstanding craftsmanship with affordable pricing that businesses can trust.<o:p></o:p></p>
<p class="MsoNormal">Beyond flyers, businesses are increasingly pairing their campaigns with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">vinyl sticker singapore</span></strong> solutions to create even stronger brand visibility. Custom stickers can be used on packaging, products, storefronts, and promotional giveaways, giving companies another powerful tool to keep their brands in front of customers every day.<o:p></o:p></p>
<p class="MsoNormal"><b>Create Urgency and Drive More Customer Action<o:p></o:p></b></p>
<p class="MsoNormal">Successful marketing is all about timing. Every missed opportunity can mean losing customers to competitors. Professionally printed promotional materials help businesses announce limited-time offers, grand openings, seasonal discounts, and exclusive events with incredible impact.<o:p></o:p></p>
<p class="MsoNormal">Companies looking for the best <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">flyers printing price</span></strong> understand that affordability should never come at the expense of quality. A poorly printed flyer can damage brand credibility, while a premium flyer instantly communicates trust and professionalism. Investing in exceptional printing today can lead to increased customer engagement and higher revenue tomorrow.<o:p></o:p></p>
<p class="MsoNormal"><b>Build a Complete Marketing Package<o:p></o:p></b></p>
<p class="MsoNormal">Modern businesses understand the importance of using multiple promotional tools together. Combining flyers with stickers, banners, and packaging materials creates a consistent brand identity that customers remember. High-quality <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">vinyl sticker singapore</span></strong> services provide businesses with endless possibilities for creative marketing and product branding.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://landmarkprint.sg/">Landmark Print</a></b> helps companies build powerful marketing campaigns by offering a wide range of printing solutions designed to suit every industry. From retail stores and restaurants to corporate offices and startups, professional printing remains one of the most effective ways to stand out in a crowded marketplace.<o:p></o:p></p>
<p class="MsoNormal"><b>Reach More Customers Without Breaking Your Budget<o:p></o:p></b></p>
<p class="MsoNormal">Every business wants maximum exposure while keeping costs under control. That's why selecting the right printing partner is essential. Competitive pricing, fast turnaround times, and exceptional quality can dramatically improve the success of any promotional campaign.<o:p></o:p></p>
<p class="MsoNormal">Many businesses continue to search for the ideal <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product-tag/vinyl-sticker/"><b>vinyl sticker singapore</b></a></span></strong> provider because customized stickers offer extraordinary marketing value at an affordable cost. They enhance packaging, improve customer experience, and reinforce brand recognition long after a purchase has been made.<o:p></o:p></p>
<p class="MsoNormal">Professional flyers and stickers work together to create a memorable brand presence that keeps customers coming back again and again.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Trust Professional Printing Experts<o:p></o:p></b></p>
<p class="MsoNormal">When it comes to marketing materials, quality and reliability matter. Businesses cannot afford delays or inconsistent printing standards. Choosing a dependable printing company ensures every flyer and sticker represents the brand in the best possible way.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print has become a trusted choice for businesses seeking exceptional printing services that combine creativity, precision, and value. Their commitment to excellence helps companies launch marketing campaigns with confidence and achieve outstanding results in highly competitive markets.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Action Before Your Competitors Do<o:p></o:p></b></p>
<p class="MsoNormal">The marketplace moves quickly, and businesses that hesitate often miss valuable opportunities. High-quality printed marketing materials remain one of the most effective ways to generate awareness, increase foot traffic, and boost sales.<o:p></o:p></p>
<p class="MsoNormal">Whether you're planning a product launch, promoting a special event, or expanding your customer base, professionally designed flyers and stickers can transform your marketing efforts. Landmark Print provides businesses with the tools they need to make powerful first impressions and create lasting connections with customers.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product-category/stickers-printing-in-singapore/">sticker</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/">printing shop</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/">namecard printing</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<item>
<title>Crude Oil Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Crude-Oil-Price-71516</link>
<guid>https://news.bangboxonline.com/Crude-Oil-Price-71516</guid>
<description><![CDATA[ Crude Oil Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a323c6fa36e4.jpg" length="41151" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 11:19:45 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Crude Oil Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><a href="https://www.chemanalyst.com/Pricing-data/crude-oil-1093"><span>According to ChemAnalyst Crude Oil Price</span></a><span> trend in 2026 is expected to remain one of the most influential indicators across global commodity and energy markets. Crude oil serves as the foundation of the modern energy economy and acts as a critical feedstock for fuels, petrochemicals, plastics, lubricants, solvents, and numerous industrial products. The global </span><span>Crude Oil Price</span><span> is influenced by a complex combination of supply-demand dynamics, geopolitical developments, production policies, refinery activity, economic growth, transportation demand, and energy transition initiatives. As industries worldwide continue to depend on petroleum-based products despite the increasing adoption of renewable energy sources, the </span><span>Crude Oil Trend Price</span><span> is expected to remain a key benchmark for manufacturers, traders, refiners, and procurement professionals throughout 2026.</span></p>
<h2 dir="ltr"><span>Overview of the Crude Oil Market</span></h2>
<p dir="ltr"><span>Crude oil is a naturally occurring fossil fuel extracted from underground reservoirs and processed into a wide range of petroleum products. It remains one of the most traded commodities globally and plays a crucial role in powering transportation, industrial operations, and petrochemical manufacturing.</span></p>
<p dir="ltr"><span>Major applications of crude oil include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Gasoline production</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Diesel fuel manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Jet fuel production</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Petrochemical feedstocks</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Lubricants</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Asphalt production</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Industrial fuels</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Specialty petroleum products</span></p>
</li>
</ul>
<p dir="ltr"><span>The broad utilization of crude oil across numerous industries continues to support the expansion of the </span><span>Crude Oil Trend Market</span><span> worldwide.</span></p>
<h2 dir="ltr"><span>Global Crude Oil Price Trend Analysis</span></h2>
<p dir="ltr"><span>The global </span><span>Crude Oil Trend Price</span><span> has experienced significant volatility over recent years due to changing economic conditions, geopolitical tensions, production adjustments, and fluctuations in energy demand.</span></p>
<p dir="ltr"><span>Several key factors have influenced market performance:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Global economic growth</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Production levels</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Refinery utilization rates</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Transportation demand</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>International trade activity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Energy policy developments</span></p>
</li>
</ul>
<p dir="ltr"><span>In 2026, the </span><span>Crude Oil Price</span><span> is expected to remain highly responsive to both supply-side and demand-side developments, making it one of the most closely monitored commodities in the world.</span></p>
<h2 dir="ltr"><span>Key Factors Influencing Crude Oil Price</span></h2>
<h3 dir="ltr"><span>Global Supply and Production</span></h3>
<p dir="ltr"><span>Supply remains one of the most important determinants of the </span><span>Crude Oil Price</span><span>.</span></p>
<p dir="ltr"><span>Production levels are influenced by:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Oil-producing nations</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Exploration activities</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Drilling investments</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Production quotas</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Infrastructure capacity</span></p>
</li>
</ul>
<p dir="ltr"><span>Changes in global output can have immediate effects on market pricing.</span></p>
<h3 dir="ltr"><span>Demand from Transportation Sector</span></h3>
<p dir="ltr"><span>The transportation industry remains the largest consumer of crude oil-derived fuels.</span></p>
<p dir="ltr"><span>Key demand drivers include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Passenger vehicles</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Commercial trucking</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Aviation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Maritime transportation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Public transportation systems</span></p>
</li>
</ul>
<p dir="ltr"><span>Growing mobility and transportation activity continue influencing the </span><span>Crude Oil Trend Price</span><span>.</span></p>
<h3 dir="ltr"><span>Refinery Operations</span></h3>
<p dir="ltr"><span>Refineries convert crude oil into valuable petroleum products.</span></p>
<p dir="ltr"><span>Factors affecting refinery demand include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Refining margins</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Product demand</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Seasonal consumption patterns</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Maintenance schedules</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Processing capacity</span></p>
</li>
</ul>
<p dir="ltr"><span>Refinery activity plays a major role in shaping crude oil consumption trends.</span></p>
<h3 dir="ltr"><span>Geopolitical Developments</span></h3>
<p dir="ltr"><span>Political and economic developments in major oil-producing regions often impact global supply expectations.</span></p>
<p dir="ltr"><span>Market participants closely monitor:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>International relations</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Trade policies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Export restrictions</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Production agreements</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Regional conflicts</span></p>
</li>
</ul>
<p dir="ltr"><span>These factors can significantly influence the </span><span>Crude Oil Price</span><span> outlook.</span></p>
<h3 dir="ltr"><span>Inventory Levels</span></h3>
<p dir="ltr"><span>Global crude oil inventories serve as an important indicator of supply-demand balance.</span></p>
<p dir="ltr"><span>Inventory changes may reflect:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Market oversupply</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Supply shortages</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Seasonal demand patterns</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Production adjustments</span></p>
</li>
</ul>
<p dir="ltr"><span>Inventory trends continue influencing market sentiment and pricing behavior.</span></p>
<h2 dir="ltr"><span>Major Crude Oil Producing Regions</span></h2>
<p dir="ltr"><span>Global crude oil production is concentrated across several major regions.</span></p>
<p dir="ltr"><span>Leading producers include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>United States</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Saudi Arabia</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Russia</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Canada</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Iraq</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>United Arab Emirates</span></p>
</li>
</ul>
<p dir="ltr"><span>Production performance in these regions plays a critical role in determining the direction of the </span><span>Crude Oil Trend Market</span><span>.</span></p>
<h3 dir="ltr"><span>North American Production</span></h3>
<p dir="ltr"><span>North America remains one of the largest oil-producing regions globally.</span></p>
<p dir="ltr"><span>The expansion of shale production and technological advancements continues supporting regional output and influencing international market dynamics.</span></p>
<h3 dir="ltr"><span>Middle East Production</span></h3>
<p dir="ltr"><span>The Middle East remains a dominant force in global crude oil supply.</span></p>
<p dir="ltr"><span>Production decisions within the region continue impacting international pricing and trade flows.</span></p>
<h2 dir="ltr"><span>North America Crude Oil Price Outlook</span></h2>
<p dir="ltr"><span>North America remains a major producer, consumer, and exporter of crude oil.</span></p>
<p dir="ltr"><span>Several factors are expected to influence the </span><span>Crude Oil Price</span><span> in the region during 2026:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Domestic production levels</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Refinery utilization</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Transportation demand</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Export activity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Economic growth</span></p>
</li>
</ul>
<p dir="ltr"><span>The region’s integrated energy infrastructure supports continued market activity.</span></p>
<h2 dir="ltr"><span>Europe Crude Oil Price Outlook</span></h2>
<p dir="ltr"><span>Europe remains heavily dependent on crude oil imports to meet energy requirements.</span></p>
<p dir="ltr"><span>The </span><span>Crude Oil Trend Price</span><span> in Europe may be influenced by:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Energy security initiatives</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Refinery demand</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Industrial activity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Transportation consumption</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Import costs</span></p>
</li>
</ul>
<p dir="ltr"><span>The region continues adapting to evolving energy policies while maintaining significant petroleum demand.</span></p>
<h2 dir="ltr"><span>Track Real Time Price Of crude oil</span></h2>
<p dir="ltr"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Crude%20Oil"><span>https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Crude%20Oil</span></a></p>
<h2 dir="ltr"><span>Asia-Pacific Crude Oil Price Outlook</span></h2>
<p dir="ltr"><span>Asia-Pacific remains one of the largest consumers of crude oil globally.</span></p>
<p dir="ltr"><span>Key countries influencing regional demand include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>China</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>India</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Japan</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>South Korea</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Indonesia</span></p>
</li>
</ul>
<p dir="ltr"><span>Growth drivers include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Industrial expansion</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Transportation development</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Urbanization</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Petrochemical production</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Rising energy consumption</span></p>
</li>
</ul>
<p dir="ltr"><span>These developments are expected to strengthen the </span><span>Crude Oil Trend Market</span><span> throughout 2026.</span></p>
<h2 dir="ltr"><span>Petrochemical Industry Driving Market Growth</span></h2>
<p dir="ltr"><span>The petrochemical industry remains one of the most important demand sectors for crude oil.</span></p>
<h3 dir="ltr"><span>Plastics Production</span></h3>
<p dir="ltr"><span>Crude oil-derived feedstocks are widely utilized in plastic manufacturing.</span></p>
<h3 dir="ltr"><span>Synthetic Materials</span></h3>
<p dir="ltr"><span>Numerous synthetic fibers and materials originate from petroleum-based intermediates.</span></p>
<h3 dir="ltr"><span>Industrial Chemicals</span></h3>
<p dir="ltr"><span>Petrochemical derivatives serve as raw materials for various industrial chemicals.</span></p>
<h3 dir="ltr"><span>Consumer Goods Manufacturing</span></h3>
<p dir="ltr"><span>Many everyday products rely on petrochemical inputs derived from crude oil.</span></p>
<p dir="ltr"><span>These applications continue supporting demand across the </span><span>Crude Oil Trend Market</span><span>.</span></p>
<h2 dir="ltr"><span>Transportation Sector Demand</span></h2>
<p dir="ltr"><span>Transportation remains a critical consumer of petroleum products.</span></p>
<h3 dir="ltr"><span>Road Transportation</span></h3>
<p dir="ltr"><span>Gasoline and diesel fuels continue powering global vehicle fleets.</span></p>
<h3 dir="ltr"><span>Aviation Industry</span></h3>
<p dir="ltr"><span>Jet fuel demand remains closely linked to passenger and cargo air travel activity.</span></p>
<h3 dir="ltr"><span>Maritime Shipping</span></h3>
<p dir="ltr"><span>International trade continues relying heavily on marine fuels.</span></p>
<h3 dir="ltr"><span>Logistics and Freight</span></h3>
<p dir="ltr"><span>Growing e-commerce and industrial activity support freight transportation demand.</span></p>
<p dir="ltr"><span>These factors continue influencing the </span><span>Crude Oil Price</span><span> outlook.</span></p>
<h2 dir="ltr"><span>Industrial Applications of Crude Oil</span></h2>
<p dir="ltr"><span>Beyond fuels and petrochemicals, crude oil supports numerous industrial applications.</span></p>
<p dir="ltr"><span>Applications include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Industrial heating</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Manufacturing processes</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Power generation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Lubricant production</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Construction materials</span></p>
</li>
</ul>
<p dir="ltr"><span>The diversity of applications contributes to the long-term importance of crude oil in the global economy.</span></p>
<h2 dir="ltr"><span>Consumer and Industry Trends Influencing the Market</span></h2>
<p dir="ltr"><span>Several trends are shaping the future of the </span><span>Crude Oil Trend Market</span><span>.</span></p>
<h3 dir="ltr"><span>Economic Growth</span></h3>
<p dir="ltr"><span>Global economic expansion continues driving energy demand.</span></p>
<h3 dir="ltr"><span>Urbanization</span></h3>
<p dir="ltr"><span>Growing urban populations increase transportation and industrial energy requirements.</span></p>
<h3 dir="ltr"><span>Infrastructure Development</span></h3>
<p dir="ltr"><span>Infrastructure projects support demand for petroleum-based materials and fuels.</span></p>
<h3 dir="ltr"><span>Petrochemical Expansion</span></h3>
<p dir="ltr"><span>The petrochemical sector continues creating new opportunities for crude oil consumption.</span></p>
<h3 dir="ltr"><span>Energy Transition Initiatives</span></h3>
<p dir="ltr"><span>While renewable energy adoption continues increasing, crude oil remains a vital component of the global energy mix.</span></p>
<p dir="ltr"><span>These trends are expected to influence market dynamics throughout the forecast period.</span></p>
<h2 dir="ltr"><span>Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr"><span>Despite strong demand fundamentals, several challenges may affect the </span><span>Crude Oil Trend Market</span><span>.</span></p>
<h3 dir="ltr"><span>Geopolitical Uncertainty</span></h3>
<p dir="ltr"><span>Political developments can influence production and trade flows.</span></p>
<h3 dir="ltr"><span>Transportation Constraints</span></h3>
<p dir="ltr"><span>Pipeline, shipping, and logistics challenges may affect supply availability.</span></p>
<h3 dir="ltr"><span>Refinery Maintenance</span></h3>
<p dir="ltr"><span>Operational disruptions can temporarily impact demand patterns.</span></p>
<h3 dir="ltr"><span>Environmental Regulations</span></h3>
<p dir="ltr"><span>Changing regulatory requirements may influence production and consumption trends.</span></p>
<p dir="ltr"><span>Managing these challenges remains important for ensuring market stability.</span></p>
<h2 dir="ltr"><span>Sustainability and Energy Transition</span></h2>
<p dir="ltr"><span>The global energy sector continues undergoing significant transformation.</span></p>
<p dir="ltr"><span>Industry participants are investing in:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Carbon reduction initiatives</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cleaner fuel technologies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Renewable energy integration</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Energy efficiency improvements</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Sustainable industrial practices</span></p>
</li>
</ul>
<p dir="ltr"><span>While energy transition efforts continue, crude oil remains a critical resource for transportation, manufacturing, and petrochemical production.</span></p>
<h2 dir="ltr"><span>Crude Oil Price Forecast for 2026</span></h2>
<p dir="ltr"><span>The overall </span><span>Crude Oil Price</span><span> forecast for 2026 suggests a market characterized by ongoing supply-demand adjustments and sensitivity to geopolitical, economic, and industrial developments.</span></p>
<p dir="ltr"><span>Several factors are expected to support pricing levels:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Growing transportation demand</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Expanding petrochemical production</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Industrial growth</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Infrastructure development</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Rising energy consumption in emerging economies</span></p>
</li>
</ul>
<p dir="ltr"><span>At the same time, production capacity expansions and strategic supply management may help moderate excessive volatility.</span></p>
<p dir="ltr"><span>Most industry participants anticipate continued fluctuations in the </span><span>Crude Oil Trend Price</span><span>, reflecting evolving market conditions and global economic trends.</span></p>
<h2 dir="ltr"><span>Future Opportunities in the Crude Oil Market</span></h2>
<p dir="ltr"><span>The long-term outlook for the </span><span>Crude Oil Trend Market</span><span> remains supported by several growth opportunities.</span></p>
<h3 dir="ltr"><span>Emerging Economy Demand</span></h3>
<p dir="ltr"><span>Rapid industrialization and urbanization continue increasing energy consumption.</span></p>
<h3 dir="ltr"><span>Petrochemical Industry Expansion</span></h3>
<p dir="ltr"><span>Growing demand for plastics, chemicals, and synthetic materials supports feedstock consumption.</span></p>
<h3 dir="ltr"><span>Infrastructure Development</span></h3>
<p dir="ltr"><span>Large-scale construction and transportation projects continue driving petroleum demand.</span></p>
<h3 dir="ltr"><span>Technological Advancements</span></h3>
<p dir="ltr"><span>Improved exploration and production technologies enhance operational efficiency.</span></p>
<h3 dir="ltr"><span>Industrial Manufacturing Growth</span></h3>
<p dir="ltr"><span>Expanding industrial output continues supporting fuel and feedstock requirements.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>The global </span><span>Crude Oil Price</span><span> outlook for 2026 remains influenced by production levels, transportation demand, refinery activity, geopolitical developments, inventory trends, and economic growth. Factors such as global energy consumption, petrochemical demand, industrial expansion, and international trade conditions will continue shaping market performance throughout the year.</span></p>
<p dir="ltr"><span>The </span><a href="https://www.chemanalyst.com/Pricing-data/crude-oil-1093"><span>Crude Oil Trend Price</span></a><span> is expected to experience periodic fluctuations depending on supply-demand balances, geopolitical developments, and macroeconomic conditions. Meanwhile, the </span><span>Crude Oil Trend Market</span><span> is projected to maintain significant importance due to its essential role in transportation, manufacturing, petrochemicals, and energy production.</span></p>
<p dir="ltr"><span>As industries and economies continue relying on petroleum-based products while navigating the global energy transition, crude oil is expected to remain one of the world's most strategically important commodities, supporting continued market activity and long-term industry development through 2026 and beyond.</span></p>]]> </content:encoded>
</item>

<item>
<title>Amazon Brand Story Guide for Better Seller Growth</title>
<link>https://news.bangboxonline.com/amazon-brand-story-guide-for-better-seller-growth</link>
<guid>https://news.bangboxonline.com/amazon-brand-story-guide-for-better-seller-growth</guid>
<description><![CDATA[ Learn how Amazon Brand Story helps sellers build trust, improve product page engagement, and create a stronger shopping experience. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a323c244d74f.jpg" length="89561" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 11:18:31 +0500</pubDate>
<dc:creator>estore factory</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1><span>Amazon Brand Story: A Complete Guide for Better Product Page Engagement</span></h1>
<p class="isSelectedEnd"><span>In a crowded marketplace, shoppers often compare several similar products before making a decision. A well-planned </span><a href="https://www.estorefactory.com/amazon-brand-story/"><span>Amazon Brand Story</span></a><span> can help sellers explain who they are, what they offer, and why customers should trust their products.</span></p>
<p class="isSelectedEnd"><span>Amazon product listings are no longer only about product images, bullet points, and pricing. Today, customers want context. They want to understand the brand behind the product, the value it provides, and how its product range fits their needs. This is where brand storytelling becomes an important part of Amazon listing strategy.</span></p>
<h2><span>What Is an Amazon Brand Story?</span></h2>
<p class="isSelectedEnd"><span>An Amazon Brand Story is a content section that allows sellers to present their brand message, values, product range, and visual identity on Amazon product detail pages. It usually appears within the A+ Content area and gives sellers an opportunity to create a more branded shopping experience.</span></p>
<p class="isSelectedEnd"><span>Instead of focusing only on one product, the brand story section can introduce the overall brand. It can include brand background, lifestyle images, product collection highlights, value-focused messaging, and cross-selling opportunities. This helps customers see the bigger picture behind the product they are viewing.</span></p>
<p class="isSelectedEnd"><span>For sellers, this section is useful because Amazon is highly competitive. Many products may have similar features, prices, and ratings. A strong brand story can create differentiation by helping customers connect with the brand, not just the product. It adds a professional layer to the listing and can support better engagement.</span></p>
<h2><span>Why Amazon Brand Story Matters for Sellers</span></h2>
<p class="isSelectedEnd"><span>Amazon shoppers often make fast decisions. They scan product images, read the title, check ratings, compare price, and then look for reasons to trust the product. If a listing feels incomplete or generic, shoppers may move to another competitor.</span></p>
<p class="isSelectedEnd"><span>An Amazon Brand Story helps sellers create trust by making the listing feel more complete and credible. It gives customers a reason to understand the brand’s purpose, product quality approach, and category focus. When shoppers feel more informed, they may spend more time on the page and explore other products from the same brand.</span></p>
<p class="isSelectedEnd"><span>Brand story content also helps sellers build consistency across multiple listings. If a seller has several products under one brand, the same storytelling approach can create a unified experience. This can make the brand look more organised, professional, and memorable.</span></p>
<h2><span>Key Elements of an Effective Amazon Brand Story</span></h2>
<p class="isSelectedEnd"><span>A strong Amazon Brand Story should be clear, visual, and customer-focused. It should not feel like a long company history or a generic promotional message. Instead, it should answer the shopper’s silent question: “Why should I choose this brand?”</span></p>
<p class="isSelectedEnd"><span>One key element is a clear brand message. The content should explain what the brand stands for in simple language. This may include product purpose, customer benefits, category expertise, or the problem the brand helps solve.</span></p>
<p class="isSelectedEnd"><span>Another important element is visual consistency. The images, colours, fonts, and layout should match the brand’s identity. If the design looks professional, shoppers are more likely to see the brand as reliable.</span></p>
<p class="isSelectedEnd"><span>Product range presentation is also useful. Brand story modules can show related products and help customers explore more options. This supports cross-selling and can guide users to other listings within the same brand portfolio.</span></p>
<h2><span>How Amazon Brand Story Supports Customer Trust</span></h2>
<p class="isSelectedEnd"><span>Trust is one of the biggest factors in online shopping. Customers cannot physically touch or test the product before buying, so they depend on product content, reviews, images, and brand presentation. A strong brand story gives them more confidence.</span></p>
<p class="isSelectedEnd"><span>When a brand explains its purpose clearly, customers can better understand its positioning. For example, a brand may focus on convenience, durability, design, value, innovation, or daily usability. This helps shoppers connect product features with real-life needs.</span></p>
<p class="isSelectedEnd"><span>Brand story content can also reduce uncertainty. Instead of seeing only product specifications, customers see a fuller picture of the brand. This can make the listing feel less transactional and more informative.</span></p>
<p class="isSelectedEnd"><span>Professional presentation also matters. A poorly designed listing may create doubt, even if the product is good. A polished Amazon Brand Story helps improve the visual quality of the page and can make the brand appear more trustworthy.</span></p>
<h2><span>Amazon Brand Story vs A+ Content</span></h2>
<p class="isSelectedEnd"><span>Amazon Brand Story and A+ Content are closely connected, but they are not exactly the same. A+ Content usually focuses on product-specific details, such as benefits, feature explanations, comparison charts, usage instructions, and enhanced visuals.</span></p>
<p class="isSelectedEnd"><span>Amazon Brand Story focuses more on the brand itself. It tells customers about the company, its product line, and its overall message. It can also include modules that link to other products, helping shoppers explore the brand’s catalogue.</span></p>
<p class="isSelectedEnd"><span>Both sections work best when they support each other. A+ Content can explain why a product is useful, while Brand Story can explain why the brand is worth trusting. Together, they create a more complete product page experience.</span></p>
<p class="isSelectedEnd"><span>For sellers, using both strategically can improve listing quality. The product content answers practical buying questions, while the brand story builds emotional and visual connection.</span></p>
<h2><span>How to Create a Strong Amazon Brand Story</span></h2>
<p class="isSelectedEnd"><span>Creating a strong Amazon Brand Story starts with understanding the target customer. Sellers should think about what customers care about, what problems they face, and what makes them choose one product over another.</span></p>
<p class="isSelectedEnd"><span>The first step is to define the core brand message. This message should be simple and easy to understand. Avoid complicated language or vague claims. Customers should quickly understand what the brand offers and why it is relevant.</span></p>
<p class="isSelectedEnd"><span>The next step is choosing the right visuals. Images should be clean, relevant, and aligned with the product category. Lifestyle images can help customers imagine the product in use, while product range images can show variety and choice.</span></p>
<p class="isSelectedEnd"><span>The content should also be short and direct. Amazon shoppers usually scan rather than read every word. Clear headings, concise copy, and benefit-led messaging can make the brand story easier to understand.</span></p>
<p class="isSelectedEnd"><span>Finally, sellers should make sure the brand story is consistent across listings. If every product page uses a different tone or design style, the brand may look scattered. Consistency helps build recognition.</span></p>
<h2><span>Common Mistakes in Amazon Brand Story Design</span></h2>
<p class="isSelectedEnd"><span>One common mistake is adding too much text. Customers do not visit Amazon product pages to read a long brand essay. They want quick, useful information that supports their buying decision. Too much text can make the section look crowded and reduce engagement.</span></p>
<p class="isSelectedEnd"><span>Another mistake is using generic statements. Phrases like “best quality” or “customer-focused” are common and do not explain what makes the brand different. Specific, benefit-led content is more effective.</span></p>
<p class="isSelectedEnd"><span>Poor image quality is also a major issue. Blurry images, inconsistent colours, or cluttered layouts can make the brand story look unprofessional. Since Amazon is a visual platform, design quality directly affects how customers perceive the brand.</span></p>
<p class="isSelectedEnd"><span>Sellers should also avoid ignoring mobile users. Many shoppers browse Amazon on mobile devices, so the content should remain readable and visually clear on smaller screens. If the design is too text-heavy or detailed, it may not work well on mobile.</span></p>
<h2><span>How Amazon Brand Story Can Improve Product Page Experience</span></h2>
<p class="isSelectedEnd"><span>A good Amazon Brand Story improves the product page by adding depth. It helps the shopper move beyond basic product details and understand the brand identity. This can make the page more engaging and memorable.</span></p>
<p class="isSelectedEnd"><span>It can also support product discovery. If the brand story includes related products, customers may explore other items from the same brand. This is useful for sellers with multiple products in one category or complementary product lines.</span></p>
<p class="isSelectedEnd"><span>The brand story section can also help answer trust-related questions. Customers may wonder whether the brand is established, whether it understands their needs, or whether its products are part of a broader range. Brand story content can address these concerns indirectly through clear messaging and professional design.</span></p>
<p class="isSelectedEnd"><span>In a competitive marketplace, small improvements in page experience can make a difference. A well-structured brand story can help the listing feel more complete and customer-friendly.</span></p>
<h2><span>Best Practices for Amazon Brand Story Optimization</span></h2>
<p class="isSelectedEnd"><span>Amazon Brand Story optimization should focus on clarity, design, and conversion support. Sellers should begin with a strong headline that communicates brand value quickly. The message should be easy to scan and relevant to the product category.</span></p>
<p class="isSelectedEnd"><span>Use visuals that support the story rather than distract from it. Every image should have a purpose, whether it shows brand personality, product range, lifestyle use, or category relevance. Avoid unnecessary design elements that make the section look busy.</span></p>
<p class="isSelectedEnd"><span>Content should be benefit-focused. Instead of only saying what the brand does, explain how it helps customers. This makes the content more useful and easier to connect with.</span></p>
<p class="isSelectedEnd"><span>Sellers should also update brand story content when the brand grows. If new products are launched, messaging changes, or visual branding improves, the Amazon Brand Story should be refreshed. Outdated content can weaken the page experience.</span></p>
<h2><span>Why Professional Support Can Help</span></h2>
<p class="isSelectedEnd"><span>Creating an effective Amazon Brand Story requires more than writing a few lines of content. It involves strategy, design, layout planning, customer understanding, and Amazon marketplace knowledge. Sellers need to balance branding with conversion-focused content.</span></p>
<p class="isSelectedEnd"><span>Professional support can help sellers create a brand story that looks clean, communicates clearly, and fits Amazon’s content structure. This is especially useful for brands that want to improve product page quality but do not have in-house design or marketplace content expertise.</span></p>
<p class="isSelectedEnd"><span>A strong brand story should not feel random. It should connect with the product listing, A+ Content, storefront, and overall marketplace strategy. This creates a smoother brand experience for customers.</span></p>
<p class="isSelectedEnd"><span>Near the bottom of Amazon growth planning, sellers often look for expert help to improve listing content, design quality, and marketplace presentation. </span><a href="https://www.estorefactory.com/"><span>estorefactory</span></a><span> supports sellers with Amazon-focused services that can help build stronger brand experiences and better product page presentation.</span></p>
<h2><span>Conclusion</span></h2>
<p class="isSelectedEnd"><span>Amazon Brand Story is an important part of building a stronger product page experience. It helps sellers present their brand identity, explain their value, improve shopper trust, and create a more professional presence on Amazon.</span></p>
<p class="isSelectedEnd"><span>For sellers competing in crowded categories, product features alone may not be enough. Customers need reasons to trust the brand and feel confident in their purchase decision. A clear, visually consistent, and customer-focused brand story can support that process.</span></p>
<p><span>By combining strong messaging, clean visuals, related product promotion, and consistent branding, sellers can make their product pages more engaging and effective. Amazon Brand Story is not just a design section; it is a valuable part of a complete Amazon content strategy.</span></p>]]> </content:encoded>
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<item>
<title>Custom Lanyards That Transform Branding Into a Powerful Marketing Statement</title>
<link>https://news.bangboxonline.com/custom-lanyards-that-transform-branding-into-a-powerful-marketing-statement</link>
<guid>https://news.bangboxonline.com/custom-lanyards-that-transform-branding-into-a-powerful-marketing-statement</guid>
<description><![CDATA[ Upgrade your branding with premium custom lanyards crafted for durability, comfort, and vibrant full-colour printing. Perfect for events, corporate use, schools, and promotions. Choose from woven, satin, polyester, or HD-print options with fast turnaround and great pricing. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a323862de44b.jpg" length="58221" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 11:02:22 +0500</pubDate>
<dc:creator>Landmark print-2</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In a world where brand visibility can determine success, businesses are constantly searching for affordable yet impactful promotional tools. One solution is <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product/lanyard-printing/"><b>custom lanyards</b></a></span></strong>, a practical branding asset that turns every employee, visitor, and event attendee into a walking advertisement. Whether you're organizing a corporate event, managing a school, or preparing for a trade show, professionally designed lanyards instantly elevate your image and create a sense of unity and professionalism.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Are Investing in Smart Branding Tools<o:p></o:p></b></p>
<p class="MsoNormal">Competition is fiercer than ever, and companies need products that deliver both functionality and marketing value. Lanyards are not just accessories; they are daily-use items that keep your brand visible in offices, conferences, and public events. High-quality designs featuring logos, slogans, and company colors help create lasting impressions while promoting credibility.<o:p></o:p></p>
<p class="MsoNormal">This simple yet effective marketing tool ensures that your brand remains in front of customers and stakeholders every day, making it one of the smartest investments for organizations of all sizes.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Events With Professional Presentation<o:p></o:p></b></p>
<p class="MsoNormal">Corporate events and exhibitions demand attention to detail. Coordinated identification accessories immediately create an organized and professional atmosphere. A thoughtfully designed lanyard helps attendees identify team members quickly and contributes to a seamless event experience.<o:p></o:p></p>
<p class="MsoNormal">Businesses often pair promotional materials with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">printing a booklet</span></strong> to provide detailed information about products and services. The combination of branded lanyards and informative booklets creates a complete marketing package that leaves attendees with a memorable experience and a stronger connection to the brand.<o:p></o:p></p>
<p class="MsoNormal"><b>Quality Printing That Speaks for Your Brand<o:p></o:p></b></p>
<p class="MsoNormal">The success of promotional products depends heavily on quality. Durable materials, sharp printing, and vibrant colors communicate professionalism and reliability. This is where <b><a href="https://landmarkprint.sg/">Landmark Print</a></b> delivers exceptional value by producing premium products that reflect the standards and ambitions of modern businesses.<o:p></o:p></p>
<p class="MsoNormal">Attention to detail ensures that every item looks polished and professional, helping companies project confidence and build trust with customers and business partners alike.<o:p></o:p></p>
<p class="MsoNormal"><b>Build Team Identity and Customer Trust<o:p></o:p></b></p>
<p class="MsoNormal">Employees wearing coordinated branding materials instantly create a sense of belonging and professionalism. Customers are more likely to engage with staff members who are easily identifiable, especially in busy retail environments, conferences, and corporate gatherings.<o:p></o:p></p>
<p class="MsoNormal">Businesses also understand the importance of combining promotional products with informative materials such as <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">printing a booklet</span></strong> for presentations, training sessions, and product launches. Together, these materials communicate organization, credibility, and commitment to excellence.<o:p></o:p></p>
<p class="MsoNormal"><b>The Affordable Marketing Tool With Endless Possibilities<o:p></o:p></b></p>
<p class="MsoNormal">Marketing budgets often face limitations, making cost-effective branding solutions essential. <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Custom lanyards</span></strong> offer long-term visibility without the high costs associated with traditional advertising methods. Unlike digital campaigns that disappear after a few days, lanyards continue promoting your business every time they are worn.<o:p></o:p></p>
<p class="MsoNormal">From employee identification cards and visitor passes to promotional giveaways and fundraising events, the possibilities are nearly endless. Their practicality ensures repeated use, increasing brand exposure and maximizing return on investment.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Choose Landmark Print<o:p></o:p></b></p>
<p class="MsoNormal">Companies need a printing partner that understands the importance of quality and branding. Landmark Print provides expertly crafted promotional materials designed to help businesses stand out in competitive markets. Every project is approached with precision and attention to detail, ensuring customers receive products that exceed expectations.<o:p></o:p></p>
<p class="MsoNormal">The company’s commitment to exceptional service and premium production standards has made it a trusted choice for organizations seeking reliable branding solutions.<o:p></o:p></p>
<p class="MsoNormal"><b>Create Marketing Packages That Deliver Results<o:p></o:p></b></p>
<p class="MsoNormal">Smart businesses know that combining multiple promotional tools can dramatically increase their impact. Pairing branded accessories with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product-category/booklet-printing/"><b>printing a booklet</b></a></span></strong> creates a complete communication strategy that educates customers while reinforcing brand identity.<o:p></o:p></p>
<p class="MsoNormal">Whether you're introducing a new product, hosting a seminar, or participating in a trade exhibition, this combination ensures your message reaches the audience in a professional and memorable way. Coordinated marketing materials can significantly improve customer engagement and strengthen brand recognition.<o:p></o:p></p>
<p class="MsoNormal"><b>The Time to Strengthen Your Brand Is Now<o:p></o:p></b></p>
<p class="MsoNormal">Every day without effective branding is a missed opportunity to connect with potential customers and strengthen your market presence. Investing in <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">custom lanyards</span></strong> gives your business a practical and highly visible promotional tool that delivers lasting value.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print continues to help organizations create powerful branding experiences through premium printing solutions and exceptional craftsmanship. Businesses that act today can position themselves ahead of competitors, improve professional presentation, and leave unforgettable impressions wherever they go.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/">printing company near me</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product-category/roll-up-banner-printing-singapore/">pull up banners</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product-category/stamp/">rubber stamp maker online</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<item>
<title>Cyanoacetamide Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Cyanoacetamide-Price</link>
<guid>https://news.bangboxonline.com/Cyanoacetamide-Price</guid>
<description><![CDATA[ Cyanoacetamide Price ]]></description>
<enclosure url="" length="58221" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 10:48:11 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Cyanoacetamide Price</media:keywords>
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" width="624" height="468" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:624,&quot;h&quot;:468,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1090}"></span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:535,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1577}"><a href="https://www.chemanalyst.com/Pricing-data/cyanoacetamide-1698" bis_size="{&quot;x&quot;:8,&quot;y&quot;:537,&quot;w&quot;:309,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1579}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:537,&quot;w&quot;:309,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1579}">According to ChemAnalyst Cyanoacetamide Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:537,&quot;w&quot;:1172,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1579}"> trend in 2026 is expected to be influenced by raw material availability, chemical manufacturing activity, pharmaceutical and agrochemical demand, production costs, regulatory developments, and global trade conditions. Cyanoacetamide is an important organic intermediate widely used in the synthesis of pharmaceuticals, agrochemicals, dyes, pigments, and specialty chemicals. Due to its versatile chemical properties and broad industrial applications, Cyanoacetamide continues to play a crucial role in multiple value chains. As industrial production and specialty chemical demand continue to expand globally, the </span><span bis_size="{&quot;x&quot;:641,&quot;y&quot;:597,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:943,&quot;abs_y&quot;:1639}">Cyanoacetamide Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:597,&quot;w&quot;:1167,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1639}"> is expected to remain an important indicator for manufacturers, suppliers, traders, and procurement professionals throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:652,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1694}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:650,&quot;w&quot;:402,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1692}">Overview of the Cyanoacetamide Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:689,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1731}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:691,&quot;w&quot;:1170,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1733}">Cyanoacetamide is a chemical intermediate commonly utilized in the production of active pharmaceutical ingredients (APIs), crop protection chemicals, dyes, pigments, and various specialty compounds. Its reactivity and versatility make it an essential building block in organic synthesis.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:743,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1785}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:745,&quot;w&quot;:289,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1787}">Major applications of Cyanoacetamide include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:777,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1819}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:777,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1819}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:777,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1819}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:779,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1821}">Pharmaceutical intermediates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:811,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1853}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:811,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1853}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:813,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1855}">Agrochemical production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:845,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1887}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:845,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1887}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:847,&quot;w&quot;:117,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1889}">Dye manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:879,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1921}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:879,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1921}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:881,&quot;w&quot;:113,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1923}">Pigment synthesis</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:913,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1955}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:913,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1955}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:915,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1957}">Specialty chemicals</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:947,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1989}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:947,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1989}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:949,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1991}">Fine chemical production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:981,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2023}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:981,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2023}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:983,&quot;w&quot;:249,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2025}">Research and development applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1015,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2057}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1015,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2057}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1017,&quot;w&quot;:196,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2059}">Industrial chemical formulations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1049,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2091}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1051,&quot;w&quot;:748,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2093}">The increasing use of advanced chemical intermediates across multiple industries continues to support the growth of the </span><span bis_size="{&quot;x&quot;:756,&quot;y&quot;:1051,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:1058,&quot;abs_y&quot;:2093}">Cyanoacetamide Trend Market</span><span bis_size="{&quot;x&quot;:948,&quot;y&quot;:1051,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1250,&quot;abs_y&quot;:2093}"> globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1087,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2129}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1085,&quot;w&quot;:449,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2127}">Global Cyanoacetamide Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1124,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2166}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1126,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2168}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:1126,&quot;w&quot;:180,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:2168}">Cyanoacetamide Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1126,&quot;w&quot;:1121,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2168}"> has experienced fluctuations in recent years due to changes in raw material costs, manufacturing expenses, industrial demand, and logistics conditions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1178,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2220}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1180,&quot;w&quot;:284,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2222}">Key market factors influencing pricing include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1212,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2254}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1212,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2254}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1212,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2254}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1214,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2256}">Feedstock availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1246,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2288}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1246,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2288}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1248,&quot;w&quot;:174,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2290}">Chemical production activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1280,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2322}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1280,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2322}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1282,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2324}">Pharmaceutical demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1314,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2356}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1314,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2356}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1316,&quot;w&quot;:220,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2358}">Agrochemical manufacturing trends</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1348,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2390}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1348,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2390}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1350,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2392}">Transportation costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1382,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2424}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1382,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2424}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1384,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2426}">Supply chain efficiency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1416,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2458}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1418,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2460}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:1418,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:2460}">Cyanoacetamide Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1418,&quot;w&quot;:1156,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2460}"> is expected to remain influenced by steady industrial demand and production economics, while market participants continue monitoring supply-demand balances across key regions.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1474,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2516}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1472,&quot;w&quot;:468,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2514}">Key Factors Influencing Cyanoacetamide Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1511,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2553}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1512,&quot;w&quot;:189,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2554}">Raw Material Availability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1547,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2589}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1549,&quot;w&quot;:475,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2591}">Raw material supply remains one of the most significant factors affecting the </span><span bis_size="{&quot;x&quot;:483,&quot;y&quot;:1549,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:785,&quot;abs_y&quot;:2591}">Cyanoacetamide Price</span><span bis_size="{&quot;x&quot;:624,&quot;y&quot;:1549,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:926,&quot;abs_y&quot;:2591}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1581,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2623}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1583,&quot;w&quot;:656,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2625}">Production requires various chemical feedstocks and intermediates that are subject to market fluctuations.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1615,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2657}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1617,&quot;w&quot;:318,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2659}">Factors influencing raw material availability include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1649,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2691}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1649,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2691}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1649,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2691}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1651,&quot;w&quot;:202,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2693}">Petrochemical market conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1683,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2725}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1683,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2725}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1685,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2727}">Feedstock pricing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1717,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2759}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1717,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2759}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1719,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2761}">Production capacities</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1751,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2793}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1751,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2793}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1753,&quot;w&quot;:82,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2795}">Trade activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1785,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2827}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1785,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2827}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1787,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2829}">Supply chain efficiency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1819,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2861}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1821,&quot;w&quot;:570,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2863}">Changes in feedstock costs can directly impact manufacturing expenses and market pricing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1856,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2898}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1857,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2899}">Manufacturing Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1892,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2934}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1894,&quot;w&quot;:613,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2936}">The production of Cyanoacetamide involves specialized chemical synthesis processes that require:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1926,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2968}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1926,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2968}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1926,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2968}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1928,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2970}">Energy consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1960,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3002}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1960,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3002}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1962,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3004}">Process equipment</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1994,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3036}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1994,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3036}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1996,&quot;w&quot;:76,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3038}">Skilled labor</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2028,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3070}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2028,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3070}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2030,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3072}">Quality control systems</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2062,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3104}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2062,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3104}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2064,&quot;w&quot;:229,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3106}">Environmental compliance measures</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2096,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3138}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2098,&quot;w&quot;:361,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3140}">Rising operational costs can contribute to increases in the </span><span bis_size="{&quot;x&quot;:369,&quot;y&quot;:2098,&quot;w&quot;:180,&quot;h&quot;:16,&quot;abs_x&quot;:671,&quot;abs_y&quot;:3140}">Cyanoacetamide Trend Price</span><span bis_size="{&quot;x&quot;:550,&quot;y&quot;:2098,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:852,&quot;abs_y&quot;:3140}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2133,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3175}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2134,&quot;w&quot;:259,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3176}">Pharmaceutical Industry Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2169,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3211}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2171,&quot;w&quot;:462,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3213}">The pharmaceutical sector remains a major consumer of Cyanoacetamide.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2203,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3245}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2205,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3247}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2237,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3279}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2237,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3279}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2237,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3279}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2239,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3281}">API synthesis</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2271,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3313}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2271,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3313}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2273,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3315}">Drug intermediates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2305,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3347}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2305,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3347}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2307,&quot;w&quot;:231,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3349}">Specialty pharmaceutical compounds</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2339,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3381}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2339,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3381}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2341,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3383}">Research chemicals</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2373,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3415}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2375,&quot;w&quot;:729,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3417}">As global pharmaceutical production continues expanding, demand for Cyanoacetamide is expected to remain strong.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2409,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3451}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2410,&quot;w&quot;:239,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3452}">Agrochemical Industry Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2446,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3488}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2448,&quot;w&quot;:752,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3490}">The agrochemical sector utilizes Cyanoacetamide in the production of crop protection chemicals and related formulations.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2480,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3522}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2482,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3524}">Demand is supported by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2514,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3556}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2514,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3556}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2514,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3556}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2516,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3558}">Agricultural productivity requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2548,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3590}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2548,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3590}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2550,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3592}">Crop protection initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2582,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3624}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2582,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3624}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2584,&quot;w&quot;:174,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3626}">Expanding farming activities</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2616,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3658}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2616,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3658}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2618,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3660}">Global food security concerns</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2650,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3692}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2652,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3694}">These factors continue supporting the growth of the </span><span bis_size="{&quot;x&quot;:330,&quot;y&quot;:2652,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:632,&quot;abs_y&quot;:3694}">Cyanoacetamide Trend Market</span><span bis_size="{&quot;x&quot;:522,&quot;y&quot;:2652,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:824,&quot;abs_y&quot;:3694}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2686,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3728}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2687,&quot;w&quot;:274,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3729}">Logistics and Transportation Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2722,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3764}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2724,&quot;w&quot;:463,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3766}">Global chemical supply chains depend on efficient transportation networks.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2756,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3798}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2758,&quot;w&quot;:245,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3800}">Factors affecting logistics costs include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2790,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3832}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2790,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3832}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2790,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3832}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2792,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3834}">Freight rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2824,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3866}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2824,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3866}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2826,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3868}">Fuel prices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2858,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3900}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2858,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3900}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2860,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3902}">Shipping availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2892,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3934}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2892,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3934}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2894,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3936}">Warehousing expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2926,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3968}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2926,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3968}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2928,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3970}">International trade routes</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2960,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4002}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2962,&quot;w&quot;:415,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4004}">Transportation costs remain an important component of the overall </span><span bis_size="{&quot;x&quot;:423,&quot;y&quot;:2962,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:725,&quot;abs_y&quot;:4004}">Cyanoacetamide Price</span><span bis_size="{&quot;x&quot;:564,&quot;y&quot;:2962,&quot;w&quot;:62,&quot;h&quot;:16,&quot;abs_x&quot;:866,&quot;abs_y&quot;:4004}"> structure.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2998,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4040}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2996,&quot;w&quot;:430,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4038}">Track Real Time Prices Of Cyanoacetamide</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3035,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4077}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cyanoacetamide" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3037,&quot;w&quot;:520,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4079}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3037,&quot;w&quot;:520,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4079}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cyanoacetamide</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3073,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4115}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3071,&quot;w&quot;:459,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4113}">North America Cyanoacetamide Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3110,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4152}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3112,&quot;w&quot;:846,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4154}">North America remains an important market for Cyanoacetamide due to its established pharmaceutical and specialty chemical industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3144,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4186}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3146,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4188}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:3146,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:4188}">Cyanoacetamide Price</span><span bis_size="{&quot;x&quot;:429,&quot;y&quot;:3146,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:731,&quot;abs_y&quot;:4188}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3178,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4220}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3178,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4220}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3178,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4220}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3180,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4222}">Pharmaceutical manufacturing activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3212,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4254}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3212,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4254}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3214,&quot;w&quot;:170,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4256}">Specialty chemical demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3246,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4288}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3246,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4288}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3248,&quot;w&quot;:249,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4290}">Research and development investments</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3280,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4322}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3280,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4322}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3282,&quot;w&quot;:172,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4324}">Import and export dynamics</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3314,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4356}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3314,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4356}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3316,&quot;w&quot;:103,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4358}">Production costs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3348,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4390}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3350,&quot;w&quot;:574,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4392}">The region’s advanced industrial infrastructure is expected to support stable market demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3386,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4428}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3384,&quot;w&quot;:387,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4426}">Europe Cyanoacetamide Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3423,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4465}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3425,&quot;w&quot;:853,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4467}">Europe continues to be a significant consumer of chemical intermediates used in pharmaceuticals, agrochemicals, and specialty products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3457,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4499}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3459,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4501}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:3459,&quot;w&quot;:180,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:4501}">Cyanoacetamide Trend Price</span><span bis_size="{&quot;x&quot;:216,&quot;y&quot;:3459,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:518,&quot;abs_y&quot;:4501}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3491,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4533}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3491,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4533}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3491,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4533}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3493,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4535}">Chemical industry output</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3525,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4567}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3525,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4567}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3527,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4569}">Environmental regulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3559,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4601}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3559,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4601}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3561,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4603}">Pharmaceutical demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3593,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4635}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3593,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4635}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3595,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4637}">Agrochemical production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3627,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4669}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3627,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4669}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3629,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4671}">Energy costs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3661,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4703}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3663,&quot;w&quot;:509,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4705}">The presence of major chemical manufacturers supports long-term market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3698,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4740}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3696,&quot;w&quot;:434,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4738}">Asia-Pacific Cyanoacetamide Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3736,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4778}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3738,&quot;w&quot;:691,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4780}">Asia-Pacific is expected to remain the largest and fastest-growing market for Cyanoacetamide throughout 2026.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3770,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4812}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3772,&quot;w&quot;:321,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4814}">Key countries contributing to market growth include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3804,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4846}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3804,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4846}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3804,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4846}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3806,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4848}">China</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3838,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4880}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3838,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4880}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3840,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4882}">India</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3872,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4914}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3872,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4914}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3874,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4916}">Japan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3906,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4948}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3906,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4948}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3908,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4950}">South Korea</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3940,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4982}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3940,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4982}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3942,&quot;w&quot;:53,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4984}">Thailand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3974,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5016}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3974,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5016}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3976,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5018}">Indonesia</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4008,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5050}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4010,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5052}">Growth drivers include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4042,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5084}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4042,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5084}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4042,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5084}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4044,&quot;w&quot;:257,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5086}">Expanding pharmaceutical manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4076,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5118}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4076,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5118}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4078,&quot;w&quot;:221,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5120}">Increasing agrochemical production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4110,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5152}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4110,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5152}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4112,&quot;w&quot;:210,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5154}">Rising specialty chemical demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4144,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5186}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4144,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5186}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4146,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5188}">Industrial development</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4178,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5220}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4178,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5220}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4180,&quot;w&quot;:188,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5222}">Export-oriented manufacturing</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4212,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5254}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4214,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5256}">These developments are expected to strengthen the </span><span bis_size="{&quot;x&quot;:335,&quot;y&quot;:4214,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:5256}">Cyanoacetamide Trend Market</span><span bis_size="{&quot;x&quot;:527,&quot;y&quot;:4214,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:829,&quot;abs_y&quot;:5256}"> across the region.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4249,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5291}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4247,&quot;w&quot;:474,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5289}">Pharmaceutical Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4287,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5329}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4289,&quot;w&quot;:605,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5331}">The pharmaceutical sector remains one of the primary drivers of global Cyanoacetamide demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4323,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5365}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4324,&quot;w&quot;:349,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5366}">Active Pharmaceutical Ingredient Production</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4359,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5401}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4361,&quot;w&quot;:659,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5403}">Cyanoacetamide is widely used as an intermediate in the synthesis of various pharmaceutical compounds.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4396,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5438}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4397,&quot;w&quot;:221,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5439}">Generic Drug Manufacturing</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4432,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5474}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4434,&quot;w&quot;:682,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5476}">The expansion of generic pharmaceutical production continues increasing demand for chemical intermediates.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4469,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5511}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4470,&quot;w&quot;:291,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5512}">Research and Development Activities</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4505,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5547}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4507,&quot;w&quot;:702,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5549}">Pharmaceutical innovation and drug discovery programs support ongoing consumption of specialty intermediates.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4541,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5583}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4542,&quot;w&quot;:226,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5584}">Healthcare Sector Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4578,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5620}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4580,&quot;w&quot;:633,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5622}">Growing healthcare investments worldwide continue supporting pharmaceutical manufacturing activity.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4612,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5654}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4614,&quot;w&quot;:386,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5656}">These applications contribute significantly to the growth of the </span><span bis_size="{&quot;x&quot;:394,&quot;y&quot;:4614,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:696,&quot;abs_y&quot;:5656}">Cyanoacetamide Trend Market</span><span bis_size="{&quot;x&quot;:585,&quot;y&quot;:4614,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:887,&quot;abs_y&quot;:5656}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4649,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5691}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4647,&quot;w&quot;:358,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5689}">Agrochemical Industry Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4686,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5728}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4688,&quot;w&quot;:554,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5730}">The agrochemical industry represents another major end-use sector for Cyanoacetamide.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4720,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5762}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4722,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5764}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4754,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5796}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4754,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5796}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4754,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5796}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4756,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5798}">Herbicide intermediates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4788,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5830}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4788,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5830}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4790,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5832}">Pesticide production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4822,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5864}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4822,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5864}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4824,&quot;w&quot;:175,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5866}">Crop protection formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4856,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5898}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4856,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5898}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4858,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5900}">Agricultural chemical synthesis</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4890,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5932}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4892,&quot;w&quot;:568,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5934}">Growing agricultural productivity requirements continue supporting demand from this sector.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4928,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5970}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4926,&quot;w&quot;:368,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5968}">Specialty Chemical Industry Demand</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4965,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6007}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4967,&quot;w&quot;:626,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6009}">The specialty chemical sector relies on Cyanoacetamide for the production of high-value compounds.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4999,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6041}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5001,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6043}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5033,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6075}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5033,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6075}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5033,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6075}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5035,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6077}">Functional chemicals</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5067,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6109}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5067,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6109}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5069,&quot;w&quot;:139,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6111}">Performance additives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5101,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6143}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5101,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6143}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5103,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6145}">Industrial intermediates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5135,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6177}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5135,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6177}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5137,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6179}">Custom synthesis products</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5169,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6211}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5171,&quot;w&quot;:544,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6213}">Increasing demand for specialty chemicals continues creating new growth opportunities.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5207,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6249}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5205,&quot;w&quot;:320,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6247}">Dye and Pigment Manufacturing</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5244,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6286}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5246,&quot;w&quot;:444,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6288}">Cyanoacetamide is widely used in the production of dyes and pigments.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5281,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6323}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5282,&quot;w&quot;:221,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6324}">Textile Industry Applications</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5317,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6359}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5319,&quot;w&quot;:522,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6361}">The textile industry utilizes dyes derived from Cyanoacetamide-based intermediates.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5353,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6395}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5354,&quot;w&quot;:170,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6396}">Printing and Coatings</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5390,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6432}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5392,&quot;w&quot;:627,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6434}">Pigments produced using Cyanoacetamide are employed in various printing and coating applications.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5426,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6468}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5427,&quot;w&quot;:154,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6469}">Industrial Colorants</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5462,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6504}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5464,&quot;w&quot;:523,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6506}">The growing demand for industrial colorants continues supporting market expansion.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5496,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6538}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5498,&quot;w&quot;:464,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6540}">These applications contribute to overall industry demand and influence the </span><span bis_size="{&quot;x&quot;:472,&quot;y&quot;:5498,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:774,&quot;abs_y&quot;:6540}">Cyanoacetamide Price</span><span bis_size="{&quot;x&quot;:613,&quot;y&quot;:5498,&quot;w&quot;:52,&quot;h&quot;:16,&quot;abs_x&quot;:915,&quot;abs_y&quot;:6540}"> outlook.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5534,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6576}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5532,&quot;w&quot;:539,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6574}">Consumer and Industry Trends Influencing the Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5571,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6613}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5573,&quot;w&quot;:273,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6615}">Several trends are shaping the future of the </span><span bis_size="{&quot;x&quot;:281,&quot;y&quot;:5573,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:583,&quot;abs_y&quot;:6615}">Cyanoacetamide Trend Market</span><span bis_size="{&quot;x&quot;:472,&quot;y&quot;:5573,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:774,&quot;abs_y&quot;:6615}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5608,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6650}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5609,&quot;w&quot;:292,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6651}">Growth in Pharmaceutical Production</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5644,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6686}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5646,&quot;w&quot;:513,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6688}">Rising healthcare needs continue driving pharmaceutical manufacturing worldwide.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5680,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6722}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5681,&quot;w&quot;:265,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6723}">Expanding Agrochemical Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5717,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6759}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5719,&quot;w&quot;:542,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6761}">Global agricultural productivity initiatives support crop protection chemical consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5753,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6795}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5754,&quot;w&quot;:236,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6796}">Specialty Chemical Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5790,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6832}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5792,&quot;w&quot;:461,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6834}">Manufacturers continue developing advanced specialty chemical products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5826,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6868}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5827,&quot;w&quot;:316,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6869}">Industrialization in Emerging Economies</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5862,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6904}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5864,&quot;w&quot;:442,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6906}">Developing regions continue increasing chemical production capacities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5899,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6941}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5900,&quot;w&quot;:221,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6942}">Supply Chain Diversification</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5935,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6977}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5937,&quot;w&quot;:607,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6979}">Companies continue investing in diversified sourcing strategies to improve supply chain resilience.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5969,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7011}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5971,&quot;w&quot;:599,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7013}">These trends are expected to positively influence market demand throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6006,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7048}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6004,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7046}">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6044,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7086}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6046,&quot;w&quot;:462,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7088}">Despite favorable market fundamentals, several challenges may affect the </span><span bis_size="{&quot;x&quot;:470,&quot;y&quot;:6046,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:772,&quot;abs_y&quot;:7088}">Cyanoacetamide Trend Market</span><span bis_size="{&quot;x&quot;:662,&quot;y&quot;:6046,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:964,&quot;abs_y&quot;:7088}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6080,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7122}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6081,&quot;w&quot;:216,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7123}">Raw Material Price Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6117,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7159}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6119,&quot;w&quot;:399,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7161}">Feedstock cost fluctuations can influence production economics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6153,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7195}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6154,&quot;w&quot;:296,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7196}">Regulatory Compliance Requirements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6189,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7231}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6191,&quot;w&quot;:560,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7233}">Manufacturers must comply with environmental, safety, and chemical handling regulations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6226,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7268}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6227,&quot;w&quot;:210,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7269}">Transportation Disruptions</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6262,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7304}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6264,&quot;w&quot;:494,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7306}">Logistics bottlenecks may impact product availability and procurement planning.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6298,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7340}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6299,&quot;w&quot;:198,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7341}">Energy Cost Fluctuations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6335,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7377}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6337,&quot;w&quot;:459,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7379}">Changes in energy prices can significantly affect manufacturing expenses.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6369,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7411}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6371,&quot;w&quot;:464,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7413}">Managing these challenges remains important for ensuring market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6406,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7448}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6404,&quot;w&quot;:434,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7446}">Regulatory Environment and Market Impact</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6444,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7486}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6446,&quot;w&quot;:503,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7488}">Regulatory agencies continue playing a key role in shaping the chemical industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6478,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7520}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6480,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7522}">Manufacturers must comply with:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6512,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7554}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6512,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7554}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6512,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7554}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6514,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7556}">Environmental regulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6546,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7588}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6546,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7588}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6548,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7590}">Chemical safety standards</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6580,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7622}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6580,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7622}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6582,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7624}">Product quality requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6614,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7656}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6614,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7656}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6616,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7658}">Occupational safety guidelines</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6648,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7690}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6648,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7690}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6650,&quot;w&quot;:185,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7692}">International trade regulations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6682,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7724}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6684,&quot;w&quot;:596,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7726}">Compliance investments help maintain product quality while influencing overall production costs.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6719,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7761}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6717,&quot;w&quot;:403,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7759}">Cyanoacetamide Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6757,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7799}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6759,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7801}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:6759,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:7801}">Cyanoacetamide Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6759,&quot;w&quot;:1150,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7801}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by growing demand from pharmaceutical, agrochemical, and specialty chemical sectors.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6811,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7853}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6813,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7855}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6845,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7887}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6845,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7887}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6845,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7887}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6847,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7889}">Expanding pharmaceutical production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6879,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7921}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6879,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7921}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6881,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7923}">Growing agrochemical demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6913,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7955}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6913,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7955}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6915,&quot;w&quot;:239,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7957}">Rising specialty chemical consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6947,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7989}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6947,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7989}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6949,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7991}">Manufacturing cost pressures</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6981,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:8023}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6981,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:8023}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6983,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:8025}">Logistics and transportation expenses</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7015,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8057}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7017,&quot;w&quot;:795,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8059}">At the same time, stable production capacities and efficient supply chain management may help reduce excessive price volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7049,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8091}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7051,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8093}">Most industry participants anticipate moderate fluctuations in the </span><span bis_size="{&quot;x&quot;:410,&quot;y&quot;:7051,&quot;w&quot;:180,&quot;h&quot;:16,&quot;abs_x&quot;:712,&quot;abs_y&quot;:8093}">Cyanoacetamide Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7051,&quot;w&quot;:1149,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8093}">, reflecting changes in raw material costs, regional demand patterns, and broader economic conditions.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7106,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8148}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7104,&quot;w&quot;:516,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8146}">Future Opportunities in the Cyanoacetamide Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7143,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8185}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7145,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8187}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:7145,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:8187}">Cyanoacetamide Trend Market</span><span bis_size="{&quot;x&quot;:383,&quot;y&quot;:7145,&quot;w&quot;:347,&quot;h&quot;:16,&quot;abs_x&quot;:685,&quot;abs_y&quot;:8187}"> remains positive due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7180,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8222}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7181,&quot;w&quot;:277,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8223}">Pharmaceutical Industry Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7216,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8258}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7218,&quot;w&quot;:527,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8260}">Continued healthcare investment supports demand for pharmaceutical intermediates.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7253,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8295}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7254,&quot;w&quot;:227,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8296}">Agrochemical Market Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7289,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8331}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7291,&quot;w&quot;:559,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8333}">Increasing agricultural productivity requirements continue driving agrochemical production.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7325,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8367}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7326,&quot;w&quot;:256,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8368}">Specialty Chemical Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7362,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8404}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7364,&quot;w&quot;:611,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8406}">Growing demand for advanced chemical formulations creates new opportunities for manufacturers.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7398,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8440}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7399,&quot;w&quot;:262,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8441}">Emerging Market Industrialization</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7434,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8476}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7436,&quot;w&quot;:488,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8478}">Developing economies continue expanding chemical manufacturing capacities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7471,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8513}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7472,&quot;w&quot;:271,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8514}">Research and Innovation Activities</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7507,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8549}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7509,&quot;w&quot;:512,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8551}">Ongoing investments in chemical research support future application development.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7545,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8587}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7543,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8585}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7582,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8624}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7584,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8626}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:7584,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:8626}">Cyanoacetamide Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7584,&quot;w&quot;:1189,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8626}"> outlook for 2026 remains supported by strong demand from pharmaceutical, agrochemical, dye, pigment, and specialty chemical industries. Factors such as feedstock availability, manufacturing costs, logistics expenses, regulatory compliance requirements, and industrial production trends will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7656,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8698}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7658,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8700}">The </span><a href="https://www.chemanalyst.com/Pricing-data/cyanoacetamide-1698" bis_size="{&quot;x&quot;:36,&quot;y&quot;:7658,&quot;w&quot;:180,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8700}"><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:7658,&quot;w&quot;:180,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8700}">Cyanoacetamide Trend Price</span></a><span bis_size="{&quot;x&quot;:216,&quot;y&quot;:7658,&quot;w&quot;:972,&quot;h&quot;:16,&quot;abs_x&quot;:518,&quot;abs_y&quot;:8700}"> is expected to experience moderate fluctuations depending on supply-demand dynamics, production economics, and global trade conditions. Meanwhile, the </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7678,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8720}">Cyanoacetamide Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7678,&quot;w&quot;:1120,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8720}"> is projected to maintain steady growth due to expanding pharmaceutical manufacturing, increasing agrochemical demand, growing specialty chemical production, and ongoing industrial development across emerging economies.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7730,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8772}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7732,&quot;w&quot;:1186,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8774}">As industries continue seeking high-performance chemical intermediates for advanced manufacturing applications, Cyanoacetamide is expected to remain an essential component of the global chemical value chain, supporting sustained market growth and long-term industry expansion through 2026 and beyond.</span></p>]]> </content:encoded>
</item>

<item>
<title>CoQ10 Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook</title>
<link>https://news.bangboxonline.com/CoQ10-Price-71504</link>
<guid>https://news.bangboxonline.com/CoQ10-Price-71504</guid>
<description><![CDATA[ CoQ10 Price ]]></description>
<enclosure url="" length="58221" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 10:35:13 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>CoQ10 Price</media:keywords>
<content:encoded><![CDATA[<h1 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:18,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1060}"></h1>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:57,&quot;w&quot;:1190,&quot;h&quot;:421,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1099}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:460,&quot;w&quot;:624,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1502}"><img 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" width="624" height="416" bis_size="{&quot;x&quot;:8,&quot;y&quot;:57,&quot;w&quot;:624,&quot;h&quot;:416,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1099}"></span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:492,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1534}"><a href="https://www.chemanalyst.com/Pricing-data/coq10-1227" bis_size="{&quot;x&quot;:8,&quot;y&quot;:494,&quot;w&quot;:249,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1536}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:494,&quot;w&quot;:249,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1536}">According to ChemAnalyst CoQ10 Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:494,&quot;w&quot;:1184,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1536}"> trend in 2026 is expected to be influenced by rising demand from the nutraceutical, pharmaceutical, food supplement, and personal care industries, along with fluctuations in raw material costs, manufacturing expenses, regulatory requirements, and global supply chain conditions. Coenzyme Q10 (CoQ10) is a naturally occurring antioxidant that plays a critical role in cellular energy production and is widely used in dietary supplements, cardiovascular health products, anti-aging formulations, and functional foods. As consumer awareness regarding preventive healthcare and wellness continues to grow, the </span><span bis_size="{&quot;x&quot;:505,&quot;y&quot;:554,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:807,&quot;abs_y&quot;:1596}">CoQ10 Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:554,&quot;w&quot;:1158,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1596}"> is expected to remain a key market indicator for manufacturers, distributors, and procurement professionals throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:609,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1651}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:607,&quot;w&quot;:303,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1649}">Overview of the CoQ10 Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:647,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1689}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:649,&quot;w&quot;:1122,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1691}">CoQ10, also known as ubiquinone, is a fat-soluble antioxidant found naturally in the human body and various food sources. Commercially produced CoQ10 is widely utilized in health supplements, pharmaceutical products, cosmetics, and functional food formulations due to its potential role in supporting energy metabolism and overall wellness.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:701,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1743}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:703,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1745}">Major applications of CoQ10 include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:735,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1777}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:735,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1777}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:735,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1777}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:737,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1779}">Dietary supplements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:769,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1811}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:769,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1811}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:771,&quot;w&quot;:176,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1813}">Pharmaceutical formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:803,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1845}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:803,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1845}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:805,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1847}">Cardiovascular health products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:837,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1879}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:837,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1879}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:839,&quot;w&quot;:176,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1881}">Anti-aging skincare products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:871,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1913}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:871,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1913}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:873,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1915}">Functional beverages</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:905,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1947}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:905,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1947}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:907,&quot;w&quot;:120,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1949}">Nutritional products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:939,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1981}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:939,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1981}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:941,&quot;w&quot;:177,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1983}">Sports nutrition supplements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:973,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2015}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:973,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2015}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:975,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2017}">Wellness formulations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1007,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2049}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1009,&quot;w&quot;:593,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2051}">The growing emphasis on health and preventive care continues to support the expansion of the </span><span bis_size="{&quot;x&quot;:601,&quot;y&quot;:1009,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:903,&quot;abs_y&quot;:2051}">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:731,&quot;y&quot;:1009,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1033,&quot;abs_y&quot;:2051}"> globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1044,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2086}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1042,&quot;w&quot;:350,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2084}">Global CoQ10 Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1082,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2124}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1084,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2126}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:1084,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:2126}">CoQ10 Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1084,&quot;w&quot;:1184,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2126}"> has experienced notable fluctuations over recent years due to changes in production costs, raw material availability, healthcare demand, logistics expenses, and evolving consumer preferences.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1136,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2178}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1138,&quot;w&quot;:391,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2180}">Several factors have influenced market performance, including:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1170,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2212}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1170,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2212}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1170,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2212}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1172,&quot;w&quot;:199,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2214}">Fermentation raw material costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1204,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2246}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1204,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2246}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1206,&quot;w&quot;:206,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2248}">Manufacturing capacity utilization</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1238,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2280}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1238,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2280}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1240,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2282}">Nutraceutical demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1272,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2314}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1272,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2314}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1274,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2316}">Pharmaceutical industry requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1306,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2348}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1306,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2348}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1308,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2350}">International trade conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1340,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2382}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1340,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2382}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1342,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2384}">Transportation and logistics expenses</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1374,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2416}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1376,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2418}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:1376,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:2418}">CoQ10 Price</span><span bis_size="{&quot;x&quot;:166,&quot;y&quot;:1376,&quot;w&quot;:895,&quot;h&quot;:16,&quot;abs_x&quot;:468,&quot;abs_y&quot;:2418}"> is expected to remain supported by increasing demand from health-conscious consumers and expanding applications across multiple industries.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1411,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2453}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1409,&quot;w&quot;:368,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2451}">Key Factors Influencing CoQ10 Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1449,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2491}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1450,&quot;w&quot;:189,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2492}">Raw Material Availability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1485,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2527}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1487,&quot;w&quot;:418,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2529}">Raw material procurement remains a significant factor affecting the </span><span bis_size="{&quot;x&quot;:426,&quot;y&quot;:1487,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:728,&quot;abs_y&quot;:2529}">CoQ10 Price</span><span bis_size="{&quot;x&quot;:506,&quot;y&quot;:1487,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:808,&quot;abs_y&quot;:2529}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1519,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2561}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1521,&quot;w&quot;:215,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2563}">The production of CoQ10 requires:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1553,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2595}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1553,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2595}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1553,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2595}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1555,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2597}">Fermentation feedstocks</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1587,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2629}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1587,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2629}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1589,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2631}">Specialized nutrients</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1621,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2663}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1621,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2663}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1623,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2665}">Chemical intermediates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1655,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2697}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1655,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2697}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1657,&quot;w&quot;:141,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2699}">Processing ingredients</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1689,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2731}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1691,&quot;w&quot;:725,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2733}">Changes in feedstock costs and supply availability can directly influence manufacturing expenses and market pricing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1725,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2767}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1726,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2768}">Manufacturing Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1762,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2804}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1764,&quot;w&quot;:614,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2806}">Commercial production of CoQ10 involves sophisticated fermentation and purification technologies.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1796,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2838}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1798,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2840}">Key cost components include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1830,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2872}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1830,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2872}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1830,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2872}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1832,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2874}">Energy consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1864,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2906}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1864,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2906}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1866,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2908}">Fermentation infrastructure</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1898,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2940}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1898,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2940}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1900,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2942}">Quality control systems</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1932,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2974}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1932,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2974}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1934,&quot;w&quot;:99,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2976}">Labor expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1966,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3008}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1966,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3008}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1968,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3010}">Regulatory compliance costs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2000,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3042}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2002,&quot;w&quot;:432,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3044}">Increasing production costs can contribute to upward pressure on the </span><span bis_size="{&quot;x&quot;:440,&quot;y&quot;:2002,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:742,&quot;abs_y&quot;:3044}">CoQ10 Trend Price</span><span bis_size="{&quot;x&quot;:560,&quot;y&quot;:2002,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:862,&quot;abs_y&quot;:3044}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2036,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3078}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2037,&quot;w&quot;:241,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3079}">Nutraceutical Industry Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2072,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3114}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2074,&quot;w&quot;:505,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3116}">The nutraceutical sector remains one of the largest consumers of CoQ10 globally.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2106,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3148}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2108,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3150}">Demand is supported by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2140,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3182}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2140,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3182}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2140,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3182}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2142,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3184}">Growing wellness awareness</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2174,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3216}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2174,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3216}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2176,&quot;w&quot;:111,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3218}">Aging populations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2208,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3250}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2208,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3250}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2210,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3252}">Preventive healthcare trends</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2242,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3284}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2242,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3284}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2244,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3286}">Dietary supplement consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2276,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3318}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2276,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3318}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2278,&quot;w&quot;:151,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3320}">Sports nutrition products</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2310,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3352}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2312,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3354}">These factors continue supporting the growth of the </span><span bis_size="{&quot;x&quot;:330,&quot;y&quot;:2312,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:632,&quot;abs_y&quot;:3354}">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:461,&quot;y&quot;:2312,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:763,&quot;abs_y&quot;:3354}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2347,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3389}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2348,&quot;w&quot;:292,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3390}">Pharmaceutical Industry Applications</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2383,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3425}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2385,&quot;w&quot;:706,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3427}">The pharmaceutical sector utilizes CoQ10 in various formulations designed to support overall health and wellness.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2417,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3459}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2419,&quot;w&quot;:712,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3461}">Growth in pharmaceutical manufacturing activity contributes to increased demand and influences market dynamics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2454,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3496}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2455,&quot;w&quot;:251,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3497}">Logistics and Distribution Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2490,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3532}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2492,&quot;w&quot;:546,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3534}">Global CoQ10 supply chains depend on efficient transportation and distribution systems.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2524,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3566}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2526,&quot;w&quot;:245,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3568}">Factors affecting logistics costs include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2558,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3600}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2558,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3600}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2558,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3600}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2560,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3602}">Freight rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2592,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3634}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2592,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3634}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2594,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3636}">Fuel prices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2626,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3668}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2626,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3668}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2628,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3670}">Warehousing expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2660,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3702}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2660,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3702}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2662,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3704}">International shipping conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2694,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3736}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2694,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3736}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2696,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3738}">Supply chain efficiency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2728,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3770}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2730,&quot;w&quot;:326,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3772}">Transportation costs continue influencing the overall </span><span bis_size="{&quot;x&quot;:334,&quot;y&quot;:2730,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:636,&quot;abs_y&quot;:3772}">CoQ10 Price</span><span bis_size="{&quot;x&quot;:414,&quot;y&quot;:2730,&quot;w&quot;:52,&quot;h&quot;:16,&quot;abs_x&quot;:716,&quot;abs_y&quot;:3772}"> outlook.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2765,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3807}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2763,&quot;w&quot;:359,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3805}">North America CoQ10 Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2803,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3845}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2805,&quot;w&quot;:799,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3847}">North America remains a major market for CoQ10 due to strong consumer interest in dietary supplements and wellness products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2837,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3879}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2839,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3881}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:2839,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3881}">CoQ10 Price</span><span bis_size="{&quot;x&quot;:369,&quot;y&quot;:2839,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:671,&quot;abs_y&quot;:3881}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2871,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3913}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2871,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3913}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2871,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3913}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2873,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3915}">Supplement consumption levels</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2905,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3947}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2905,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3947}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2907,&quot;w&quot;:128,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3949}">Healthcare spending</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2939,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3981}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2939,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3981}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2941,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3983}">Retail distribution activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2973,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4015}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2973,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4015}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2975,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4017}">Pharmaceutical demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3007,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4049}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3007,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4049}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3009,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4051}">Product innovation</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3041,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4083}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3043,&quot;w&quot;:546,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4085}">The region’s mature nutraceutical industry is expected to support stable demand growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3078,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4120}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3076,&quot;w&quot;:288,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4118}">Europe CoQ10 Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3116,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4158}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3118,&quot;w&quot;:915,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4160}">Europe continues to be an important market for CoQ10 products, driven by growing consumer awareness regarding preventive health and wellness.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3150,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4192}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3152,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4194}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:3152,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:4194}">CoQ10 Trend Price</span><span bis_size="{&quot;x&quot;:155,&quot;y&quot;:3152,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:457,&quot;abs_y&quot;:4194}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3184,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4226}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3184,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4226}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3184,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4226}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3186,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4228}">Nutraceutical demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3218,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4260}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3218,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4260}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3220,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4262}">Regulatory standards</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3252,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4294}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3252,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4294}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3254,&quot;w&quot;:165,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4296}">Pharmaceutical production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3286,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4328}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3286,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4328}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3288,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4330}">Functional food applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3320,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4362}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3320,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4362}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3322,&quot;w&quot;:156,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4364}">Import and export activity</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3354,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4396}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3356,&quot;w&quot;:645,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4398}">The presence of established healthcare and wellness industries continues supporting market expansion.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3391,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4433}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3389,&quot;w&quot;:263,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4431}">Track Real Time Prices Of </span><span bis_size="{&quot;x&quot;:271,&quot;y&quot;:3389,&quot;w&quot;:67,&quot;h&quot;:23,&quot;abs_x&quot;:573,&quot;abs_y&quot;:4431}">CoQ10</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3428,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4470}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=CoQ10" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3430,&quot;w&quot;:459,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4472}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3430,&quot;w&quot;:459,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4472}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=CoQ10</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3466,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4508}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3464,&quot;w&quot;:334,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4506}">Asia-Pacific CoQ10 Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3503,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4545}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3505,&quot;w&quot;:608,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4547}">Asia-Pacific is expected to remain one of the fastest-growing regions in the global CoQ10 industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3537,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4579}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3539,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4581}">Countries such as:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3571,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4613}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3571,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4613}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3571,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4613}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3573,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4615}">China</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3605,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4647}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3605,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4647}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3607,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4649}">Japan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3639,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4681}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3639,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4681}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3641,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4683}">India</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3673,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4715}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3673,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4715}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3675,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4717}">South Korea</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3707,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4749}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3707,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4749}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3709,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4751}">Australia</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3741,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4783}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3741,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4783}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3743,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4785}">Indonesia</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3775,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4817}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3777,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4819}">continue experiencing growth in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3809,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4851}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3809,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4851}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3809,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4851}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3811,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4853}">Dietary supplement consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3843,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4885}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3843,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4885}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3845,&quot;w&quot;:165,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4887}">Functional food production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3877,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4919}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3877,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4919}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3879,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4921}">Personal care applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3911,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4953}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3911,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4953}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3913,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4955}">Pharmaceutical manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3945,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4987}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3945,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4987}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3947,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4989}">Health and wellness spending</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3979,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5021}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3981,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5023}">These developments are expected to strengthen the </span><span bis_size="{&quot;x&quot;:335,&quot;y&quot;:3981,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:5023}">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:466,&quot;y&quot;:3981,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:768,&quot;abs_y&quot;:5023}"> throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4017,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5059}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4015,&quot;w&quot;:452,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5057}">Nutraceutical Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4054,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5096}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4056,&quot;w&quot;:565,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5098}">The nutraceutical industry remains the primary growth driver for CoQ10 demand worldwide.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4091,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5133}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4092,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5134}">Dietary Supplements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4127,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5169}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4129,&quot;w&quot;:726,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5171}">CoQ10 is widely incorporated into dietary supplements designed to support energy metabolism and general wellness.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4163,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5205}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4164,&quot;w&quot;:200,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5206}">Sports Nutrition Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4200,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5242}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4202,&quot;w&quot;:614,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5244}">Athletes and fitness-conscious consumers increasingly seek nutritional products containing CoQ10.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4236,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5278}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4237,&quot;w&quot;:279,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5279}">Wellness and Preventive Healthcare</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4272,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5314}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4274,&quot;w&quot;:610,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5316}">Growing interest in preventive healthcare solutions continues supporting supplement consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4309,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5351}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4310,&quot;w&quot;:204,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5352}">Aging Population Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4345,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5387}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4347,&quot;w&quot;:675,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5389}">An increasing elderly population contributes significantly to demand for health-supporting nutritional products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4379,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5421}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4381,&quot;w&quot;:331,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5423}">These applications continue driving growth within the </span><span bis_size="{&quot;x&quot;:339,&quot;y&quot;:4381,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:641,&quot;abs_y&quot;:5423}">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:470,&quot;y&quot;:4381,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:772,&quot;abs_y&quot;:5423}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4417,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5459}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4415,&quot;w&quot;:385,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5457}">Pharmaceutical Applications of CoQ10</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4454,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5496}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4456,&quot;w&quot;:682,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5498}">The pharmaceutical industry continues utilizing CoQ10 in various formulations and wellness-focused products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4488,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5530}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4490,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5532}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4522,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5564}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4522,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5564}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4522,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5564}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4524,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5566}">Health-support formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4556,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5598}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4556,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5598}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4558,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5600}">Nutritional support products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4590,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5632}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4590,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5632}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4592,&quot;w&quot;:237,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5634}">Specialty pharmaceutical preparations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4624,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5666}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4624,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5666}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4626,&quot;w&quot;:190,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5668}">Wellness-oriented medications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4658,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5700}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4658,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5700}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4660,&quot;w&quot;:158,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5702}">Combination formulations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4692,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5734}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4694,&quot;w&quot;:519,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5736}">The continued expansion of healthcare markets supports long-term demand growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4729,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5771}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4727,&quot;w&quot;:462,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5769}">Personal Care and Cosmetic Industry Demand</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4767,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5809}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4769,&quot;w&quot;:471,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5811}">CoQ10 has gained popularity within the personal care and cosmetics sector.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4803,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5845}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4804,&quot;w&quot;:159,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5846}">Anti-Aging Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4840,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5882}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4842,&quot;w&quot;:612,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5884}">Manufacturers utilize CoQ10 in skincare products designed to support skin health and appearance.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4876,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5918}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4877,&quot;w&quot;:256,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5919}">Premium Cosmetic Formulations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4912,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5954}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4914,&quot;w&quot;:478,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5956}">The ingredient is increasingly incorporated into high-value cosmetic products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4949,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5991}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4950,&quot;w&quot;:238,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5992}">Beauty and Wellness Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4985,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6027}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4987,&quot;w&quot;:616,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6029}">Consumers continue seeking multifunctional products that combine cosmetic and wellness benefits.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5019,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6061}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5021,&quot;w&quot;:460,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6063}">These trends contribute to growing demand across the cosmetics industry.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5056,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6098}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5054,&quot;w&quot;:437,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6096}">Functional Food and Beverage Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5094,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6136}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5096,&quot;w&quot;:400,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6138}">CoQ10 is increasingly utilized in functional foods and beverages.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5128,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6170}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5130,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6172}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5162,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6204}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5162,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6204}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5162,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6204}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5164,&quot;w&quot;:132,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6206}">Nutritional beverages</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5196,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6238}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5196,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6238}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5198,&quot;w&quot;:105,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6240}">Functional drinks</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5230,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6272}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5230,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6272}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5232,&quot;w&quot;:139,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6274}">Fortified food products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5264,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6306}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5264,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6306}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5266,&quot;w&quot;:104,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6308}">Wellness snacks</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5298,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6340}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5298,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6340}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5300,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6342}">Specialty nutrition products</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5332,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6374}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5334,&quot;w&quot;:588,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6376}">The expanding functional food industry continues creating new opportunities for market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5369,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6411}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5367,&quot;w&quot;:480,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6409}">Consumer Trends Influencing the CoQ10 Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5407,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6449}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5409,&quot;w&quot;:387,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6451}">Several consumer trends are shaping the future outlook of the </span><span bis_size="{&quot;x&quot;:395,&quot;y&quot;:5409,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:697,&quot;abs_y&quot;:6451}">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:526,&quot;y&quot;:5409,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:828,&quot;abs_y&quot;:6451}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5443,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6485}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5444,&quot;w&quot;:261,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6486}">Preventive Healthcare Awareness</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5480,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6522}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5482,&quot;w&quot;:464,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6524}">Consumers increasingly prioritize long-term health and wellness strategies.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5516,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6558}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5517,&quot;w&quot;:274,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6559}">Growing Supplement Consumption</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5552,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6594}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5554,&quot;w&quot;:438,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6596}">Dietary supplements continue gaining popularity across all age groups.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5589,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6631}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5590,&quot;w&quot;:167,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6632}">Healthy Aging Trends</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5625,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6667}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5627,&quot;w&quot;:512,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6669}">Consumers are actively seeking products that support active and healthy lifestyles.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5661,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6703}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5662,&quot;w&quot;:224,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6704}">Functional Nutrition Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5698,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6740}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5700,&quot;w&quot;:468,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6742}">Functional foods and beverages continue expanding across global markets.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5734,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6776}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5735,&quot;w&quot;:266,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6777}">Premium Health Product Adoption</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5771,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6813}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5773,&quot;w&quot;:491,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6815}">Consumers increasingly invest in high-quality nutritional and wellness products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5805,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6847}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5807,&quot;w&quot;:524,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6849}">These trends are expected to positively influence demand during the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5842,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6884}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5840,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6882}">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5879,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6921}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5881,&quot;w&quot;:451,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6923}">Despite strong demand fundamentals, several challenges may affect the </span><span bis_size="{&quot;x&quot;:459,&quot;y&quot;:5881,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:761,&quot;abs_y&quot;:6923}">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:590,&quot;y&quot;:5881,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:892,&quot;abs_y&quot;:6923}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5916,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6958}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5917,&quot;w&quot;:212,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6959}">Raw Material Cost Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5952,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6994}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5954,&quot;w&quot;:410,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6996}">Changes in feedstock pricing can influence production economics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5988,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7030}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5989,&quot;w&quot;:205,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7031}">Manufacturing Complexity</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6025,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7067}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6027,&quot;w&quot;:719,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7069}">The production of high-purity CoQ10 requires advanced processing technologies and strict quality control measures.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6061,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7103}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6062,&quot;w&quot;:182,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7104}">Regulatory Compliance</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6098,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7140}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6100,&quot;w&quot;:501,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7142}">Manufacturers must comply with evolving health, safety, and labeling regulations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6134,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7176}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6135,&quot;w&quot;:167,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7177}">Logistics Disruptions</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6170,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7212}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6172,&quot;w&quot;:666,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7214}">Transportation delays and freight cost fluctuations may affect product availability and procurement planning.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6204,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7246}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6206,&quot;w&quot;:490,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7248}">Addressing these challenges remains important for maintaining market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6242,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7284}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6240,&quot;w&quot;:434,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7282}">Regulatory Environment and Market Impact</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6279,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7321}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6281,&quot;w&quot;:532,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7323}">Regulatory agencies continue playing a significant role in shaping the CoQ10 industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6313,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7355}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6315,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7357}">Manufacturers must comply with:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6347,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7389}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6347,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7389}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6347,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7389}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6349,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7391}">Product safety standards</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6381,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7423}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6381,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7423}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6383,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7425}">Nutritional labeling requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6415,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7457}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6415,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7457}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6417,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7459}">Quality assurance regulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6449,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7491}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6449,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7491}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6451,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7493}">Manufacturing compliance protocols</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6483,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7525}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6483,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7525}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6485,&quot;w&quot;:185,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7527}">International trade regulations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6517,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7559}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6519,&quot;w&quot;:631,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7561}">These requirements help ensure product quality while influencing production costs and market pricing.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6555,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7597}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6553,&quot;w&quot;:304,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7595}">CoQ10 Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6592,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7634}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6594,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7636}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:6594,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:7636}">CoQ10 Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6594,&quot;w&quot;:1136,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7636}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by expanding demand from nutraceutical, pharmaceutical, personal care, and functional food industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6646,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7688}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6648,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7690}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6680,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7722}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6680,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7722}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6680,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7722}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6682,&quot;w&quot;:211,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7724}">Growing supplement consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6714,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7756}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6714,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7756}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6716,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7758}">Increasing wellness awareness</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6748,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7790}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6748,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7790}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6750,&quot;w&quot;:192,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7792}">Rising healthcare expenditures</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6782,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7824}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6782,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7824}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6784,&quot;w&quot;:214,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7826}">Expanding functional food markets</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6816,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7858}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6816,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7858}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6818,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7860}">Continued product innovation</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6850,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7892}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6852,&quot;w&quot;:813,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7894}">At the same time, stable production capacity and efficient supply chain management may help moderate excessive market volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6884,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7926}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6886,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7928}">Most industry participants anticipate moderate fluctuations in the </span><span bis_size="{&quot;x&quot;:410,&quot;y&quot;:6886,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:712,&quot;abs_y&quot;:7928}">CoQ10 Trend Price</span><span bis_size="{&quot;x&quot;:530,&quot;y&quot;:6886,&quot;w&quot;:436,&quot;h&quot;:16,&quot;abs_x&quot;:832,&quot;abs_y&quot;:7928}">, reflecting changing demand conditions and broader economic trends.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6921,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7963}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6919,&quot;w&quot;:417,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7961}">Future Opportunities in the CoQ10 Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6959,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8001}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6961,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8003}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:6961,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:8003}">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:322,&quot;y&quot;:6961,&quot;w&quot;:387,&quot;h&quot;:16,&quot;abs_x&quot;:624,&quot;abs_y&quot;:8003}"> remains highly positive due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6995,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8037}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6996,&quot;w&quot;:309,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8038}">Expansion of the Nutraceutical Industry</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7032,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8074}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7034,&quot;w&quot;:525,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8076}">Growing health consciousness continues driving demand for nutritional supplements.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7068,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8110}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7069,&quot;w&quot;:189,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8111}">Functional Food Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7104,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8146}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7106,&quot;w&quot;:569,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8148}">Manufacturers continue incorporating wellness ingredients into food and beverage products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7141,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8183}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7142,&quot;w&quot;:263,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8184}">Personal Care Product Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7177,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8219}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7179,&quot;w&quot;:579,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8221}">The cosmetics industry continues expanding the use of CoQ10 in premium skincare products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7214,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8256}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7215,&quot;w&quot;:240,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8257}">Emerging Market Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7250,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8292}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7252,&quot;w&quot;:695,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8294}">Developing economies continue experiencing growth in healthcare spending and wellness product consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7286,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8328}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7287,&quot;w&quot;:179,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8329}">Product Diversification</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7323,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8365}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7325,&quot;w&quot;:594,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8367}">Manufacturers continue developing innovative CoQ10-based formulations and delivery systems.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7360,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8402}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7358,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8400}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7397,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8439}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7399,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8441}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:7399,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:8441}">CoQ10 Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7399,&quot;w&quot;:1176,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8441}"> outlook for 2026 remains supported by strong demand from nutraceutical, pharmaceutical, functional food, and personal care industries. Factors such as raw material availability, production costs, regulatory compliance requirements, healthcare trends, and logistics expenses will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7451,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8493}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7453,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8495}">The </span><a href="https://www.chemanalyst.com/Pricing-data/coq10-1227" bis_size="{&quot;x&quot;:36,&quot;y&quot;:7453,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8495}"><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:7453,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8495}">CoQ10 Trend Price</span></a><span bis_size="{&quot;x&quot;:155,&quot;y&quot;:7453,&quot;w&quot;:1017,&quot;h&quot;:16,&quot;abs_x&quot;:457,&quot;abs_y&quot;:8495}"> is expected to experience moderate fluctuations depending on supply-demand dynamics, manufacturing economics, and broader market conditions. Meanwhile, the </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7473,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8515}">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7473,&quot;w&quot;:1164,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8515}"> is projected to maintain steady long-term growth due to rising preventive healthcare awareness, expanding supplement consumption, increasing demand for functional nutrition, and continued innovation across wellness-focused industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7525,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8567}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7527,&quot;w&quot;:1175,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8569}">As consumers increasingly prioritize health, wellness, and active lifestyles, CoQ10 is expected to remain one of the most important ingredients in the global nutraceutical and functional health sectors, supporting sustained market expansion and long-term industry development.</span></p>]]> </content:encoded>
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<title>Backdrop Stand Solutions That Instantly Elevate Every Event</title>
<link>https://news.bangboxonline.com/backdrop-stand-solutions-that-instantly-elevate-every-event</link>
<guid>https://news.bangboxonline.com/backdrop-stand-solutions-that-instantly-elevate-every-event</guid>
<description><![CDATA[ Create a professional display for events, photoshoots, exhibitions, and branding setups with a sturdy backdrop stand. Easy to assemble, adjustable, and durable—ideal for banners, step-and-repeat designs, product shoots, and promotional visuals. Get stable support every time. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a322cb76dc60.jpg" length="37796" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 10:12:37 +0500</pubDate>
<dc:creator>Landmark print-2</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's competitive business environment, standing out is no longer optional. Every exhibition, product launch, conference, and corporate event demands visual excellence that grabs attention instantly. A professionally designed <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/product/pvc-backdrop-stand/"><b>backdrop stand</b></a></span></strong> can transform an ordinary space into a captivating brand experience that attracts customers and leaves a lasting impression.<o:p></o:p></p>
<p class="MsoNormal">Businesses that invest in high-quality display solutions consistently enjoy greater visibility, increased customer engagement, and stronger brand recognition. This is the perfect time to upgrade your event marketing and make every presentation unforgettable.<o:p></o:p></p>
<p class="MsoNormal"><b>Turn Every Event into a Marketing Success<o:p></o:p></b></p>
<p class="MsoNormal">A well-designed display isn't just decoration; it is a silent salesperson working around the clock. From trade shows to press conferences, the right presentation materials can dramatically influence how customers perceive your business.<o:p></o:p></p>
<p class="MsoNormal">This is where Landmark Print delivers exceptional value. By combining premium materials, sharp printing quality, and innovative designs, businesses can showcase their products and services with unmatched professionalism. Every event becomes an opportunity to impress, connect, and convert potential customers into loyal clients.<o:p></o:p></p>
<p class="MsoNormal"><b>Build a Brand That People Remember<o:p></o:p></b></p>
<p class="MsoNormal">Visual branding plays a crucial role in business growth. A professionally crafted <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">backdrop stand</span></strong> creates a striking focal point that immediately communicates credibility and trust.<o:p></o:p></p>
<p class="MsoNormal">Customers naturally gravitate toward businesses that present themselves professionally. Whether you are launching a new product or attending an industry exhibition, premium display solutions help establish authority and make your brand impossible to ignore.<o:p></o:p></p>
<p class="MsoNormal">The right event setup can become the difference between being remembered and being forgotten.<o:p></o:p></p>
<p class="MsoNormal"><b>Expand Your Marketing Potential Beyond Events<o:p></o:p></b></p>
<p class="MsoNormal">Promotional materials extend your brand's reach long after an event ends. High-quality <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://landmarkprint.sg/"><b>cards printing</b></a></span></strong> services provide businesses with elegant business cards, invitation cards, and promotional materials that continue building connections even after the first meeting.<o:p></o:p></p>
<p class="MsoNormal">Professionally printed cards communicate attention to detail and reinforce your company's image. They become a tangible reminder of your brand and significantly improve networking opportunities.<o:p></o:p></p>
<p class="MsoNormal">Every interaction becomes more meaningful when supported by premium printed materials that reflect excellence.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Quality Printing Makes All the Difference<o:p></o:p></b></p>
<p class="MsoNormal">Poor printing can instantly damage a company's reputation. Faded colors, low-resolution graphics, and weak materials create negative impressions that are difficult to overcome.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print understands the importance of perfection in every detail. Superior color accuracy, durable materials, and meticulous craftsmanship ensure that every project exceeds expectations. Businesses gain confidence knowing their marketing materials represent their brand at the highest standard.<o:p></o:p></p>
<p class="MsoNormal">When quality matters, settling for average simply isn't an option.<o:p></o:p></p>
<p class="MsoNormal"><b>Capture Attention in Crowded Spaces<o:p></o:p></b></p>
<p class="MsoNormal">Trade shows and exhibitions are packed with competitors fighting for attention. An eye-catching <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">backdrop stand</span></strong> acts like a magnet, pulling visitors toward your booth and encouraging meaningful interactions.<o:p></o:p></p>
<p class="MsoNormal">The ability to attract more foot traffic directly impacts lead generation and sales opportunities. Businesses that invest in professional display solutions often experience higher engagement and stronger event performance.<o:p></o:p></p>
<p class="MsoNormal">Every second counts at an event, and the right presentation tools ensure your brand never goes unnoticed.<o:p></o:p></p>
<p class="MsoNormal"><b>Impress Clients with Premium Print Materials<o:p></o:p></b></p>
<p class="MsoNormal">Professional presentation extends beyond displays. Elegant <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">cards printing</span></strong> services help businesses create memorable first impressions during meetings, networking sessions, and promotional campaigns.<o:p></o:p></p>
<p class="MsoNormal">High-quality cards demonstrate professionalism and attention to detail. They communicate that your company values excellence and takes its image seriously.<o:p></o:p></p>
<p class="MsoNormal">This small investment can produce significant long-term benefits by strengthening relationships and encouraging future business opportunities.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Unmatched Printing Excellence<o:p></o:p></b></p>
<p class="MsoNormal">The market moves quickly, and businesses cannot afford to appear outdated or unprepared. <b><a href="https://landmarkprint.sg/">Landmark Print</a></b> provides comprehensive printing solutions designed to help companies achieve exceptional visibility and superior brand presentation.<o:p></o:p></p>
<p class="MsoNormal">From event displays to promotional materials, every product is created with precision and passion. Businesses gain access to reliable solutions that enhance credibility, attract attention, and support long-term growth.<o:p></o:p></p>
<p class="MsoNormal">The opportunity to elevate your brand is available right now, and delaying could mean losing valuable opportunities to competitors who understand the power of professional presentation.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Action Before Your Competitors Do<o:p></o:p></b></p>
<p class="MsoNormal">Success belongs to businesses that invest in powerful marketing tools and memorable brand experiences. Premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">cards printing</span></strong> and high-impact display solutions give companies the advantage they need to stand out in crowded markets.<o:p></o:p></p>
<p class="MsoNormal">Landmark Print continues to help businesses transform ordinary events into extraordinary marketing opportunities through exceptional printing services and remarkable attention to detail.<o:p></o:p></p>
<p class="MsoNormal"><b>Read more:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product-category/letterhead/">letterhead</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/">name sticker singapore</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://landmarkprint.sg/product/standard-poster-paper/">poster paper</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Is a Cafeteria 125 Plan Worth It for Your Business?</title>
<link>https://news.bangboxonline.com/is-a-cafeteria-125-plan-worth-it-for-your-business</link>
<guid>https://news.bangboxonline.com/is-a-cafeteria-125-plan-worth-it-for-your-business</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="37796" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 10:06:39 +0500</pubDate>
<dc:creator>Susan Armadale</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>Hand benefits have changed a lot over the times. It’s not just about a stipend presently. People want healthcare options, duty savings, and benefits that actually make a difference in their day- to- day lives. That’s one reason why further businesses are paying attention to a <a href="https://brightpathgrp.com/section-125-plans"><strong>125 plan benefits</strong></a>. still, you are not alone, If you've heard the term ahead but noway really understood what it means. A lot of workers see deductions on their pay remainders without knowing exactly how they help. The good news is that a Section 125 plan is enough straightforward once you break it down. The biggest magnet is simple duty savings. Both employers and workers can save plutocrat while still maintaining precious benefits. That combination is hard to ignore. </p>
<h2>Understanding the Cafeteria 125 Plan </h2>
<p>A cafeteria 125 plan is an hand benefits program authorized under Section 125 of the Internal Revenue Code. It allows workers to pay for certain good benefits withpre-tax bones<br>rather of after- duty income. The name" cafeteria" comes from the idea that workers can choose from a menu of benefits, much like opting food in a cafeteria. Different companies may offer different benefit options, but the introductory conception remains the same. Rather than paying levies on your full payment and also copping benefits, eligible charges are subtracted before levies are calculated. This reduces taxable income and can produce conspicuous savings over time. For employers, it can lower payroll levies. For workers, it frequently means taking home further plutocrat while still entering important benefits. </p>
<h3>Why 125 Plan Benefits Matter </h3>
<p>When people talk about 125 plan benefits, they're generally pertaining to the duty advantages that come with sharing in the program. suppose about it this way. Every bone that goes toward eligible benefits throughpre-tax deductions is a bone that may not be subject to civil income duty, Social Security duty, and Medicare duty. Over a time, those savings can add up faster than numerous people anticipate. The impact might feel small from one stipend to the coming. But over several times, workers can potentially save hundreds or indeed thousands of bones<br>depending on their benefit selections and income position. That’s one of the main reasons these plans continue to grow in fashionability across businesses of all sizes. </p>
<h3>How workers profit from a Section 125 Plan </h3>
<p>Workers frequently appreciate inflexibility. nothing wants a one- size- fits- all benefits package. A cafeteria 125 plan gives workers the occasion to choose benefits that fit their particular requirements. Some workers may prioritize health insurance. Others might concentrate on dependent care charges or flexible spending accounts. The duty savings are generally the biggest selling point. Because deductions do before levies are taken out, workers reduce their taxable stipend. In practical terms, that means further of their earnings stay in their pockets rather of going toward levies. For numerous families, every little bit helps. Rising healthcare costs, childcare charges, and everyday living costs can stretch a budget enough snappily. Pre-tax benefit options give a way to ease some of that pressure. </p>
<h3>Why Employers Like 125 Plan Benefits </h3>
<p>It's not just workers who gain advantages. Employers frequently see reduced payroll duty scores when workers share in a cafeteria 125 plan. Since hand taxable stipend drop, the employer's share of payroll levies may drop as well. That can produce substantial savings for businesses with larger workforces. There’s also a recruiting advantage. Job campaigners decreasingly compare benefit packages when assessing employment openings. Offering a Section 125 plan can make a company more seductive in a competitive hiring request. Hand retention may ameliorate too. People generally appreciate employers who give practical ways to save plutocrat. It’s not magic. It’s just a benefit that makes fiscal sense for both sides. </p>
<h3>Common Benefits Included in a Cafeteria 125 Plan </h3>
<p>Numerous employers use a cafeteria 125 plan to help workers pay for health- related charges withpre-tax bones. Health insurance decorations are among the most common eligible benefits. Flexible spending arrangements may also be included depending on the structure of the plan. Some employers offer dependent care backing, which can help workers manage childcare charges while reducing taxable income. The exact benefits available vary from company to company. That’s why workers should always review their employer's specific plan documents precisely. Not every benefit qualifies, and rules can differ grounded on how the plan is designed. </p>
<h3>The duty Advantage That Gets Attention </h3>
<p>Let's be honest. utmost people watch about benefits because they want to save plutocrat. The duty savings associated with 125 plan benefits are frequently what heists attention first. When taxable income is reduced, workers may owe lower in levies. Employers may reduce payroll duty charges. It's a rare situation where both parties can potentially profit from the same program. Of course, factual savings depend on income, profit choices, and particular duty situations. Still, the conception is enough charming. Pay for eligible benefits before levies are applied and potentially keep further of what you earn. While the advantages are significant, workers should understand how their plan works before making choices. Benefit choices are frequently made during open registration ages. Once named, changes may be limited unless a qualifying life event occurs. That means workers should suppose precisely about their anticipated healthcare and dependent care requirements. Making informed opinions helps maximize the value of a cafeteria 125 plan. nothing wants to leave savings on the table because they rushed through registration paperwork. Taking a little redundant time can make a conspicuous difference throughout the time. </p>
<h3><img src="https://media.istockphoto.com/id/687915476/photo/papers-with-section-125-plan-on-a-table.jpg?s=612x612&amp;w=0&amp;k=20&amp;c=6PyNYpqjfbl2cpGbmwNnUZJJiMfIbRQ9Y0iQmaIRLqg=" alt="Papers with Section 125 Plan (Cafeteria Plan) on a table. Papers with Section 125 Plan (Cafeteria Plan) on a table. 125 plan benefits stock pictures, royalty-free photos &amp; images" style="display: block; margin-left: auto; margin-right: auto;"></h3>
<h3>Why Small Businesses Are Paying Attention </h3>
<p>Large pots have offered benefit programs for decades. What’s intriguing is how numerous small andmid-sized businesses are now exploring Section 125 plans. Part of the reason is cost operation. Business possessors are constantly looking for ways to offer competitive benefits without dramatically adding charges. A cafeteria 125 plan can help negotiate that thing. workers admit meaningful duty advantages, and employers may realize payroll duty savings. That combination creates a palm- palm script that appeals to businesses trying to grow while controlling costs. </p>
<h3>The Growing significance of Hand Benefits </h3>
<p>The plant has come more competitive. workers are looking beyond payment when assessing job openings. Benefits, inflexibility, and fiscal heartiness programs are getting decreasingly important factors. Offering strong benefits sends a communication. It tells workers that the company is investing in their well- being. 125 plan benefits fit naturally into that discussion because they give practical fiscal value. workers appreciate openings to reduce charges. Employers appreciate programs that support reclamation and retention sweats. It's a enough logical cooperation. </p>
<h3>Final Studies </h3>
<p>A cafeteria 125 plan is further than just another hand benefit. It’s a practical tool that can help reduce taxable income, ameliorate fiscal inflexibility, and produce savings openings for both employers and workers. </p>
<p>The appeal is easy to understand. workers may keep further of their earnings throughpre-tax deductions, while employers may lower payroll duty scores. In moment's business terrain, those advantages matter. As healthcare costs and everyday charges continue to rise, programs that help people stretch their bones<br>further are getting decreasingly precious. That’s exactly why <strong><a href="https://brightpathgrp.com/cafeteria-plan/">cafeteria 125 plan</a></strong> remain an important part of numerous ultramodern hand benefits strategies. </p>
<h3>FAQs </h3>
<h4>What are 125 plan benefits? </h4>
<p>125 plan benefits allow workers to pay for eligible benefits usingpre-tax bones, which can reduce taxable income and potentially increase take- home pay. </p>
<h4>What's a cafeteria 125 plan? </h4>
<p>A cafeteria 125 plan is an employer- patronized benefits program that lets workers choose certain good benefits and pay for them before levies are subtracted. </p>
<h4>Who can share in a cafeteria 125 plan? </h4>
<p>Eligibility depends on the employer's plan design. utmost full- time workers may qualify, but specific conditions vary by association. </p>
<h4>Do employers profit from offering a Section 125 plan? </h4>
<p>Yes. Employers may reduce payroll duty charges while offering a precious hand benefit that can ameliorate reclamation and retention sweats. </p>]]> </content:encoded>
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<title>CoQ10 Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook</title>
<link>https://news.bangboxonline.com/Cocoa-Price-71499</link>
<guid>https://news.bangboxonline.com/Cocoa-Price-71499</guid>
<description><![CDATA[ Cocoa Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a322a7d08840.jpg" length="54099" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 10:03:01 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Cocoa Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}" x":8,"y":14,"w":1190,"h":20,"abs_x":310,"abs_y":1007}"=""></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1041}" x":8,"y":48,"w":1190,"h":100,"abs_x":310,"abs_y":1041}"=""><a href="https://www.chemanalyst.com/Pricing-data/coq10-1227" bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:249,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}" x":8,"y":50,"w":249,"h":16,"abs_x":310,"abs_y":1043}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:249,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}" x":8,"y":50,"w":249,"h":16,"abs_x":310,"abs_y":1043}"="">According to ChemAnalyst CoQ10 Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:1184,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}" x":8,"y":50,"w":1184,"h":76,"abs_x":310,"abs_y":1043}"=""> trend in 2026 is expected to be influenced by rising demand from the nutraceutical, pharmaceutical, food supplement, and personal care industries, along with fluctuations in raw material costs, manufacturing expenses, regulatory requirements, and global supply chain conditions. Coenzyme Q10 (CoQ10) is a naturally occurring antioxidant that plays a critical role in cellular energy production and is widely used in dietary supplements, cardiovascular health products, anti-aging formulations, and functional foods. As consumer awareness regarding preventive healthcare and wellness continues to grow, the </span><span bis_size="{&quot;x&quot;:505,&quot;y&quot;:110,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:807,&quot;abs_y&quot;:1103}" x":505,"y":110,"w":80,"h":16,"abs_x":807,"abs_y":1103}"="">CoQ10 Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:110,&quot;w&quot;:1158,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1103}" x":8,"y":110,"w":1158,"h":36,"abs_x":310,"abs_y":1103}"=""> is expected to remain a key market indicator for manufacturers, distributors, and procurement professionals throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:165,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1158}" x":8,"y":165,"w":1190,"h":20,"abs_x":310,"abs_y":1158}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:163,&quot;w&quot;:303,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1156}" x":8,"y":163,"w":303,"h":23,"abs_x":310,"abs_y":1156}"="">Overview of the CoQ10 Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:202,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1195}" x":8,"y":202,"w":1190,"h":40,"abs_x":310,"abs_y":1195}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:204,&quot;w&quot;:1122,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1197}" x":8,"y":204,"w":1122,"h":36,"abs_x":310,"abs_y":1197}"="">CoQ10, also known as ubiquinone, is a fat-soluble antioxidant found naturally in the human body and various food sources. Commercially produced CoQ10 is widely utilized in health supplements, pharmaceutical products, cosmetics, and functional food formulations due to its potential role in supporting energy metabolism and overall wellness.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:256,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1249}" x":8,"y":256,"w":1190,"h":20,"abs_x":310,"abs_y":1249}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:258,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1251}" x":8,"y":258,"w":228,"h":16,"abs_x":310,"abs_y":1251}"="">Major applications of CoQ10 include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:290,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1283}" x":8,"y":290,"w":1190,"h":258,"abs_x":310,"abs_y":1283}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1283}" x":48,"y":290,"w":1150,"h":20,"abs_x":350,"abs_y":1283}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1283}" x":48,"y":290,"w":1150,"h":20,"abs_x":350,"abs_y":1283}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:292,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1285}" x":48,"y":292,"w":127,"h":16,"abs_x":350,"abs_y":1285}"="">Dietary supplements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1317}" x":48,"y":324,"w":1150,"h":20,"abs_x":350,"abs_y":1317}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1317}" x":48,"y":324,"w":1150,"h":20,"abs_x":350,"abs_y":1317}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:326,&quot;w&quot;:176,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1319}" x":48,"y":326,"w":176,"h":16,"abs_x":350,"abs_y":1319}"="">Pharmaceutical formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1351}" x":48,"y":358,"w":1150,"h":20,"abs_x":350,"abs_y":1351}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1351}" x":48,"y":358,"w":1150,"h":20,"abs_x":350,"abs_y":1351}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:360,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1353}" x":48,"y":360,"w":193,"h":16,"abs_x":350,"abs_y":1353}"="">Cardiovascular health products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1385}" x":48,"y":392,"w":1150,"h":20,"abs_x":350,"abs_y":1385}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1385}" x":48,"y":392,"w":1150,"h":20,"abs_x":350,"abs_y":1385}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:394,&quot;w&quot;:176,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1387}" x":48,"y":394,"w":176,"h":16,"abs_x":350,"abs_y":1387}"="">Anti-aging skincare products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1419}" x":48,"y":426,"w":1150,"h":20,"abs_x":350,"abs_y":1419}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1419}" x":48,"y":426,"w":1150,"h":20,"abs_x":350,"abs_y":1419}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:428,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1421}" x":48,"y":428,"w":133,"h":16,"abs_x":350,"abs_y":1421}"="">Functional beverages</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1453}" x":48,"y":460,"w":1150,"h":20,"abs_x":350,"abs_y":1453}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1453}" x":48,"y":460,"w":1150,"h":20,"abs_x":350,"abs_y":1453}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:462,&quot;w&quot;:120,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1455}" x":48,"y":462,"w":120,"h":16,"abs_x":350,"abs_y":1455}"="">Nutritional products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1487}" x":48,"y":494,"w":1150,"h":20,"abs_x":350,"abs_y":1487}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1487}" x":48,"y":494,"w":1150,"h":20,"abs_x":350,"abs_y":1487}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:496,&quot;w&quot;:177,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1489}" x":48,"y":496,"w":177,"h":16,"abs_x":350,"abs_y":1489}"="">Sports nutrition supplements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1521}" x":48,"y":528,"w":1150,"h":20,"abs_x":350,"abs_y":1521}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1521}" x":48,"y":528,"w":1150,"h":20,"abs_x":350,"abs_y":1521}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:530,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1523}" x":48,"y":530,"w":136,"h":16,"abs_x":350,"abs_y":1523}"="">Wellness formulations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:562,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1555}" x":8,"y":562,"w":1190,"h":20,"abs_x":310,"abs_y":1555}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:564,&quot;w&quot;:593,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1557}" x":8,"y":564,"w":593,"h":16,"abs_x":310,"abs_y":1557}"="">The growing emphasis on health and preventive care continues to support the expansion of the </span><span bis_size="{&quot;x&quot;:601,&quot;y&quot;:564,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:903,&quot;abs_y&quot;:1557}" x":601,"y":564,"w":130,"h":16,"abs_x":903,"abs_y":1557}"="">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:731,&quot;y&quot;:564,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1033,&quot;abs_y&quot;:1557}" x":731,"y":564,"w":54,"h":16,"abs_x":1033,"abs_y":1557}"=""> globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:600,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1593}" x":8,"y":600,"w":1190,"h":20,"abs_x":310,"abs_y":1593}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:598,&quot;w&quot;:350,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1591}" x":8,"y":598,"w":350,"h":23,"abs_x":310,"abs_y":1591}"="">Global CoQ10 Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:637,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1630}" x":8,"y":637,"w":1190,"h":40,"abs_x":310,"abs_y":1630}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:639,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1632}" x":8,"y":639,"w":69,"h":16,"abs_x":310,"abs_y":1632}"="">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:639,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1632}" x":77,"y":639,"w":119,"h":16,"abs_x":379,"abs_y":1632}"="">CoQ10 Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:639,&quot;w&quot;:1184,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1632}" x":8,"y":639,"w":1184,"h":36,"abs_x":310,"abs_y":1632}"=""> has experienced notable fluctuations over recent years due to changes in production costs, raw material availability, healthcare demand, logistics expenses, and evolving consumer preferences.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:691,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1684}" x":8,"y":691,"w":1190,"h":20,"abs_x":310,"abs_y":1684}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:693,&quot;w&quot;:391,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1686}" x":8,"y":693,"w":391,"h":16,"abs_x":310,"abs_y":1686}"="">Several factors have influenced market performance, including:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:725,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1718}" x":8,"y":725,"w":1190,"h":190,"abs_x":310,"abs_y":1718}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:725,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1718}" x":48,"y":725,"w":1150,"h":20,"abs_x":350,"abs_y":1718}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:725,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1718}" x":48,"y":725,"w":1150,"h":20,"abs_x":350,"abs_y":1718}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:727,&quot;w&quot;:199,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1720}" x":48,"y":727,"w":199,"h":16,"abs_x":350,"abs_y":1720}"="">Fermentation raw material costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:759,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1752}" x":48,"y":759,"w":1150,"h":20,"abs_x":350,"abs_y":1752}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:759,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1752}" x":48,"y":759,"w":1150,"h":20,"abs_x":350,"abs_y":1752}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:761,&quot;w&quot;:206,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1754}" x":48,"y":761,"w":206,"h":16,"abs_x":350,"abs_y":1754}"="">Manufacturing capacity utilization</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:793,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1786}" x":48,"y":793,"w":1150,"h":20,"abs_x":350,"abs_y":1786}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:793,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1786}" x":48,"y":793,"w":1150,"h":20,"abs_x":350,"abs_y":1786}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:795,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1788}" x":48,"y":795,"w":136,"h":16,"abs_x":350,"abs_y":1788}"="">Nutraceutical demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:827,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1820}" x":48,"y":827,"w":1150,"h":20,"abs_x":350,"abs_y":1820}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:827,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1820}" x":48,"y":827,"w":1150,"h":20,"abs_x":350,"abs_y":1820}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:829,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1822}" x":48,"y":829,"w":235,"h":16,"abs_x":350,"abs_y":1822}"="">Pharmaceutical industry requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:861,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1854}" x":48,"y":861,"w":1150,"h":20,"abs_x":350,"abs_y":1854}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:861,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1854}" x":48,"y":861,"w":1150,"h":20,"abs_x":350,"abs_y":1854}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:863,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1856}" x":48,"y":863,"w":179,"h":16,"abs_x":350,"abs_y":1856}"="">International trade conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1888}" x":48,"y":895,"w":1150,"h":20,"abs_x":350,"abs_y":1888}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1888}" x":48,"y":895,"w":1150,"h":20,"abs_x":350,"abs_y":1888}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:897,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1890}" x":48,"y":897,"w":234,"h":16,"abs_x":350,"abs_y":1890}"="">Transportation and logistics expenses</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:929,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1922}" x":8,"y":929,"w":1190,"h":20,"abs_x":310,"abs_y":1922}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:931,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1924}" x":8,"y":931,"w":77,"h":16,"abs_x":310,"abs_y":1924}"="">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:931,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1924}" x":85,"y":931,"w":80,"h":16,"abs_x":387,"abs_y":1924}"="">CoQ10 Price</span><span bis_size="{&quot;x&quot;:166,&quot;y&quot;:931,&quot;w&quot;:895,&quot;h&quot;:16,&quot;abs_x&quot;:468,&quot;abs_y&quot;:1924}" x":166,"y":931,"w":895,"h":16,"abs_x":468,"abs_y":1924}"=""> is expected to remain supported by increasing demand from health-conscious consumers and expanding applications across multiple industries.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:967,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1960}" x":8,"y":967,"w":1190,"h":20,"abs_x":310,"abs_y":1960}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:965,&quot;w&quot;:368,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1958}" x":8,"y":965,"w":368,"h":23,"abs_x":310,"abs_y":1958}"="">Key Factors Influencing CoQ10 Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1004,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1997}" x":8,"y":1004,"w":1190,"h":20,"abs_x":310,"abs_y":1997}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1005,&quot;w&quot;:189,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1998}" x":8,"y":1005,"w":189,"h":18,"abs_x":310,"abs_y":1998}"="">Raw Material Availability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1040,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2033}" x":8,"y":1040,"w":1190,"h":20,"abs_x":310,"abs_y":2033}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1042,&quot;w&quot;:418,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2035}" x":8,"y":1042,"w":418,"h":16,"abs_x":310,"abs_y":2035}"="">Raw material procurement remains a significant factor affecting the </span><span bis_size="{&quot;x&quot;:426,&quot;y&quot;:1042,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:728,&quot;abs_y&quot;:2035}" x":426,"y":1042,"w":80,"h":16,"abs_x":728,"abs_y":2035}"="">CoQ10 Price</span><span bis_size="{&quot;x&quot;:506,&quot;y&quot;:1042,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:808,&quot;abs_y&quot;:2035}" x":506,"y":1042,"w":3,"h":16,"abs_x":808,"abs_y":2035}"="">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1074,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2067}" x":8,"y":1074,"w":1190,"h":20,"abs_x":310,"abs_y":2067}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1076,&quot;w&quot;:215,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2069}" x":8,"y":1076,"w":215,"h":16,"abs_x":310,"abs_y":2069}"="">The production of CoQ10 requires:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1108,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2101}" x":8,"y":1108,"w":1190,"h":122,"abs_x":310,"abs_y":2101}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1108,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2101}" x":48,"y":1108,"w":1150,"h":20,"abs_x":350,"abs_y":2101}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1108,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2101}" x":48,"y":1108,"w":1150,"h":20,"abs_x":350,"abs_y":2101}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1110,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2103}" x":48,"y":1110,"w":153,"h":16,"abs_x":350,"abs_y":2103}"="">Fermentation feedstocks</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1142,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2135}" x":48,"y":1142,"w":1150,"h":20,"abs_x":350,"abs_y":2135}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1142,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2135}" x":48,"y":1142,"w":1150,"h":20,"abs_x":350,"abs_y":2135}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1144,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2137}" x":48,"y":1144,"w":129,"h":16,"abs_x":350,"abs_y":2137}"="">Specialized nutrients</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1176,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2169}" x":48,"y":1176,"w":1150,"h":20,"abs_x":350,"abs_y":2169}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1176,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2169}" x":48,"y":1176,"w":1150,"h":20,"abs_x":350,"abs_y":2169}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1178,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2171}" x":48,"y":1178,"w":146,"h":16,"abs_x":350,"abs_y":2171}"="">Chemical intermediates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1210,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2203}" x":48,"y":1210,"w":1150,"h":20,"abs_x":350,"abs_y":2203}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1210,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2203}" x":48,"y":1210,"w":1150,"h":20,"abs_x":350,"abs_y":2203}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1212,&quot;w&quot;:141,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2205}" x":48,"y":1212,"w":141,"h":16,"abs_x":350,"abs_y":2205}"="">Processing ingredients</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1244,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2237}" x":8,"y":1244,"w":1190,"h":20,"abs_x":310,"abs_y":2237}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1246,&quot;w&quot;:725,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2239}" x":8,"y":1246,"w":725,"h":16,"abs_x":310,"abs_y":2239}"="">Changes in feedstock costs and supply availability can directly influence manufacturing expenses and market pricing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1281,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2274}" x":8,"y":1281,"w":1190,"h":20,"abs_x":310,"abs_y":2274}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1282,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2275}" x":8,"y":1282,"w":162,"h":18,"abs_x":310,"abs_y":2275}"="">Manufacturing Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1317,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2310}" x":8,"y":1317,"w":1190,"h":20,"abs_x":310,"abs_y":2310}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1319,&quot;w&quot;:614,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2312}" x":8,"y":1319,"w":614,"h":16,"abs_x":310,"abs_y":2312}"="">Commercial production of CoQ10 involves sophisticated fermentation and purification technologies.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1351,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2344}" x":8,"y":1351,"w":1190,"h":20,"abs_x":310,"abs_y":2344}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1353,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2346}" x":8,"y":1353,"w":186,"h":16,"abs_x":310,"abs_y":2346}"="">Key cost components include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1385,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2378}" x":8,"y":1385,"w":1190,"h":156,"abs_x":310,"abs_y":2378}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1385,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2378}" x":48,"y":1385,"w":1150,"h":20,"abs_x":350,"abs_y":2378}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1385,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2378}" x":48,"y":1385,"w":1150,"h":20,"abs_x":350,"abs_y":2378}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1387,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2380}" x":48,"y":1387,"w":127,"h":16,"abs_x":350,"abs_y":2380}"="">Energy consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1419,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2412}" x":48,"y":1419,"w":1150,"h":20,"abs_x":350,"abs_y":2412}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1419,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2412}" x":48,"y":1419,"w":1150,"h":20,"abs_x":350,"abs_y":2412}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1421,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2414}" x":48,"y":1421,"w":168,"h":16,"abs_x":350,"abs_y":2414}"="">Fermentation infrastructure</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2446}" x":48,"y":1453,"w":1150,"h":20,"abs_x":350,"abs_y":2446}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2446}" x":48,"y":1453,"w":1150,"h":20,"abs_x":350,"abs_y":2446}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1455,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2448}" x":48,"y":1455,"w":144,"h":16,"abs_x":350,"abs_y":2448}"="">Quality control systems</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2480}" x":48,"y":1487,"w":1150,"h":20,"abs_x":350,"abs_y":2480}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2480}" x":48,"y":1487,"w":1150,"h":20,"abs_x":350,"abs_y":2480}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1489,&quot;w&quot;:99,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2482}" x":48,"y":1489,"w":99,"h":16,"abs_x":350,"abs_y":2482}"="">Labor expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1521,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2514}" x":48,"y":1521,"w":1150,"h":20,"abs_x":350,"abs_y":2514}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1521,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2514}" x":48,"y":1521,"w":1150,"h":20,"abs_x":350,"abs_y":2514}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1523,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2516}" x":48,"y":1523,"w":178,"h":16,"abs_x":350,"abs_y":2516}"="">Regulatory compliance costs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1555,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2548}" x":8,"y":1555,"w":1190,"h":20,"abs_x":310,"abs_y":2548}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1557,&quot;w&quot;:432,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2550}" x":8,"y":1557,"w":432,"h":16,"abs_x":310,"abs_y":2550}"="">Increasing production costs can contribute to upward pressure on the </span><span bis_size="{&quot;x&quot;:440,&quot;y&quot;:1557,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:742,&quot;abs_y&quot;:2550}" x":440,"y":1557,"w":119,"h":16,"abs_x":742,"abs_y":2550}"="">CoQ10 Trend Price</span><span bis_size="{&quot;x&quot;:560,&quot;y&quot;:1557,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:862,&quot;abs_y&quot;:2550}" x":560,"y":1557,"w":3,"h":16,"abs_x":862,"abs_y":2550}"="">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1592,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2585}" x":8,"y":1592,"w":1190,"h":20,"abs_x":310,"abs_y":2585}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1593,&quot;w&quot;:241,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2586}" x":8,"y":1593,"w":241,"h":18,"abs_x":310,"abs_y":2586}"="">Nutraceutical Industry Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1628,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2621}" x":8,"y":1628,"w":1190,"h":20,"abs_x":310,"abs_y":2621}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1630,&quot;w&quot;:505,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2623}" x":8,"y":1630,"w":505,"h":16,"abs_x":310,"abs_y":2623}"="">The nutraceutical sector remains one of the largest consumers of CoQ10 globally.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1662,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2655}" x":8,"y":1662,"w":1190,"h":20,"abs_x":310,"abs_y":2655}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1664,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2657}" x":8,"y":1664,"w":155,"h":16,"abs_x":310,"abs_y":2657}"="">Demand is supported by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1696,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2689}" x":8,"y":1696,"w":1190,"h":156,"abs_x":310,"abs_y":2689}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1696,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2689}" x":48,"y":1696,"w":1150,"h":20,"abs_x":350,"abs_y":2689}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1696,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2689}" x":48,"y":1696,"w":1150,"h":20,"abs_x":350,"abs_y":2689}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1698,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2691}" x":48,"y":1698,"w":181,"h":16,"abs_x":350,"abs_y":2691}"="">Growing wellness awareness</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1730,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2723}" x":48,"y":1730,"w":1150,"h":20,"abs_x":350,"abs_y":2723}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1730,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2723}" x":48,"y":1730,"w":1150,"h":20,"abs_x":350,"abs_y":2723}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1732,&quot;w&quot;:111,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2725}" x":48,"y":1732,"w":111,"h":16,"abs_x":350,"abs_y":2725}"="">Aging populations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1764,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2757}" x":48,"y":1764,"w":1150,"h":20,"abs_x":350,"abs_y":2757}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1764,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2757}" x":48,"y":1764,"w":1150,"h":20,"abs_x":350,"abs_y":2757}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1766,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2759}" x":48,"y":1766,"w":178,"h":16,"abs_x":350,"abs_y":2759}"="">Preventive healthcare trends</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1798,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2791}" x":48,"y":1798,"w":1150,"h":20,"abs_x":350,"abs_y":2791}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1798,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2791}" x":48,"y":1798,"w":1150,"h":20,"abs_x":350,"abs_y":2791}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1800,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2793}" x":48,"y":1800,"w":203,"h":16,"abs_x":350,"abs_y":2793}"="">Dietary supplement consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1832,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2825}" x":48,"y":1832,"w":1150,"h":20,"abs_x":350,"abs_y":2825}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1832,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2825}" x":48,"y":1832,"w":1150,"h":20,"abs_x":350,"abs_y":2825}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1834,&quot;w&quot;:151,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2827}" x":48,"y":1834,"w":151,"h":16,"abs_x":350,"abs_y":2827}"="">Sports nutrition products</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1866,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2859}" x":8,"y":1866,"w":1190,"h":20,"abs_x":310,"abs_y":2859}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1868,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2861}" x":8,"y":1868,"w":322,"h":16,"abs_x":310,"abs_y":2861}"="">These factors continue supporting the growth of the </span><span bis_size="{&quot;x&quot;:330,&quot;y&quot;:1868,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:632,&quot;abs_y&quot;:2861}" x":330,"y":1868,"w":130,"h":16,"abs_x":632,"abs_y":2861}"="">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:461,&quot;y&quot;:1868,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:763,&quot;abs_y&quot;:2861}" x":461,"y":1868,"w":3,"h":16,"abs_x":763,"abs_y":2861}"="">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1902,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2895}" x":8,"y":1902,"w":1190,"h":20,"abs_x":310,"abs_y":2895}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1903,&quot;w&quot;:292,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2896}" x":8,"y":1903,"w":292,"h":18,"abs_x":310,"abs_y":2896}"="">Pharmaceutical Industry Applications</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1939,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2932}" x":8,"y":1939,"w":1190,"h":20,"abs_x":310,"abs_y":2932}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1941,&quot;w&quot;:706,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2934}" x":8,"y":1941,"w":706,"h":16,"abs_x":310,"abs_y":2934}"="">The pharmaceutical sector utilizes CoQ10 in various formulations designed to support overall health and wellness.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1973,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2966}" x":8,"y":1973,"w":1190,"h":20,"abs_x":310,"abs_y":2966}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1975,&quot;w&quot;:712,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2968}" x":8,"y":1975,"w":712,"h":16,"abs_x":310,"abs_y":2968}"="">Growth in pharmaceutical manufacturing activity contributes to increased demand and influences market dynamics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2009,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3002}" x":8,"y":2009,"w":1190,"h":20,"abs_x":310,"abs_y":3002}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2010,&quot;w&quot;:251,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3003}" x":8,"y":2010,"w":251,"h":18,"abs_x":310,"abs_y":3003}"="">Logistics and Distribution Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2045,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3038}" x":8,"y":2045,"w":1190,"h":20,"abs_x":310,"abs_y":3038}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2047,&quot;w&quot;:546,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3040}" x":8,"y":2047,"w":546,"h":16,"abs_x":310,"abs_y":3040}"="">Global CoQ10 supply chains depend on efficient transportation and distribution systems.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2079,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3072}" x":8,"y":2079,"w":1190,"h":20,"abs_x":310,"abs_y":3072}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2081,&quot;w&quot;:245,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3074}" x":8,"y":2081,"w":245,"h":16,"abs_x":310,"abs_y":3074}"="">Factors affecting logistics costs include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2113,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3106}" x":8,"y":2113,"w":1190,"h":156,"abs_x":310,"abs_y":3106}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2113,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3106}" x":48,"y":2113,"w":1150,"h":20,"abs_x":350,"abs_y":3106}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2113,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3106}" x":48,"y":2113,"w":1150,"h":20,"abs_x":350,"abs_y":3106}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2115,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3108}" x":48,"y":2115,"w":78,"h":16,"abs_x":350,"abs_y":3108}"="">Freight rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2147,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3140}" x":48,"y":2147,"w":1150,"h":20,"abs_x":350,"abs_y":3140}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2147,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3140}" x":48,"y":2147,"w":1150,"h":20,"abs_x":350,"abs_y":3140}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2149,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3142}" x":48,"y":2149,"w":68,"h":16,"abs_x":350,"abs_y":3142}"="">Fuel prices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2181,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3174}" x":48,"y":2181,"w":1150,"h":20,"abs_x":350,"abs_y":3174}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2181,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3174}" x":48,"y":2181,"w":1150,"h":20,"abs_x":350,"abs_y":3174}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2183,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3176}" x":48,"y":2183,"w":145,"h":16,"abs_x":350,"abs_y":3176}"="">Warehousing expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2215,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3208}" x":48,"y":2215,"w":1150,"h":20,"abs_x":350,"abs_y":3208}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2215,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3208}" x":48,"y":2215,"w":1150,"h":20,"abs_x":350,"abs_y":3208}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2217,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3210}" x":48,"y":2217,"w":200,"h":16,"abs_x":350,"abs_y":3210}"="">International shipping conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2249,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3242}" x":48,"y":2249,"w":1150,"h":20,"abs_x":350,"abs_y":3242}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2249,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3242}" x":48,"y":2249,"w":1150,"h":20,"abs_x":350,"abs_y":3242}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2251,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3244}" x":48,"y":2251,"w":142,"h":16,"abs_x":350,"abs_y":3244}"="">Supply chain efficiency</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2283,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3276}" x":8,"y":2283,"w":1190,"h":20,"abs_x":310,"abs_y":3276}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2285,&quot;w&quot;:326,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3278}" x":8,"y":2285,"w":326,"h":16,"abs_x":310,"abs_y":3278}"="">Transportation costs continue influencing the overall </span><span bis_size="{&quot;x&quot;:334,&quot;y&quot;:2285,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:636,&quot;abs_y&quot;:3278}" x":334,"y":2285,"w":80,"h":16,"abs_x":636,"abs_y":3278}"="">CoQ10 Price</span><span bis_size="{&quot;x&quot;:414,&quot;y&quot;:2285,&quot;w&quot;:52,&quot;h&quot;:16,&quot;abs_x&quot;:716,&quot;abs_y&quot;:3278}" x":414,"y":2285,"w":52,"h":16,"abs_x":716,"abs_y":3278}"=""> outlook.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2321,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3314}" x":8,"y":2321,"w":1190,"h":20,"abs_x":310,"abs_y":3314}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2319,&quot;w&quot;:359,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3312}" x":8,"y":2319,"w":359,"h":23,"abs_x":310,"abs_y":3312}"="">North America CoQ10 Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2358,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3351}" x":8,"y":2358,"w":1190,"h":20,"abs_x":310,"abs_y":3351}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2360,&quot;w&quot;:799,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3353}" x":8,"y":2360,"w":799,"h":16,"abs_x":310,"abs_y":3353}"="">North America remains a major market for CoQ10 due to strong consumer interest in dietary supplements and wellness products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2392,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3385}" x":8,"y":2392,"w":1190,"h":20,"abs_x":310,"abs_y":3385}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2394,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3387}" x":8,"y":2394,"w":280,"h":16,"abs_x":310,"abs_y":3387}"="">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:2394,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3387}" x":288,"y":2394,"w":80,"h":16,"abs_x":590,"abs_y":3387}"="">CoQ10 Price</span><span bis_size="{&quot;x&quot;:369,&quot;y&quot;:2394,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:671,&quot;abs_y&quot;:3387}" x":369,"y":2394,"w":162,"h":16,"abs_x":671,"abs_y":3387}"=""> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2426,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3419}" x":8,"y":2426,"w":1190,"h":156,"abs_x":310,"abs_y":3419}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3419}" x":48,"y":2426,"w":1150,"h":20,"abs_x":350,"abs_y":3419}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3419}" x":48,"y":2426,"w":1150,"h":20,"abs_x":350,"abs_y":3419}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2428,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3421}" x":48,"y":2428,"w":197,"h":16,"abs_x":350,"abs_y":3421}"="">Supplement consumption levels</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3453}" x":48,"y":2460,"w":1150,"h":20,"abs_x":350,"abs_y":3453}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3453}" x":48,"y":2460,"w":1150,"h":20,"abs_x":350,"abs_y":3453}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2462,&quot;w&quot;:128,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3455}" x":48,"y":2462,"w":128,"h":16,"abs_x":350,"abs_y":3455}"="">Healthcare spending</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3487}" x":48,"y":2494,"w":1150,"h":20,"abs_x":350,"abs_y":3487}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3487}" x":48,"y":2494,"w":1150,"h":20,"abs_x":350,"abs_y":3487}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2496,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3489}" x":48,"y":2496,"w":154,"h":16,"abs_x":350,"abs_y":3489}"="">Retail distribution activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3521}" x":48,"y":2528,"w":1150,"h":20,"abs_x":350,"abs_y":3521}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3521}" x":48,"y":2528,"w":1150,"h":20,"abs_x":350,"abs_y":3521}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2530,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3523}" x":48,"y":2530,"w":150,"h":16,"abs_x":350,"abs_y":3523}"="">Pharmaceutical demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2562,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3555}" x":48,"y":2562,"w":1150,"h":20,"abs_x":350,"abs_y":3555}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2562,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3555}" x":48,"y":2562,"w":1150,"h":20,"abs_x":350,"abs_y":3555}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2564,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3557}" x":48,"y":2564,"w":115,"h":16,"abs_x":350,"abs_y":3557}"="">Product innovation</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2596,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3589}" x":8,"y":2596,"w":1190,"h":20,"abs_x":310,"abs_y":3589}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2598,&quot;w&quot;:546,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3591}" x":8,"y":2598,"w":546,"h":16,"abs_x":310,"abs_y":3591}"="">The region’s mature nutraceutical industry is expected to support stable demand growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2634,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3627}" x":8,"y":2634,"w":1190,"h":20,"abs_x":310,"abs_y":3627}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2632,&quot;w&quot;:288,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3625}" x":8,"y":2632,"w":288,"h":23,"abs_x":310,"abs_y":3625}"="">Europe CoQ10 Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2671,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3664}" x":8,"y":2671,"w":1190,"h":20,"abs_x":310,"abs_y":3664}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2673,&quot;w&quot;:915,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3666}" x":8,"y":2673,"w":915,"h":16,"abs_x":310,"abs_y":3666}"="">Europe continues to be an important market for CoQ10 products, driven by growing consumer awareness regarding preventive health and wellness.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2705,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3698}" x":8,"y":2705,"w":1190,"h":20,"abs_x":310,"abs_y":3698}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2707,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3700}" x":8,"y":2707,"w":28,"h":16,"abs_x":310,"abs_y":3700}"="">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:2707,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3700}" x":36,"y":2707,"w":119,"h":16,"abs_x":338,"abs_y":3700}"="">CoQ10 Trend Price</span><span bis_size="{&quot;x&quot;:155,&quot;y&quot;:2707,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:457,&quot;abs_y&quot;:3700}" x":155,"y":2707,"w":203,"h":16,"abs_x":457,"abs_y":3700}"=""> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2739,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3732}" x":8,"y":2739,"w":1190,"h":156,"abs_x":310,"abs_y":3732}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2739,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3732}" x":48,"y":2739,"w":1150,"h":20,"abs_x":350,"abs_y":3732}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2739,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3732}" x":48,"y":2739,"w":1150,"h":20,"abs_x":350,"abs_y":3732}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2741,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3734}" x":48,"y":2741,"w":136,"h":16,"abs_x":350,"abs_y":3734}"="">Nutraceutical demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2773,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3766}" x":48,"y":2773,"w":1150,"h":20,"abs_x":350,"abs_y":3766}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2773,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3766}" x":48,"y":2773,"w":1150,"h":20,"abs_x":350,"abs_y":3766}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2775,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3768}" x":48,"y":2775,"w":133,"h":16,"abs_x":350,"abs_y":3768}"="">Regulatory standards</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2807,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3800}" x":48,"y":2807,"w":1150,"h":20,"abs_x":350,"abs_y":3800}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2807,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3800}" x":48,"y":2807,"w":1150,"h":20,"abs_x":350,"abs_y":3800}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2809,&quot;w&quot;:165,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3802}" x":48,"y":2809,"w":165,"h":16,"abs_x":350,"abs_y":3802}"="">Pharmaceutical production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2841,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3834}" x":48,"y":2841,"w":1150,"h":20,"abs_x":350,"abs_y":3834}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2841,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3834}" x":48,"y":2841,"w":1150,"h":20,"abs_x":350,"abs_y":3834}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2843,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3836}" x":48,"y":2843,"w":173,"h":16,"abs_x":350,"abs_y":3836}"="">Functional food applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2875,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3868}" x":48,"y":2875,"w":1150,"h":20,"abs_x":350,"abs_y":3868}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2875,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3868}" x":48,"y":2875,"w":1150,"h":20,"abs_x":350,"abs_y":3868}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2877,&quot;w&quot;:156,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3870}" x":48,"y":2877,"w":156,"h":16,"abs_x":350,"abs_y":3870}"="">Import and export activity</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2909,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3902}" x":8,"y":2909,"w":1190,"h":20,"abs_x":310,"abs_y":3902}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2911,&quot;w&quot;:645,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3904}" x":8,"y":2911,"w":645,"h":16,"abs_x":310,"abs_y":3904}"="">The presence of established healthcare and wellness industries continues supporting market expansion.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2947,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3940}" x":8,"y":2947,"w":1190,"h":20,"abs_x":310,"abs_y":3940}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2945,&quot;w&quot;:263,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3938}" x":8,"y":2945,"w":263,"h":23,"abs_x":310,"abs_y":3938}"="">Track Real Time Prices Of </span><span bis_size="{&quot;x&quot;:271,&quot;y&quot;:2945,&quot;w&quot;:67,&quot;h&quot;:23,&quot;abs_x&quot;:573,&quot;abs_y&quot;:3938}" x":271,"y":2945,"w":67,"h":23,"abs_x":573,"abs_y":3938}"="">CoQ10</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2984,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3977}" x":8,"y":2984,"w":1190,"h":20,"abs_x":310,"abs_y":3977}"=""><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=CoQ10" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2986,&quot;w&quot;:459,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3979}" x":8,"y":2986,"w":459,"h":16,"abs_x":310,"abs_y":3979}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2986,&quot;w&quot;:459,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3979}" x":8,"y":2986,"w":459,"h":16,"abs_x":310,"abs_y":3979}"="">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=CoQ10</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3021,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4014}" x":8,"y":3021,"w":1190,"h":20,"abs_x":310,"abs_y":4014}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3019,&quot;w&quot;:334,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4012}" x":8,"y":3019,"w":334,"h":23,"abs_x":310,"abs_y":4012}"="">Asia-Pacific CoQ10 Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3059,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4052}" x":8,"y":3059,"w":1190,"h":20,"abs_x":310,"abs_y":4052}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3061,&quot;w&quot;:608,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4054}" x":8,"y":3061,"w":608,"h":16,"abs_x":310,"abs_y":4054}"="">Asia-Pacific is expected to remain one of the fastest-growing regions in the global CoQ10 industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3093,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4086}" x":8,"y":3093,"w":1190,"h":20,"abs_x":310,"abs_y":4086}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3095,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4088}" x":8,"y":3095,"w":115,"h":16,"abs_x":310,"abs_y":4088}"="">Countries such as:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3127,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4120}" x":8,"y":3127,"w":1190,"h":190,"abs_x":310,"abs_y":4120}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3127,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4120}" x":48,"y":3127,"w":1150,"h":20,"abs_x":350,"abs_y":4120}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3127,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4120}" x":48,"y":3127,"w":1150,"h":20,"abs_x":350,"abs_y":4120}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3129,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4122}" x":48,"y":3129,"w":36,"h":16,"abs_x":350,"abs_y":4122}"="">China</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3161,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4154}" x":48,"y":3161,"w":1150,"h":20,"abs_x":350,"abs_y":4154}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3161,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4154}" x":48,"y":3161,"w":1150,"h":20,"abs_x":350,"abs_y":4154}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3163,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4156}" x":48,"y":3163,"w":38,"h":16,"abs_x":350,"abs_y":4156}"="">Japan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3195,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4188}" x":48,"y":3195,"w":1150,"h":20,"abs_x":350,"abs_y":4188}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3195,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4188}" x":48,"y":3195,"w":1150,"h":20,"abs_x":350,"abs_y":4188}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3197,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4190}" x":48,"y":3197,"w":30,"h":16,"abs_x":350,"abs_y":4190}"="">India</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3229,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4222}" x":48,"y":3229,"w":1150,"h":20,"abs_x":350,"abs_y":4222}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3229,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4222}" x":48,"y":3229,"w":1150,"h":20,"abs_x":350,"abs_y":4222}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3231,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4224}" x":48,"y":3231,"w":77,"h":16,"abs_x":350,"abs_y":4224}"="">South Korea</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3263,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4256}" x":48,"y":3263,"w":1150,"h":20,"abs_x":350,"abs_y":4256}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3263,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4256}" x":48,"y":3263,"w":1150,"h":20,"abs_x":350,"abs_y":4256}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3265,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4258}" x":48,"y":3265,"w":54,"h":16,"abs_x":350,"abs_y":4258}"="">Australia</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3297,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4290}" x":48,"y":3297,"w":1150,"h":20,"abs_x":350,"abs_y":4290}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3297,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4290}" x":48,"y":3297,"w":1150,"h":20,"abs_x":350,"abs_y":4290}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3299,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4292}" x":48,"y":3299,"w":60,"h":16,"abs_x":350,"abs_y":4292}"="">Indonesia</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3331,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4324}" x":8,"y":3331,"w":1190,"h":20,"abs_x":310,"abs_y":4324}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3333,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4326}" x":8,"y":3333,"w":200,"h":16,"abs_x":310,"abs_y":4326}"="">continue experiencing growth in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3365,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4358}" x":8,"y":3365,"w":1190,"h":156,"abs_x":310,"abs_y":4358}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3365,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4358}" x":48,"y":3365,"w":1150,"h":20,"abs_x":350,"abs_y":4358}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3365,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4358}" x":48,"y":3365,"w":1150,"h":20,"abs_x":350,"abs_y":4358}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3367,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4360}" x":48,"y":3367,"w":203,"h":16,"abs_x":350,"abs_y":4360}"="">Dietary supplement consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3399,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4392}" x":48,"y":3399,"w":1150,"h":20,"abs_x":350,"abs_y":4392}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3399,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4392}" x":48,"y":3399,"w":1150,"h":20,"abs_x":350,"abs_y":4392}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3401,&quot;w&quot;:165,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4394}" x":48,"y":3401,"w":165,"h":16,"abs_x":350,"abs_y":4394}"="">Functional food production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3433,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4426}" x":48,"y":3433,"w":1150,"h":20,"abs_x":350,"abs_y":4426}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3433,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4426}" x":48,"y":3433,"w":1150,"h":20,"abs_x":350,"abs_y":4426}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3435,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4428}" x":48,"y":3435,"w":164,"h":16,"abs_x":350,"abs_y":4428}"="">Personal care applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3467,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4460}" x":48,"y":3467,"w":1150,"h":20,"abs_x":350,"abs_y":4460}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3467,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4460}" x":48,"y":3467,"w":1150,"h":20,"abs_x":350,"abs_y":4460}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3469,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4462}" x":48,"y":3469,"w":189,"h":16,"abs_x":350,"abs_y":4462}"="">Pharmaceutical manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3501,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4494}" x":48,"y":3501,"w":1150,"h":20,"abs_x":350,"abs_y":4494}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3501,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4494}" x":48,"y":3501,"w":1150,"h":20,"abs_x":350,"abs_y":4494}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3503,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4496}" x":48,"y":3503,"w":186,"h":16,"abs_x":350,"abs_y":4496}"="">Health and wellness spending</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3535,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4528}" x":8,"y":3535,"w":1190,"h":20,"abs_x":310,"abs_y":4528}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3537,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4530}" x":8,"y":3537,"w":327,"h":16,"abs_x":310,"abs_y":4530}"="">These developments are expected to strengthen the </span><span bis_size="{&quot;x&quot;:335,&quot;y&quot;:3537,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:4530}" x":335,"y":3537,"w":130,"h":16,"abs_x":637,"abs_y":4530}"="">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:466,&quot;y&quot;:3537,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:768,&quot;abs_y&quot;:4530}" x":466,"y":3537,"w":109,"h":16,"abs_x":768,"abs_y":4530}"=""> throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3572,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4565}" x":8,"y":3572,"w":1190,"h":20,"abs_x":310,"abs_y":4565}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3570,&quot;w&quot;:452,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4563}" x":8,"y":3570,"w":452,"h":23,"abs_x":310,"abs_y":4563}"="">Nutraceutical Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3610,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4603}" x":8,"y":3610,"w":1190,"h":20,"abs_x":310,"abs_y":4603}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3612,&quot;w&quot;:565,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4605}" x":8,"y":3612,"w":565,"h":16,"abs_x":310,"abs_y":4605}"="">The nutraceutical industry remains the primary growth driver for CoQ10 demand worldwide.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3646,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4639}" x":8,"y":3646,"w":1190,"h":20,"abs_x":310,"abs_y":4639}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3647,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4640}" x":8,"y":3647,"w":162,"h":18,"abs_x":310,"abs_y":4640}"="">Dietary Supplements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3682,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4675}" x":8,"y":3682,"w":1190,"h":20,"abs_x":310,"abs_y":4675}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3684,&quot;w&quot;:726,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4677}" x":8,"y":3684,"w":726,"h":16,"abs_x":310,"abs_y":4677}"="">CoQ10 is widely incorporated into dietary supplements designed to support energy metabolism and general wellness.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3719,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4712}" x":8,"y":3719,"w":1190,"h":20,"abs_x":310,"abs_y":4712}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3720,&quot;w&quot;:200,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4713}" x":8,"y":3720,"w":200,"h":18,"abs_x":310,"abs_y":4713}"="">Sports Nutrition Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3755,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4748}" x":8,"y":3755,"w":1190,"h":20,"abs_x":310,"abs_y":4748}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3757,&quot;w&quot;:614,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4750}" x":8,"y":3757,"w":614,"h":16,"abs_x":310,"abs_y":4750}"="">Athletes and fitness-conscious consumers increasingly seek nutritional products containing CoQ10.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3792,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4785}" x":8,"y":3792,"w":1190,"h":20,"abs_x":310,"abs_y":4785}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3793,&quot;w&quot;:279,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4786}" x":8,"y":3793,"w":279,"h":18,"abs_x":310,"abs_y":4786}"="">Wellness and Preventive Healthcare</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3828,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4821}" x":8,"y":3828,"w":1190,"h":20,"abs_x":310,"abs_y":4821}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3830,&quot;w&quot;:610,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4823}" x":8,"y":3830,"w":610,"h":16,"abs_x":310,"abs_y":4823}"="">Growing interest in preventive healthcare solutions continues supporting supplement consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3864,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4857}" x":8,"y":3864,"w":1190,"h":20,"abs_x":310,"abs_y":4857}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3865,&quot;w&quot;:204,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4858}" x":8,"y":3865,"w":204,"h":18,"abs_x":310,"abs_y":4858}"="">Aging Population Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3901,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4894}" x":8,"y":3901,"w":1190,"h":20,"abs_x":310,"abs_y":4894}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3903,&quot;w&quot;:675,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4896}" x":8,"y":3903,"w":675,"h":16,"abs_x":310,"abs_y":4896}"="">An increasing elderly population contributes significantly to demand for health-supporting nutritional products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3935,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4928}" x":8,"y":3935,"w":1190,"h":20,"abs_x":310,"abs_y":4928}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3937,&quot;w&quot;:331,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4930}" x":8,"y":3937,"w":331,"h":16,"abs_x":310,"abs_y":4930}"="">These applications continue driving growth within the </span><span bis_size="{&quot;x&quot;:339,&quot;y&quot;:3937,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:641,&quot;abs_y&quot;:4930}" x":339,"y":3937,"w":130,"h":16,"abs_x":641,"abs_y":4930}"="">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:470,&quot;y&quot;:3937,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:772,&quot;abs_y&quot;:4930}" x":470,"y":3937,"w":3,"h":16,"abs_x":772,"abs_y":4930}"="">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3972,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4965}" x":8,"y":3972,"w":1190,"h":20,"abs_x":310,"abs_y":4965}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3970,&quot;w&quot;:385,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4963}" x":8,"y":3970,"w":385,"h":23,"abs_x":310,"abs_y":4963}"="">Pharmaceutical Applications of CoQ10</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4009,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5002}" x":8,"y":4009,"w":1190,"h":20,"abs_x":310,"abs_y":5002}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4011,&quot;w&quot;:682,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5004}" x":8,"y":4011,"w":682,"h":16,"abs_x":310,"abs_y":5004}"="">The pharmaceutical industry continues utilizing CoQ10 in various formulations and wellness-focused products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4043,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5036}" x":8,"y":4043,"w":1190,"h":20,"abs_x":310,"abs_y":5036}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4045,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5038}" x":8,"y":4045,"w":127,"h":16,"abs_x":310,"abs_y":5038}"="">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4077,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5070}" x":8,"y":4077,"w":1190,"h":156,"abs_x":310,"abs_y":5070}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4077,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5070}" x":48,"y":4077,"w":1150,"h":20,"abs_x":350,"abs_y":5070}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4077,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5070}" x":48,"y":4077,"w":1150,"h":20,"abs_x":350,"abs_y":5070}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4079,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5072}" x":48,"y":4079,"w":171,"h":16,"abs_x":350,"abs_y":5072}"="">Health-support formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4111,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5104}" x":48,"y":4111,"w":1150,"h":20,"abs_x":350,"abs_y":5104}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4111,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5104}" x":48,"y":4111,"w":1150,"h":20,"abs_x":350,"abs_y":5104}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4113,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5106}" x":48,"y":4113,"w":171,"h":16,"abs_x":350,"abs_y":5106}"="">Nutritional support products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4145,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5138}" x":48,"y":4145,"w":1150,"h":20,"abs_x":350,"abs_y":5138}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4145,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5138}" x":48,"y":4145,"w":1150,"h":20,"abs_x":350,"abs_y":5138}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4147,&quot;w&quot;:237,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5140}" x":48,"y":4147,"w":237,"h":16,"abs_x":350,"abs_y":5140}"="">Specialty pharmaceutical preparations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4179,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5172}" x":48,"y":4179,"w":1150,"h":20,"abs_x":350,"abs_y":5172}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4179,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5172}" x":48,"y":4179,"w":1150,"h":20,"abs_x":350,"abs_y":5172}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4181,&quot;w&quot;:190,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5174}" x":48,"y":4181,"w":190,"h":16,"abs_x":350,"abs_y":5174}"="">Wellness-oriented medications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4213,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5206}" x":48,"y":4213,"w":1150,"h":20,"abs_x":350,"abs_y":5206}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4213,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5206}" x":48,"y":4213,"w":1150,"h":20,"abs_x":350,"abs_y":5206}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4215,&quot;w&quot;:158,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5208}" x":48,"y":4215,"w":158,"h":16,"abs_x":350,"abs_y":5208}"="">Combination formulations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4247,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5240}" x":8,"y":4247,"w":1190,"h":20,"abs_x":310,"abs_y":5240}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4249,&quot;w&quot;:519,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5242}" x":8,"y":4249,"w":519,"h":16,"abs_x":310,"abs_y":5242}"="">The continued expansion of healthcare markets supports long-term demand growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4285,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5278}" x":8,"y":4285,"w":1190,"h":20,"abs_x":310,"abs_y":5278}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4283,&quot;w&quot;:462,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5276}" x":8,"y":4283,"w":462,"h":23,"abs_x":310,"abs_y":5276}"="">Personal Care and Cosmetic Industry Demand</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4322,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5315}" x":8,"y":4322,"w":1190,"h":20,"abs_x":310,"abs_y":5315}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4324,&quot;w&quot;:471,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5317}" x":8,"y":4324,"w":471,"h":16,"abs_x":310,"abs_y":5317}"="">CoQ10 has gained popularity within the personal care and cosmetics sector.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4359,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5352}" x":8,"y":4359,"w":1190,"h":20,"abs_x":310,"abs_y":5352}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4360,&quot;w&quot;:159,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5353}" x":8,"y":4360,"w":159,"h":18,"abs_x":310,"abs_y":5353}"="">Anti-Aging Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4395,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5388}" x":8,"y":4395,"w":1190,"h":20,"abs_x":310,"abs_y":5388}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4397,&quot;w&quot;:612,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5390}" x":8,"y":4397,"w":612,"h":16,"abs_x":310,"abs_y":5390}"="">Manufacturers utilize CoQ10 in skincare products designed to support skin health and appearance.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4431,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5424}" x":8,"y":4431,"w":1190,"h":20,"abs_x":310,"abs_y":5424}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4432,&quot;w&quot;:256,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5425}" x":8,"y":4432,"w":256,"h":18,"abs_x":310,"abs_y":5425}"="">Premium Cosmetic Formulations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4468,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5461}" x":8,"y":4468,"w":1190,"h":20,"abs_x":310,"abs_y":5461}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4470,&quot;w&quot;:478,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5463}" x":8,"y":4470,"w":478,"h":16,"abs_x":310,"abs_y":5463}"="">The ingredient is increasingly incorporated into high-value cosmetic products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4504,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5497}" x":8,"y":4504,"w":1190,"h":20,"abs_x":310,"abs_y":5497}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4505,&quot;w&quot;:238,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5498}" x":8,"y":4505,"w":238,"h":18,"abs_x":310,"abs_y":5498}"="">Beauty and Wellness Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4541,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5534}" x":8,"y":4541,"w":1190,"h":20,"abs_x":310,"abs_y":5534}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4543,&quot;w&quot;:616,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5536}" x":8,"y":4543,"w":616,"h":16,"abs_x":310,"abs_y":5536}"="">Consumers continue seeking multifunctional products that combine cosmetic and wellness benefits.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4575,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5568}" x":8,"y":4575,"w":1190,"h":20,"abs_x":310,"abs_y":5568}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4577,&quot;w&quot;:460,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5570}" x":8,"y":4577,"w":460,"h":16,"abs_x":310,"abs_y":5570}"="">These trends contribute to growing demand across the cosmetics industry.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4612,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5605}" x":8,"y":4612,"w":1190,"h":20,"abs_x":310,"abs_y":5605}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4610,&quot;w&quot;:437,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5603}" x":8,"y":4610,"w":437,"h":23,"abs_x":310,"abs_y":5603}"="">Functional Food and Beverage Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4649,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5642}" x":8,"y":4649,"w":1190,"h":20,"abs_x":310,"abs_y":5642}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4651,&quot;w&quot;:400,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5644}" x":8,"y":4651,"w":400,"h":16,"abs_x":310,"abs_y":5644}"="">CoQ10 is increasingly utilized in functional foods and beverages.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4683,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5676}" x":8,"y":4683,"w":1190,"h":20,"abs_x":310,"abs_y":5676}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4685,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5678}" x":8,"y":4685,"w":127,"h":16,"abs_x":310,"abs_y":5678}"="">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4717,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5710}" x":8,"y":4717,"w":1190,"h":156,"abs_x":310,"abs_y":5710}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4717,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5710}" x":48,"y":4717,"w":1150,"h":20,"abs_x":350,"abs_y":5710}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4717,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5710}" x":48,"y":4717,"w":1150,"h":20,"abs_x":350,"abs_y":5710}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4719,&quot;w&quot;:132,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5712}" x":48,"y":4719,"w":132,"h":16,"abs_x":350,"abs_y":5712}"="">Nutritional beverages</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4751,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5744}" x":48,"y":4751,"w":1150,"h":20,"abs_x":350,"abs_y":5744}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4751,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5744}" x":48,"y":4751,"w":1150,"h":20,"abs_x":350,"abs_y":5744}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4753,&quot;w&quot;:105,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5746}" x":48,"y":4753,"w":105,"h":16,"abs_x":350,"abs_y":5746}"="">Functional drinks</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4785,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5778}" x":48,"y":4785,"w":1150,"h":20,"abs_x":350,"abs_y":5778}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4785,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5778}" x":48,"y":4785,"w":1150,"h":20,"abs_x":350,"abs_y":5778}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4787,&quot;w&quot;:139,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5780}" x":48,"y":4787,"w":139,"h":16,"abs_x":350,"abs_y":5780}"="">Fortified food products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4819,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5812}" x":48,"y":4819,"w":1150,"h":20,"abs_x":350,"abs_y":5812}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4819,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5812}" x":48,"y":4819,"w":1150,"h":20,"abs_x":350,"abs_y":5812}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4821,&quot;w&quot;:104,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5814}" x":48,"y":4821,"w":104,"h":16,"abs_x":350,"abs_y":5814}"="">Wellness snacks</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4853,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5846}" x":48,"y":4853,"w":1150,"h":20,"abs_x":350,"abs_y":5846}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4853,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5846}" x":48,"y":4853,"w":1150,"h":20,"abs_x":350,"abs_y":5846}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4855,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5848}" x":48,"y":4855,"w":168,"h":16,"abs_x":350,"abs_y":5848}"="">Specialty nutrition products</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4887,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5880}" x":8,"y":4887,"w":1190,"h":20,"abs_x":310,"abs_y":5880}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4889,&quot;w&quot;:588,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5882}" x":8,"y":4889,"w":588,"h":16,"abs_x":310,"abs_y":5882}"="">The expanding functional food industry continues creating new opportunities for market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4925,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5918}" x":8,"y":4925,"w":1190,"h":20,"abs_x":310,"abs_y":5918}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4923,&quot;w&quot;:480,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5916}" x":8,"y":4923,"w":480,"h":23,"abs_x":310,"abs_y":5916}"="">Consumer Trends Influencing the CoQ10 Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4962,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5955}" x":8,"y":4962,"w":1190,"h":20,"abs_x":310,"abs_y":5955}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4964,&quot;w&quot;:387,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5957}" x":8,"y":4964,"w":387,"h":16,"abs_x":310,"abs_y":5957}"="">Several consumer trends are shaping the future outlook of the </span><span bis_size="{&quot;x&quot;:395,&quot;y&quot;:4964,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:697,&quot;abs_y&quot;:5957}" x":395,"y":4964,"w":130,"h":16,"abs_x":697,"abs_y":5957}"="">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:526,&quot;y&quot;:4964,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:828,&quot;abs_y&quot;:5957}" x":526,"y":4964,"w":3,"h":16,"abs_x":828,"abs_y":5957}"="">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4999,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5992}" x":8,"y":4999,"w":1190,"h":20,"abs_x":310,"abs_y":5992}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5000,&quot;w&quot;:261,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5993}" x":8,"y":5000,"w":261,"h":18,"abs_x":310,"abs_y":5993}"="">Preventive Healthcare Awareness</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5035,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6028}" x":8,"y":5035,"w":1190,"h":20,"abs_x":310,"abs_y":6028}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5037,&quot;w&quot;:464,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6030}" x":8,"y":5037,"w":464,"h":16,"abs_x":310,"abs_y":6030}"="">Consumers increasingly prioritize long-term health and wellness strategies.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5071,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6064}" x":8,"y":5071,"w":1190,"h":20,"abs_x":310,"abs_y":6064}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5072,&quot;w&quot;:274,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6065}" x":8,"y":5072,"w":274,"h":18,"abs_x":310,"abs_y":6065}"="">Growing Supplement Consumption</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5108,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6101}" x":8,"y":5108,"w":1190,"h":20,"abs_x":310,"abs_y":6101}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5110,&quot;w&quot;:438,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6103}" x":8,"y":5110,"w":438,"h":16,"abs_x":310,"abs_y":6103}"="">Dietary supplements continue gaining popularity across all age groups.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5144,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6137}" x":8,"y":5144,"w":1190,"h":20,"abs_x":310,"abs_y":6137}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5145,&quot;w&quot;:167,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6138}" x":8,"y":5145,"w":167,"h":18,"abs_x":310,"abs_y":6138}"="">Healthy Aging Trends</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5181,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6174}" x":8,"y":5181,"w":1190,"h":20,"abs_x":310,"abs_y":6174}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5183,&quot;w&quot;:512,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6176}" x":8,"y":5183,"w":512,"h":16,"abs_x":310,"abs_y":6176}"="">Consumers are actively seeking products that support active and healthy lifestyles.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5217,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6210}" x":8,"y":5217,"w":1190,"h":20,"abs_x":310,"abs_y":6210}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5218,&quot;w&quot;:224,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6211}" x":8,"y":5218,"w":224,"h":18,"abs_x":310,"abs_y":6211}"="">Functional Nutrition Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5253,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6246}" x":8,"y":5253,"w":1190,"h":20,"abs_x":310,"abs_y":6246}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5255,&quot;w&quot;:468,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6248}" x":8,"y":5255,"w":468,"h":16,"abs_x":310,"abs_y":6248}"="">Functional foods and beverages continue expanding across global markets.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5290,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6283}" x":8,"y":5290,"w":1190,"h":20,"abs_x":310,"abs_y":6283}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5291,&quot;w&quot;:266,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6284}" x":8,"y":5291,"w":266,"h":18,"abs_x":310,"abs_y":6284}"="">Premium Health Product Adoption</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5326,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6319}" x":8,"y":5326,"w":1190,"h":20,"abs_x":310,"abs_y":6319}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5328,&quot;w&quot;:491,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6321}" x":8,"y":5328,"w":491,"h":16,"abs_x":310,"abs_y":6321}"="">Consumers increasingly invest in high-quality nutritional and wellness products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5360,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6353}" x":8,"y":5360,"w":1190,"h":20,"abs_x":310,"abs_y":6353}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5362,&quot;w&quot;:524,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6355}" x":8,"y":5362,"w":524,"h":16,"abs_x":310,"abs_y":6355}"="">These trends are expected to positively influence demand during the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5397,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6390}" x":8,"y":5397,"w":1190,"h":20,"abs_x":310,"abs_y":6390}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5395,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6388}" x":8,"y":5395,"w":555,"h":23,"abs_x":310,"abs_y":6388}"="">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5435,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6428}" x":8,"y":5435,"w":1190,"h":20,"abs_x":310,"abs_y":6428}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5437,&quot;w&quot;:451,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6430}" x":8,"y":5437,"w":451,"h":16,"abs_x":310,"abs_y":6430}"="">Despite strong demand fundamentals, several challenges may affect the </span><span bis_size="{&quot;x&quot;:459,&quot;y&quot;:5437,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:761,&quot;abs_y&quot;:6430}" x":459,"y":5437,"w":130,"h":16,"abs_x":761,"abs_y":6430}"="">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:590,&quot;y&quot;:5437,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:892,&quot;abs_y&quot;:6430}" x":590,"y":5437,"w":3,"h":16,"abs_x":892,"abs_y":6430}"="">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5471,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6464}" x":8,"y":5471,"w":1190,"h":20,"abs_x":310,"abs_y":6464}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5472,&quot;w&quot;:212,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6465}" x":8,"y":5472,"w":212,"h":18,"abs_x":310,"abs_y":6465}"="">Raw Material Cost Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5508,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6501}" x":8,"y":5508,"w":1190,"h":20,"abs_x":310,"abs_y":6501}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5510,&quot;w&quot;:410,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6503}" x":8,"y":5510,"w":410,"h":16,"abs_x":310,"abs_y":6503}"="">Changes in feedstock pricing can influence production economics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5544,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6537}" x":8,"y":5544,"w":1190,"h":20,"abs_x":310,"abs_y":6537}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5545,&quot;w&quot;:205,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6538}" x":8,"y":5545,"w":205,"h":18,"abs_x":310,"abs_y":6538}"="">Manufacturing Complexity</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5580,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6573}" x":8,"y":5580,"w":1190,"h":20,"abs_x":310,"abs_y":6573}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5582,&quot;w&quot;:719,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6575}" x":8,"y":5582,"w":719,"h":16,"abs_x":310,"abs_y":6575}"="">The production of high-purity CoQ10 requires advanced processing technologies and strict quality control measures.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5617,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6610}" x":8,"y":5617,"w":1190,"h":20,"abs_x":310,"abs_y":6610}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5618,&quot;w&quot;:182,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6611}" x":8,"y":5618,"w":182,"h":18,"abs_x":310,"abs_y":6611}"="">Regulatory Compliance</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5653,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6646}" x":8,"y":5653,"w":1190,"h":20,"abs_x":310,"abs_y":6646}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5655,&quot;w&quot;:501,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6648}" x":8,"y":5655,"w":501,"h":16,"abs_x":310,"abs_y":6648}"="">Manufacturers must comply with evolving health, safety, and labeling regulations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5689,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6682}" x":8,"y":5689,"w":1190,"h":20,"abs_x":310,"abs_y":6682}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5690,&quot;w&quot;:167,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6683}" x":8,"y":5690,"w":167,"h":18,"abs_x":310,"abs_y":6683}"="">Logistics Disruptions</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5726,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6719}" x":8,"y":5726,"w":1190,"h":20,"abs_x":310,"abs_y":6719}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5728,&quot;w&quot;:666,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6721}" x":8,"y":5728,"w":666,"h":16,"abs_x":310,"abs_y":6721}"="">Transportation delays and freight cost fluctuations may affect product availability and procurement planning.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5760,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6753}" x":8,"y":5760,"w":1190,"h":20,"abs_x":310,"abs_y":6753}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5762,&quot;w&quot;:490,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6755}" x":8,"y":5762,"w":490,"h":16,"abs_x":310,"abs_y":6755}"="">Addressing these challenges remains important for maintaining market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5797,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6790}" x":8,"y":5797,"w":1190,"h":20,"abs_x":310,"abs_y":6790}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5795,&quot;w&quot;:434,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6788}" x":8,"y":5795,"w":434,"h":23,"abs_x":310,"abs_y":6788}"="">Regulatory Environment and Market Impact</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5835,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6828}" x":8,"y":5835,"w":1190,"h":20,"abs_x":310,"abs_y":6828}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5837,&quot;w&quot;:532,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6830}" x":8,"y":5837,"w":532,"h":16,"abs_x":310,"abs_y":6830}"="">Regulatory agencies continue playing a significant role in shaping the CoQ10 industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5869,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6862}" x":8,"y":5869,"w":1190,"h":20,"abs_x":310,"abs_y":6862}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5871,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6864}" x":8,"y":5871,"w":204,"h":16,"abs_x":310,"abs_y":6864}"="">Manufacturers must comply with:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5903,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6896}" x":8,"y":5903,"w":1190,"h":156,"abs_x":310,"abs_y":6896}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5903,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6896}" x":48,"y":5903,"w":1150,"h":20,"abs_x":350,"abs_y":6896}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5903,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6896}" x":48,"y":5903,"w":1150,"h":20,"abs_x":350,"abs_y":6896}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5905,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6898}" x":48,"y":5905,"w":154,"h":16,"abs_x":350,"abs_y":6898}"="">Product safety standards</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5937,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6930}" x":48,"y":5937,"w":1150,"h":20,"abs_x":350,"abs_y":6930}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5937,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6930}" x":48,"y":5937,"w":1150,"h":20,"abs_x":350,"abs_y":6930}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5939,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6932}" x":48,"y":5939,"w":200,"h":16,"abs_x":350,"abs_y":6932}"="">Nutritional labeling requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5971,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6964}" x":48,"y":5971,"w":1150,"h":20,"abs_x":350,"abs_y":6964}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5971,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6964}" x":48,"y":5971,"w":1150,"h":20,"abs_x":350,"abs_y":6964}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5973,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6966}" x":48,"y":5973,"w":184,"h":16,"abs_x":350,"abs_y":6966}"="">Quality assurance regulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6005,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6998}" x":48,"y":6005,"w":1150,"h":20,"abs_x":350,"abs_y":6998}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6005,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6998}" x":48,"y":6005,"w":1150,"h":20,"abs_x":350,"abs_y":6998}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6007,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7000}" x":48,"y":6007,"w":224,"h":16,"abs_x":350,"abs_y":7000}"="">Manufacturing compliance protocols</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6039,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7032}" x":48,"y":6039,"w":1150,"h":20,"abs_x":350,"abs_y":7032}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6039,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7032}" x":48,"y":6039,"w":1150,"h":20,"abs_x":350,"abs_y":7032}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6041,&quot;w&quot;:185,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7034}" x":48,"y":6041,"w":185,"h":16,"abs_x":350,"abs_y":7034}"="">International trade regulations</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6073,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7066}" x":8,"y":6073,"w":1190,"h":20,"abs_x":310,"abs_y":7066}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6075,&quot;w&quot;:631,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7068}" x":8,"y":6075,"w":631,"h":16,"abs_x":310,"abs_y":7068}"="">These requirements help ensure product quality while influencing production costs and market pricing.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6110,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7103}" x":8,"y":6110,"w":1190,"h":20,"abs_x":310,"abs_y":7103}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6108,&quot;w&quot;:304,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7101}" x":8,"y":6108,"w":304,"h":23,"abs_x":310,"abs_y":7101}"="">CoQ10 Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6148,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7141}" x":8,"y":6148,"w":1190,"h":40,"abs_x":310,"abs_y":7141}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6150,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7143}" x":8,"y":6150,"w":73,"h":16,"abs_x":310,"abs_y":7143}"="">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:6150,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:7143}" x":81,"y":6150,"w":80,"h":16,"abs_x":383,"abs_y":7143}"="">CoQ10 Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6150,&quot;w&quot;:1136,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7143}" x":8,"y":6150,"w":1136,"h":36,"abs_x":310,"abs_y":7143}"=""> forecast for 2026 suggests a stable to moderately firm market outlook supported by expanding demand from nutraceutical, pharmaceutical, personal care, and functional food industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6202,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7195}" x":8,"y":6202,"w":1190,"h":20,"abs_x":310,"abs_y":7195}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6204,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7197}" x":8,"y":6204,"w":333,"h":16,"abs_x":310,"abs_y":7197}"="">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6236,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7229}" x":8,"y":6236,"w":1190,"h":156,"abs_x":310,"abs_y":7229}"="">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6236,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7229}" x":48,"y":6236,"w":1150,"h":20,"abs_x":350,"abs_y":7229}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6236,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7229}" x":48,"y":6236,"w":1150,"h":20,"abs_x":350,"abs_y":7229}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6238,&quot;w&quot;:211,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7231}" x":48,"y":6238,"w":211,"h":16,"abs_x":350,"abs_y":7231}"="">Growing supplement consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6270,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7263}" x":48,"y":6270,"w":1150,"h":20,"abs_x":350,"abs_y":7263}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6270,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7263}" x":48,"y":6270,"w":1150,"h":20,"abs_x":350,"abs_y":7263}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6272,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7265}" x":48,"y":6272,"w":193,"h":16,"abs_x":350,"abs_y":7265}"="">Increasing wellness awareness</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6304,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7297}" x":48,"y":6304,"w":1150,"h":20,"abs_x":350,"abs_y":7297}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6304,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7297}" x":48,"y":6304,"w":1150,"h":20,"abs_x":350,"abs_y":7297}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6306,&quot;w&quot;:192,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7299}" x":48,"y":6306,"w":192,"h":16,"abs_x":350,"abs_y":7299}"="">Rising healthcare expenditures</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6338,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7331}" x":48,"y":6338,"w":1150,"h":20,"abs_x":350,"abs_y":7331}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6338,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7331}" x":48,"y":6338,"w":1150,"h":20,"abs_x":350,"abs_y":7331}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6340,&quot;w&quot;:214,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7333}" x":48,"y":6340,"w":214,"h":16,"abs_x":350,"abs_y":7333}"="">Expanding functional food markets</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6372,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7365}" x":48,"y":6372,"w":1150,"h":20,"abs_x":350,"abs_y":7365}"="">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6372,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7365}" x":48,"y":6372,"w":1150,"h":20,"abs_x":350,"abs_y":7365}"=""><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6374,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7367}" x":48,"y":6374,"w":182,"h":16,"abs_x":350,"abs_y":7367}"="">Continued product innovation</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6406,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7399}" x":8,"y":6406,"w":1190,"h":20,"abs_x":310,"abs_y":7399}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6408,&quot;w&quot;:813,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7401}" x":8,"y":6408,"w":813,"h":16,"abs_x":310,"abs_y":7401}"="">At the same time, stable production capacity and efficient supply chain management may help moderate excessive market volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6440,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7433}" x":8,"y":6440,"w":1190,"h":20,"abs_x":310,"abs_y":7433}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6442,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7435}" x":8,"y":6442,"w":402,"h":16,"abs_x":310,"abs_y":7435}"="">Most industry participants anticipate moderate fluctuations in the </span><span bis_size="{&quot;x&quot;:410,&quot;y&quot;:6442,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:712,&quot;abs_y&quot;:7435}" x":410,"y":6442,"w":119,"h":16,"abs_x":712,"abs_y":7435}"="">CoQ10 Trend Price</span><span bis_size="{&quot;x&quot;:530,&quot;y&quot;:6442,&quot;w&quot;:436,&quot;h&quot;:16,&quot;abs_x&quot;:832,&quot;abs_y&quot;:7435}" x":530,"y":6442,"w":436,"h":16,"abs_x":832,"abs_y":7435}"="">, reflecting changing demand conditions and broader economic trends.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6477,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7470}" x":8,"y":6477,"w":1190,"h":20,"abs_x":310,"abs_y":7470}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6475,&quot;w&quot;:417,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7468}" x":8,"y":6475,"w":417,"h":23,"abs_x":310,"abs_y":7468}"="">Future Opportunities in the CoQ10 Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6514,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7507}" x":8,"y":6514,"w":1190,"h":20,"abs_x":310,"abs_y":7507}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6516,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7509}" x":8,"y":6516,"w":183,"h":16,"abs_x":310,"abs_y":7509}"="">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:6516,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:7509}" x":191,"y":6516,"w":130,"h":16,"abs_x":493,"abs_y":7509}"="">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:322,&quot;y&quot;:6516,&quot;w&quot;:387,&quot;h&quot;:16,&quot;abs_x&quot;:624,&quot;abs_y&quot;:7509}" x":322,"y":6516,"w":387,"h":16,"abs_x":624,"abs_y":7509}"=""> remains highly positive due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6551,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7544}" x":8,"y":6551,"w":1190,"h":20,"abs_x":310,"abs_y":7544}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6552,&quot;w&quot;:309,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7545}" x":8,"y":6552,"w":309,"h":18,"abs_x":310,"abs_y":7545}"="">Expansion of the Nutraceutical Industry</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6587,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7580}" x":8,"y":6587,"w":1190,"h":20,"abs_x":310,"abs_y":7580}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6589,&quot;w&quot;:525,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7582}" x":8,"y":6589,"w":525,"h":16,"abs_x":310,"abs_y":7582}"="">Growing health consciousness continues driving demand for nutritional supplements.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6624,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7617}" x":8,"y":6624,"w":1190,"h":20,"abs_x":310,"abs_y":7617}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6625,&quot;w&quot;:189,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7618}" x":8,"y":6625,"w":189,"h":18,"abs_x":310,"abs_y":7618}"="">Functional Food Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6660,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7653}" x":8,"y":6660,"w":1190,"h":20,"abs_x":310,"abs_y":7653}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6662,&quot;w&quot;:569,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7655}" x":8,"y":6662,"w":569,"h":16,"abs_x":310,"abs_y":7655}"="">Manufacturers continue incorporating wellness ingredients into food and beverage products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6696,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7689}" x":8,"y":6696,"w":1190,"h":20,"abs_x":310,"abs_y":7689}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6697,&quot;w&quot;:263,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7690}" x":8,"y":6697,"w":263,"h":18,"abs_x":310,"abs_y":7690}"="">Personal Care Product Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6733,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7726}" x":8,"y":6733,"w":1190,"h":20,"abs_x":310,"abs_y":7726}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6735,&quot;w&quot;:579,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7728}" x":8,"y":6735,"w":579,"h":16,"abs_x":310,"abs_y":7728}"="">The cosmetics industry continues expanding the use of CoQ10 in premium skincare products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6769,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7762}" x":8,"y":6769,"w":1190,"h":20,"abs_x":310,"abs_y":7762}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6770,&quot;w&quot;:240,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7763}" x":8,"y":6770,"w":240,"h":18,"abs_x":310,"abs_y":7763}"="">Emerging Market Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6805,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7798}" x":8,"y":6805,"w":1190,"h":20,"abs_x":310,"abs_y":7798}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6807,&quot;w&quot;:695,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7800}" x":8,"y":6807,"w":695,"h":16,"abs_x":310,"abs_y":7800}"="">Developing economies continue experiencing growth in healthcare spending and wellness product consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6842,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7835}" x":8,"y":6842,"w":1190,"h":20,"abs_x":310,"abs_y":7835}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6843,&quot;w&quot;:179,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7836}" x":8,"y":6843,"w":179,"h":18,"abs_x":310,"abs_y":7836}"="">Product Diversification</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6878,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7871}" x":8,"y":6878,"w":1190,"h":20,"abs_x":310,"abs_y":7871}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6880,&quot;w&quot;:594,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7873}" x":8,"y":6880,"w":594,"h":16,"abs_x":310,"abs_y":7873}"="">Manufacturers continue developing innovative CoQ10-based formulations and delivery systems.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6916,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7909}" x":8,"y":6916,"w":1190,"h":20,"abs_x":310,"abs_y":7909}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6914,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7907}" x":8,"y":6914,"w":114,"h":23,"abs_x":310,"abs_y":7907}"="">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6953,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7946}" x":8,"y":6953,"w":1190,"h":40,"abs_x":310,"abs_y":7946}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6955,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7948}" x":8,"y":6955,"w":69,"h":16,"abs_x":310,"abs_y":7948}"="">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:6955,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:7948}" x":77,"y":6955,"w":80,"h":16,"abs_x":379,"abs_y":7948}"="">CoQ10 Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6955,&quot;w&quot;:1176,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7948}" x":8,"y":6955,"w":1176,"h":36,"abs_x":310,"abs_y":7948}"=""> outlook for 2026 remains supported by strong demand from nutraceutical, pharmaceutical, functional food, and personal care industries. Factors such as raw material availability, production costs, regulatory compliance requirements, healthcare trends, and logistics expenses will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7007,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8000}" x":8,"y":7007,"w":1190,"h":60,"abs_x":310,"abs_y":8000}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7009,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8002}" x":8,"y":7009,"w":28,"h":16,"abs_x":310,"abs_y":8002}"="">The </span><a href="https://www.chemanalyst.com/Pricing-data/coq10-1227" bis_size="{&quot;x&quot;:36,&quot;y&quot;:7009,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8002}" x":36,"y":7009,"w":119,"h":16,"abs_x":338,"abs_y":8002}"=""><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:7009,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8002}" x":36,"y":7009,"w":119,"h":16,"abs_x":338,"abs_y":8002}"="">CoQ10 Trend Price</span></a><span bis_size="{&quot;x&quot;:155,&quot;y&quot;:7009,&quot;w&quot;:1017,&quot;h&quot;:16,&quot;abs_x&quot;:457,&quot;abs_y&quot;:8002}" x":155,"y":7009,"w":1017,"h":16,"abs_x":457,"abs_y":8002}"=""> is expected to experience moderate fluctuations depending on supply-demand dynamics, manufacturing economics, and broader market conditions. Meanwhile, the </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7029,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8022}" x":8,"y":7029,"w":130,"h":16,"abs_x":310,"abs_y":8022}"="">CoQ10 Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7029,&quot;w&quot;:1164,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8022}" x":8,"y":7029,"w":1164,"h":36,"abs_x":310,"abs_y":8022}"=""> is projected to maintain steady long-term growth due to rising preventive healthcare awareness, expanding supplement consumption, increasing demand for functional nutrition, and continued innovation across wellness-focused industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7081,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8074}" x":8,"y":7081,"w":1190,"h":40,"abs_x":310,"abs_y":8074}"=""><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7083,&quot;w&quot;:1175,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8076}" x":8,"y":7083,"w":1175,"h":36,"abs_x":310,"abs_y":8076}"="">As consumers increasingly prioritize health, wellness, and active lifestyles, CoQ10 is expected to remain one of the most important ingredients in the global nutraceutical and functional health sectors, supporting sustained market expansion and long-term industry development.</span></p>]]> </content:encoded>
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<item>
<title>Ssc Delhi Police Constable: Your Fast Track to a Prestigious Government Career with JEC Academy</title>
<link>https://news.bangboxonline.com/ssc-delhi-police-constable-your-fast-track-to-a-prestigious-government-career-with-jec-academy</link>
<guid>https://news.bangboxonline.com/ssc-delhi-police-constable-your-fast-track-to-a-prestigious-government-career-with-jec-academy</guid>
<description><![CDATA[ Stay updated with SSC Delhi Police Constable Recruitment 2025 details, including eligibility, age limit, vacancy information, application process, selection stages, exam pattern, and important dates to start your preparation confidently. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a319cb4bebff.jpg" length="89694" type="image/jpeg"/>
<pubDate>Wed, 17 Jun 2026 00:00:11 +0500</pubDate>
<dc:creator>jecjaipur</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every year, thousands of ambitious candidates dream of securing a respected government position, but only a select few successfully turn that dream into reality. The competition is intense, the expectations are high, and the preparation required is greater than ever before. If you are determined to secure a position through the<span> </span><a href="https://jecjaipur.com/delhi-police-constable-recruitment-2025-apply-online/"><strong>Ssc Delhi Police Constable</strong></a><span> </span>examination, the time to act is now.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Success does not happen by chance. It is built through focused preparation, expert guidance, and a proven strategy. That is exactly what<span> </span><strong>JEC Academy</strong><span> </span>delivers. With comprehensive coaching programs, experienced faculty, and a commitment to student success, JEC Academy is helping aspiring candidates gain a competitive edge and move one step closer to their dream careers.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The demand for government jobs continues to grow rapidly, making early and effective preparation more important than ever. Every day you delay is another opportunity for competitors to move ahead. The sooner you begin your preparation, the stronger your chances of success.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why the Ssc Delhi Police Constable Exam Is a Life-Changing Opportunity</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The<span> </span><strong>Ssc Delhi Police Constable</strong><span> </span>examination is one of the most sought-after recruitment opportunities for candidates looking to build a stable and rewarding government career.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A successful selection can open the door to:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Job security.</span></li>
<li><span style="font-size: 14pt;">Attractive salary packages.</span></li>
<li><span style="font-size: 14pt;">Government benefits and allowances.</span></li>
<li><span style="font-size: 14pt;">Career advancement opportunities.</span></li>
<li><span style="font-size: 14pt;">Social respect and professional recognition.</span></li>
<li><span style="font-size: 14pt;">Long-term financial stability.</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For many candidates, clearing the<span> </span><strong>Ssc Delhi Police Constable</strong><span> </span>examination is more than just getting a job—it is achieving a lifelong goal.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">However, with thousands of applicants competing for limited vacancies, preparation must be strategic, disciplined, and highly effective.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Growing Competition You Cannot Ignore</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Each year, the number of candidates applying for government examinations continues to rise. This means competition becomes tougher, cut-off scores become more challenging, and the margin for error becomes smaller.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many candidates spend months preparing without a clear strategy and ultimately fall short of their goals.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At JEC Academy, we believe that success is not about studying harder alone. It is about studying smarter.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our specialized coaching programs for<span> </span><strong>Ssc Delhi Police Constable</strong><span> </span>aspirants are designed to help students maximize their preparation, strengthen weak areas, and build the confidence required to perform at their best on exam day.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why JEC Academy Stands Out</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Choosing the right coaching institute can have a significant impact on your success.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">JEC Academy has built a strong reputation for helping students prepare effectively for competitive government examinations. Our structured learning approach ensures students receive the guidance and resources necessary to stay ahead of the competition.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Students choose JEC Academy because we provide:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Experienced and dedicated faculty.</span></li>
<li><span style="font-size: 14pt;">Comprehensive study materials.</span></li>
<li><span style="font-size: 14pt;">Regular mock tests and assessments.</span></li>
<li><span style="font-size: 14pt;">Exam-oriented teaching methods.</span></li>
<li><span style="font-size: 14pt;">Personalized guidance and mentoring.</span></li>
<li><span style="font-size: 14pt;">Proven preparation strategies.</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our goal is simple: help every student unlock their full potential and achieve success in the<span> </span><strong>Ssc Delhi Police Constable</strong><span> </span>examination.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Master Every Section with Confidence</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the biggest challenges candidates face is managing multiple subjects effectively. The examination demands proficiency across various topics, requiring a balanced and disciplined approach.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At JEC Academy, our expert instructors break down complex concepts into easy-to-understand lessons, helping students develop strong fundamentals and advanced problem-solving skills.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our training programs focus on:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">General knowledge and current affairs.</span></li>
<li><span style="font-size: 14pt;">Reasoning ability.</span></li>
<li><span style="font-size: 14pt;">Numerical aptitude.</span></li>
<li><span style="font-size: 14pt;">General awareness.</span></li>
<li><span style="font-size: 14pt;">Time management techniques.</span></li>
<li><span style="font-size: 14pt;">Exam strategy development.</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This comprehensive preparation approach helps candidates feel fully prepared when facing the<span> </span><strong>Ssc Delhi Police Constable</strong><span> </span>examination.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Preparing for Staff Selection Commission Group C Opportunities</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Beyond police recruitment examinations, many students also aspire to secure positions under Staff Selection Commission Group C<span> </span>categories.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The opportunities available through<span> </span><strong><a href="https://jecjaipur.com/ssc-selection-post-notice-2026-released/">Staff Selection Commission Group C</a></strong><span> </span>recruitment attract candidates seeking stable careers, competitive salaries, and long-term professional growth.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At JEC Academy, we understand that many aspirants prepare simultaneously for multiple government examinations. Our training programs are designed to support students targeting both Ssc Delhi Police Constable<span> </span>positions and<span> </span>Staff Selection Commission Group C<span> </span>opportunities.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">By developing a strong foundation across key subjects, students can expand their career options and improve their chances of success across multiple recruitment pathways.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Power of Expert Guidance</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Self-study can be valuable, but many students struggle with consistency, exam strategy, and identifying their weaknesses.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is where professional coaching creates a significant advantage.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At JEC Academy, students benefit from:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Structured study schedules.</span></li>
<li><span style="font-size: 14pt;">Regular performance evaluations.</span></li>
<li><span style="font-size: 14pt;">Expert doubt-clearing sessions.</span></li>
<li><span style="font-size: 14pt;">Motivational support.</span></li>
<li><span style="font-size: 14pt;">Updated exam-focused content.</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">These resources help students stay focused, motivated, and aligned with their goals throughout the preparation journey.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Candidates preparing for Staff Selection Commission Group C<span> </span>examinations often discover that expert guidance helps them avoid common mistakes and improve performance more efficiently.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Waiting Could Cost You Success</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the biggest mistakes aspiring candidates make is postponing their preparation.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many believe they have plenty of time before the next examination cycle. Unfortunately, this mindset often leads to rushed preparation, increased stress, and missed opportunities.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every successful candidate started with a decision to begin.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The earlier you start preparing for the Ssc Delhi Police Constable<span> </span>examination, the more time you have to build knowledge, improve accuracy, and develop confidence.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Similarly, candidates targeting<span> </span>Staff Selection Commission Group C<span> </span>positions<span> </span>benefit tremendously from early preparation and consistent practice.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Your Government Career Starts Here</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The road to success in competitive examinations is challenging, but it is also filled with opportunity for those willing to prepare seriously.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At<span> </span><a href="https://jecjaipur.com/"><strong>JEC Academy</strong></a>, we are committed to helping ambitious students achieve their career goals through expert coaching, comprehensive resources, and proven preparation strategies.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">Whether your dream is to clear the Ssc Delhi Police Constable<span> </span>examination or secure a prestigious position through<span> </span>Staff Selection Commission Group C<span> </span>recruitment, our experienced team is ready to support your journey every step of the way.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><a href="https://jecjaipur.com/why-you-need-ssc-chsl-previous-year-question-papers/"><strong>Ssc Previous Question Paper</strong></a></span></p>]]> </content:encoded>
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<title>Why a Lion&amp;apos;s Mane Supplement Shot May Boost Mental Energy</title>
<link>https://news.bangboxonline.com/why-a-lions-mane-supplement-shot-may-boost-mental-energy</link>
<guid>https://news.bangboxonline.com/why-a-lions-mane-supplement-shot-may-boost-mental-energy</guid>
<description><![CDATA[ Discover the balanced harmony of focus, peace, energy, and strength with Jubi&#039;s Trial Pack. Your journey to a better you starts here. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3176ce905c0.jpg" length="56126" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 23:25:51 +0500</pubDate>
<dc:creator>Jubi Drinks</dc:creator>
<media:keywords></media:keywords>
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<p class="ds-markdown-paragraph"><span class="">In today’s fast-paced world, maintaining peak mental performance is a priority for professionals, students, and wellness enthusiasts alike. The quest for sustained focus, mental clarity, and steady energy often leads people toward coffee or energy drinks. However, these traditional options frequently come with an unwelcome side effect: the dreaded afternoon crash.</span></p>
<p class="ds-markdown-paragraph"><span class="">This is where functional beverages, particularly those featuring adaptogenic mushrooms, are making a significant impact. Among the most compelling options is the<span> </span></span><strong><span class="">Lion's Mane Supplement Shot</span></strong><span class="">. This concentrated format is emerging as a popular choice for those seeking a cleaner, more sustainable cognitive edge. But what does the science say, and why is this small but mighty drink generating so much buzz?</span></p>
<h3><span class="">The Science Behind Lion's Mane and Brain Health</span></h3>
<p class="ds-markdown-paragraph"><span class="">To understand why a<span> </span></span><strong><span class="">Lion's Mane Supplement Shot</span></strong><span class=""><span> </span>might be effective, it helps to look at the mushroom itself. Lion's mane (</span><em><span class="">Hericium erinaceus</span></em><span class="">) is a medicinal, edible mushroom native to North America, Europe, and Asia. It contains bioactive compounds like polysaccharides (beta-glucans), terpenoids, and polyphenols that contribute to its immunomodulatory, antioxidant, and anti-inflammatory properties<span> </span></span><a href="https://www.alzdiscovery.org/uploads/cognitive_vitality_media/Lion_s-Mane-UPDATE.pdf#2#1" target="_blank" rel="noopener noreferrer"></a><span class="">.</span></p>
<p class="ds-markdown-paragraph"><span class="">One of the most exciting areas of research involves two specific terpenoids found in lion's mane: hericenones and erinacines. These compounds have been shown to stimulate the synthesis of Nerve Growth Factor (NGF)<span> </span></span><a href="https://www.alzdiscovery.org/uploads/cognitive_vitality_media/Lion_s-Mane-UPDATE.pdf#2#1" target="_blank" rel="noopener noreferrer"></a><span class="">. NGF is crucial for the growth, maintenance, and survival of neurons in the brain. By promoting neuronal health and repair, lion's mane supports the brain's fundamental infrastructure for cognition and memory.</span></p>
<p class="ds-markdown-paragraph"><span class="">While clinical trials are still needed to confirm all benefits, multiple small pilot studies have shown promising cognitive effects<span> </span></span><a href="https://www.alzdiscovery.org/uploads/cognitive_vitality_media/Lion_s-Mane-UPDATE.pdf#2#1" target="_blank" rel="noopener noreferrer"></a><span class="">. The<span> </span></span><strong><span class="">Lion's Mane Supplement Shot</span></strong><span class=""><span> </span>offers a convenient way to integrate this potentially powerful mushroom into a daily routine.</span></p>
<h3><span class="">Why Choose a Liquid Format?</span></h3>
<p class="ds-markdown-paragraph"><span class="">While lion's mane is available in capsules or powders, the liquid shot format offers distinct advantages, especially for mental energy.</span></p>
<ul>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Rapid Absorption:</span></strong><span class=""><span> </span>A liquid shot is absorbed more quickly by the body than capsules or powders that need to be broken down. This allows for faster delivery of beneficial compounds to the bloodstream and brain.</span></p>
</li>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Convenience:</span></strong><span class=""><span> </span>With a ready-to-drink format, there is no mixing or measuring. It is the perfect "grab and go" solution for a morning routine or an afternoon slump.</span></p>
</li>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Potency:</span></strong><span class=""><span> </span>High-quality shots offer a concentrated dose. For instance, a well-formulated product provides 500mg of lion's mane per serving, which is a meaningful dose aligned with research showing cognitive benefits<span> </span></span><a href="https://drinkjubi.com/blogs/news/lions-mane-mushroom-benefits-guide" target="_blank" rel="noopener noreferrer"></a><span class="">. Some shots enhance this with natural caffeine (e.g., 80mg) for an immediate energy boost and B vitamins to support nervous system function and reduce tiredness<span> </span></span><a href="https://www.hollandandbarrett.com/shop/product/xite-focus-lion-s-mane-orange-ginger-shot-60ml-6100004096" target="_blank" rel="noopener noreferrer"></a><a href="https://drinkjubi.com/blogs/news/lions-mane-mushroom-benefits-guide" target="_blank" rel="noopener noreferrer"></a><span class="">.</span></p>
</li>
</ul>
<h3><span class="">How to Find the Best Lion's Mane Supplement Shot</span></h3>
<p class="ds-markdown-paragraph"><span class="">When searching for an effective product, consider these key factors:</span></p>
<ul>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Quality of Extract:</span></strong><span class=""><span> </span>Look for a product that uses a dual-extracted or otherwise bioavailable form of lion's mane to maximize absorption. The extraction method is key to delivering the active NGF-stimulating compounds.</span></p>
</li>
<li>
<p class="ds-markdown-paragraph"><strong><span class="">Ingredient Synergy:</span></strong><span class=""><span> </span>Many formulations include complementary ingredients. Look for options with B vitamins (B12, B6, Niacin) which support normal psychological function and reduce fatigue<span> </span></span><a href="https://www.hollandandbarrett.com/shop/product/xite-focus-lion-s-mane-orange-ginger-shot-60ml-6100004096" target="_blank" rel="noopener noreferrer"></a><span class="">. L-Theanine, often paired with caffeine, promotes a state of "relaxed alertness" without jitters<span> </span></span><a href="https://www.onnit.com/products/alpha-brain-focus-shot-tropical-25-fl-oz-24-ct?pr_prod_strat=e5_desc&amp;pr_rec_id=f442e62b0&amp;pr_rec_pid=9718274326818&amp;pr_ref_pid=9718274392354&amp;pr_seq=uniform" target="_blank" rel="noopener noreferrer"></a><a href="https://www.bevindustry.com/articles/97913-vive-organic-launches-new-wellness-shots" target="_blank" rel="noopener noreferrer"></a><span class="">.</span></p>
</li>
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<p class="ds-markdown-paragraph"><strong><span class="">Clean Label:</span></strong><span class=""><span> </span>Choose a product free from artificial flavors, dyes, and unnecessary fillers.</span></p>
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<p class="ds-markdown-paragraph"><strong><span class="">Convenience and Taste:</span></strong><span class=""><span> </span>The format should fit seamlessly into your life. Flavor matters too, and some products make this a pleasant ritual.</span></p>
</li>
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<h3><span class="">A Simple and Powerful Addition to Your Routine</span></h3>
<p class="ds-markdown-paragraph"><span class="">Incorporating a supplement into a daily routine can sometimes feel like a chore. However, a liquid shot is designed for simplicity. For those looking to cut down on caffeine or avoid the "crash" associated with coffee, a well-formulated shot can be an excellent alternative<span> </span></span><a href="https://drinkjubi.com/blogs/news/lions-mane-mushroom-benefits-guide" target="_blank" rel="noopener noreferrer"></a><span class="">. It provides a foundation for mental energy and clarity that is both natural and effective.</span></p>
<p class="ds-markdown-paragraph"><span class="">To experience the benefits of a thoughtfully crafted product, you can<span> </span></span><strong><span class="">Drink Jubi</span></strong><span class="">—a brand committed to quality, plant-powered energy and balance.</span></p>
<h3><span class="">Conclusion: The Path to Clean Mental Energy</span></h3>
<p class="ds-markdown-paragraph"><span class="">The shift toward natural, functional ingredients is a significant movement in health and wellness. A<span> </span></span><a href="https://drinkjubi.com/products/lions-mane-drink-clarity-energy-shots-supplement"><strong><span class="">Lion's Mane Supplement Shot</span></strong></a><span class=""><span> </span>represents a convergence of ancient wisdom and modern science, offering a powerful way to support brain health and tackle mental fatigue. By choosing a high-quality, convenient shot, you can build a sustainable daily ritual that supports better focus, a balanced mood, and sustained energy without the crash. It’s a small step that could lead to significant improvements in how you think and feel.</span></p>
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<title>Balancing Work and ACCA Studies Successfully</title>
<link>https://news.bangboxonline.com/balancing-work-and-acca-studies-successfully</link>
<guid>https://news.bangboxonline.com/balancing-work-and-acca-studies-successfully</guid>
<description><![CDATA[ Balancing work and ACCA studies requires planning, consistency, and smart time management. Learn practical strategies to manage job responsibilities while preparing for ACCA exams successfully and build a strong career in accounting and finance. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3193c05a38f.jpg" length="40059" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 23:20:14 +0500</pubDate>
<dc:creator>innatebusinessschool</dc:creator>
<media:keywords>best institute for acca in Karachi</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Pursuing the ACCA qualification while managing a full time job can feel overwhelming at first. Between meeting workplace expectations, handling personal responsibilities, and preparing for demanding exams, many students struggle to find the right balance. However, with proper planning and a disciplined approach, it is entirely possible to excel in both areas without sacrificing your well-being.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Choosing the right learning environment can make a significant difference in this journey. Many aspiring accountants search for the <b><a href="https://innatebusinessschool.com/">best institute for acca in Karachi</a></b> because access to experienced faculty, flexible learning options, structured guidance, and continuous support can help working professionals manage their studies more effectively while staying committed to their career goals.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-size: 18.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Start With a Realistic Plan<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">One of the biggest mistakes ACCA students make is creating study schedules that are impossible to maintain. It is important to assess your daily routine honestly and identify how much time you can consistently dedicate to studying.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Consider your work hours, commute, family commitments, and personal responsibilities. Once you understand your available time, develop a study plan that fits naturally into your routine. A practical schedule is more effective than an ambitious one that quickly becomes difficult to follow.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Even one to two hours of focused study during weekdays combined with additional revision on weekends can lead to strong results over time.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-size: 18.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Make Consistency Your Priority<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Success in ACCA does not depend on studying for extremely long hours occasionally. It depends on showing up consistently.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Studying regularly helps reinforce concepts, improves retention, and reduces the stress associated with last minute preparation. Students who dedicate a manageable amount of time each day often perform better than those who rely on intensive study sessions just before exams.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Treat your study sessions as fixed appointments. Maintaining this habit creates momentum and keeps you connected with the syllabus throughout the exam cycle.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-size: 18.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Use Your Time Efficiently<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Working professionals often believe they do not have enough time to study. In reality, small periods throughout the day can be used productively.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Your lunch break can be used to review notes. Commute time can be spent listening to recorded lectures or revising key concepts. Waiting periods between meetings can provide opportunities to revisit flashcards or summaries.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Although these short sessions cannot replace dedicated study hours, they help reinforce learning and make better use of the time you already have.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-size: 18.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Focus on High Value Activities<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Not every study activity delivers the same results. Reading chapters repeatedly without testing your understanding can consume valuable time without improving performance.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Instead, prioritize activities that have a greater impact, such as:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Solving practice questions<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Reviewing examiner reports<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Attempting mock examinations<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Revising weak areas<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Timing yourself during question practice<o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">This approach allows you to study smarter and improve your examination readiness.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-size: 18.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Communicate With Your Employer<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Many employers value employees who pursue professional qualifications because it demonstrates commitment to growth and continuous learning.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">If appropriate, discuss your ACCA goals with your manager. Some organizations provide support through flexible schedules, study leave, reduced workloads during examination periods, or financial assistance.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Even if formal support is unavailable, open communication helps set expectations and allows your employer to understand your priorities during critical periods.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-size: 18.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Take Care of Your Health<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Balancing work and studies can become exhausting if self care is ignored. Long working hours followed by late night study sessions can eventually affect concentration, productivity, and motivation.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Make your health a priority by focusing on the following habits:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Get sufficient sleep each night.<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Maintain a balanced diet.<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Stay physically active.<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Take short breaks during study sessions.<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Spend quality time with family and friends.<o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Looking after your physical and mental well being enables you to perform better at both work and in your studies.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-size: 18.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Practice Under Exam Conditions<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Knowledge alone is not enough to succeed in ACCA examinations. Students must also learn how to manage time and apply concepts effectively under pressure.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Attempting mock exams under timed conditions is one of the best preparation techniques. It helps identify weaknesses, improves speed, and builds confidence before the actual examination.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">The more familiar you become with the exam format, the less intimidating the experience will feel.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-size: 18.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Stay Connected to Your Purpose<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">There will be days when balancing work and ACCA studies feels difficult. Deadlines may overlap, motivation may decline, and progress may seem slow.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">During these moments, remind yourself why you started this journey. Whether your goal is career advancement, international opportunities, higher earning potential, or personal achievement, keeping that purpose in mind can strengthen your determination.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Celebrate small victories along the way. Completing a difficult chapter, maintaining a study routine, or passing an exam are meaningful milestones that deserve recognition.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-outline-level: 2;"><b><span style="font-size: 18.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Conclusion<o:p></o:p></span></b></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Balancing work and ACCA studies successfully requires discipline, planning, and consistency. It is not about finding extra hours in the day but about using your existing time wisely. By creating realistic schedules, focusing on effective study methods, maintaining your health, and staying committed to your long term goals, you can thrive in both your professional and academic life.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';">Thousands of working professionals have successfully completed ACCA while building their careers. With the right mindset and approach, you can do the same and move confidently toward a rewarding future in accounting and finance.<o:p></o:p></span></p>]]> </content:encoded>
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<title>Why Professional Asphalt Crack Repair Companies Deliver Better Results</title>
<link>https://news.bangboxonline.com/why-professional-asphalt-crack-repair-companies-deliver-better-results</link>
<guid>https://news.bangboxonline.com/why-professional-asphalt-crack-repair-companies-deliver-better-results</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3136afd42cc.jpg" length="122696" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 23:19:09 +0500</pubDate>
<dc:creator>Susan Armadale</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Maintaining asphalt surfaces is essential for preserving their appearance, functionality, and long-term value. Whether it is a commercial parking lot, residential driveway, or roadway, asphalt is constantly exposed to traffic, weather changes, moisture, and UV radiation. Over time, these factors contribute to cracks that can quickly develop into more serious structural issues. While many property owners may consider handling repairs themselves, professional </span><a href="https://www.sealcoatersparadise.com/crack-filling-repair"><span>asphalt crack repair companies</span></a><span> consistently deliver superior results. Their expertise, specialized equipment, and industry knowledge help ensure that repairs are effective, durable, and cost-efficient in the long run.</span></p>
<h2 dir="ltr"><span>Understanding the Importance of Asphalt Crack Repair</span></h2>
<p dir="ltr"><span>Cracks in asphalt may seem like a minor problem at first, but they can lead to significant damage if left untreated. Water can seep into the cracks and penetrate the underlying layers of the pavement. During temperature fluctuations, the trapped moisture expands and contracts, causing the cracks to widen and weaken the pavement structure.</span></p>
<p dir="ltr"><span>As damage progresses, potholes, surface deterioration, and uneven pavement can develop. These issues not only affect the appearance of the surface but also create safety hazards for vehicles and pedestrians. Timely crack repair is therefore an essential part of any pavement maintenance strategy.</span><span></span></p>
<h2 dir="ltr"><span>Professional Expertise Makes a Difference</span></h2>
<p dir="ltr"><span>One of the primary reasons professional contractors achieve better outcomes is their extensive experience. Asphalt repair specialists understand the various types of pavement cracks and the underlying causes behind them. Rather than simply filling visible cracks, they assess the overall condition of the pavement to identify deeper structural concerns.</span></p>
<p dir="ltr"><span>Their expertise allows them to determine the most appropriate repair methods based on factors such as crack size, pavement age, traffic volume, and environmental conditions. This comprehensive approach helps prevent recurring issues and extends the lifespan of the asphalt surface.</span></p>
<h2 dir="ltr"><span>Access to Advanced Equipment and Materials</span></h2>
<p dir="ltr"><span>Professional repair companies utilize specialized tools and equipment designed specifically for asphalt maintenance. These tools allow them to clean cracks thoroughly, remove debris, and prepare the surface for optimal adhesion of repair materials.</span></p>
<p dir="ltr"><span>In addition to advanced equipment, professionals use high-quality crack fillers and sealants that are engineered to withstand weather changes and heavy traffic. These materials offer greater flexibility and durability compared to many retail products available to consumers.</span></p>
<p dir="ltr"><span>The combination of proper equipment and premium materials ensures a stronger bond and longer-lasting repair results. This level of quality is difficult to achieve through do-it-yourself methods.</span></p>
<h2 dir="ltr"><span>Accurate Diagnosis of Pavement Problems</span></h2>
<p dir="ltr"><span>Not all cracks are the same. Some are caused by natural aging, while others result from poor drainage, heavy loads, or foundation movement. Treating every crack with the same solution can lead to ineffective repairs and ongoing pavement deterioration.</span></p>
<p dir="ltr"><span>Professional contractors perform detailed inspections to determine the root cause of the problem. By addressing underlying issues in addition to repairing visible damage, they create more comprehensive and lasting solutions. This diagnostic process helps property owners avoid repeated repair expenses and unnecessary maintenance.</span></p>
<h2 dir="ltr"><span>Improved Longevity of Asphalt Surfaces</span></h2>
<p dir="ltr"><span>One of the most significant benefits of hiring professionals is the increased lifespan of the pavement. Proper crack repair prevents water infiltration and minimizes further structural damage. When repairs are completed correctly, the pavement remains stable and functional for many years.</span></p>
<p dir="ltr"><span>Professional maintenance programs often include regular inspections and preventive treatments that keep asphalt in optimal condition. These proactive measures reduce the likelihood of major repairs and help maximize the return on investment for property owners.</span></p>
<h2 dir="ltr"><span>Enhanced Safety and Appearance</span></h2>
<p dir="ltr"><span>Cracked and damaged pavement can create safety risks for drivers, cyclists, and pedestrians. Uneven surfaces may contribute to trips, falls, or vehicle damage. Professional repair services restore smoothness and stability, improving safety for everyone who uses the area.</span></p>
<p dir="ltr"><span>In addition to safety benefits, professional repairs significantly enhance curb appeal. Well-maintained pavement creates a positive first impression for customers, tenants, visitors, and potential buyers. Clean, professionally repaired surfaces reflect a commitment to property maintenance and professionalism.</span></p>
<p dir="ltr"><span><img src="https://static.wixstatic.com/media/cd57db_edd07758de37418cb7ba8c2e49d55f38~mv2.jpg/v1/fill/w_580,h_409,al_c,q_80,usm_0.66_1.00_0.01,enc_avif,quality_auto/nick%20after%205_JPG.jpg" alt="nick after 5.JPG"></span></p>
<h2 dir="ltr"><span>Cost-Effective Solutions Over Time</span></h2>
<p dir="ltr"><span>Although some property owners may initially view professional services as an added expense, they often prove to be more economical over time. DIY repairs frequently provide only temporary relief, leading to recurring issues and repeated material costs.</span></p>
<p dir="ltr"><span>Professional repairs are designed to last longer and address the root causes of pavement damage. By preventing further deterioration, they reduce the need for extensive reconstruction or replacement projects in the future. Investing in professional expertise today can result in substantial savings over the life of the pavement.</span></p>
<h2 dir="ltr"><span>Compliance with Industry Standards</span></h2>
<p dir="ltr"><span>Professional asphalt contractors follow established industry guidelines and best practices. They understand proper application techniques, curing requirements, and environmental considerations that influence repair effectiveness.</span></p>
<p dir="ltr"><span>Their adherence to quality standards ensures that repairs perform as expected under varying conditions. Property owners can have greater confidence knowing that the work is completed according to recognized maintenance practices and professional specifications.</span></p>
<h2 dir="ltr"><span>Customized Maintenance Strategies</span></h2>
<p dir="ltr"><span>Every pavement surface has unique maintenance needs. Factors such as climate, traffic patterns, drainage conditions, and pavement age all influence repair requirements. Professional companies develop customized maintenance plans tailored to each property.</span></p>
<p dir="ltr"><span>These personalized strategies help identify the most effective repair schedules and preservation techniques. Rather than reacting to damage after it occurs, property owners benefit from a proactive approach that supports long-term pavement performance.</span></p>
<h2 dir="ltr"><span>The Value of Professional Results</span></h2>
<p dir="ltr"><span>Professional asphalt repair services provide more than just crack filling. They deliver comprehensive pavement preservation solutions that protect investments and improve overall performance. Through expert assessments, advanced equipment, quality materials, and customized maintenance plans, professional contractors achieve results that are difficult to match with temporary or inexperienced repair efforts.</span></p>
<p dir="ltr"><span>Property owners who prioritize professional maintenance often experience fewer disruptions, lower long-term costs, and better pavement durability. The combination of technical knowledge and specialized resources allows professionals to deliver repairs that stand the test of time.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Choosing experienced professionals for asphalt maintenance is one of the smartest decisions a property owner can make. Their ability to diagnose issues accurately, use premium materials, and implement effective repair techniques leads to longer-lasting and more reliable results. When crack repair is combined with preventive services such as </span><a href="https://www.sealcoatersparadise.com/residential-seal-coating"><span>pavement sealcoating</span></a><span>, asphalt surfaces remain protected against moisture, traffic wear, and environmental damage. This comprehensive approach helps preserve pavement quality, enhance safety, and maximize the value of the investment for years to come.</span></p>
<p></p>]]> </content:encoded>
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<title>Kioti Engine Power: Unleash Unstoppable Performance and Reliability for Every Job</title>
<link>https://news.bangboxonline.com/kioti-engine-power-unleash-unstoppable-performance-and-reliability-for-every-job</link>
<guid>https://news.bangboxonline.com/kioti-engine-power-unleash-unstoppable-performance-and-reliability-for-every-job</guid>
<description><![CDATA[ Kioti Engine Power delivers dependable diesel engines, industrial power units, replacement engine assemblies, and OEM components. Serving agricultural, industrial, and power generation sectors across North America with trusted solutions. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a318e6f577e6.jpg" length="26384" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 22:59:08 +0500</pubDate>
<dc:creator>Kiotienginepower</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When it comes to tackling demanding tasks, powering through tough conditions, and maximizing productivity, nothing compares to the strength and dependability of<span> </span><strong><a href="https://kiotienginepower.com/">Kioti Engine Power</a></strong>. Whether you're managing agricultural operations, maintaining large properties, handling commercial projects, or operating heavy-duty equipment, the engine behind your machinery can make the difference between success and frustration.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Today, more professionals, contractors, and property owners are turning to<span> </span>Kioti Engine Power<span> </span>because they understand that exceptional performance starts with exceptional engineering. If you're looking for power, durability, and long-term value, there has never been a better time to discover why this trusted name continues to dominate the industry.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The demand for reliable equipment is growing rapidly, and those who act now can position themselves ahead of the competition with machinery designed to deliver extraordinary results day after day.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Kioti Engine Power Is Transforming the Industry</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every minute of downtime costs money. Every performance issue creates delays. Every unreliable machine threatens productivity.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's why Kioti Engine Power<span> </span>has become a game-changing solution for professionals who refuse to settle for average performance. Engineered to deliver consistent output under challenging conditions, Kioti-powered equipment is built to handle demanding workloads without compromising efficiency.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">From agricultural fields and construction sites to landscaping operations and commercial properties,<span> </span>Kioti Engine Power<span> </span>continues to earn a reputation for delivering remarkable reliability where it matters most.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When your equipment is powered by a dependable engine, you gain confidence, efficiency, and the ability to complete projects faster.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Exceptional Performance That Keeps You Moving</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the biggest advantages of Kioti Engine Power<span> </span>is its ability to deliver impressive performance across a wide range of applications.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Operators need machinery they can trust. They need engines capable of handling heavy workloads without sacrificing fuel efficiency or durability. Kioti engines are designed to provide the power necessary to tackle demanding jobs while maintaining smooth and dependable operation.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This means fewer interruptions, greater productivity, and more opportunities to get work done efficiently.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Businesses and property owners alike understand that investing in quality power systems today can lead to significant savings and improved performance in the future.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Reliability Advantage</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Few things are more frustrating than equipment failure during a critical project. Unexpected breakdowns can disrupt schedules, increase costs, and create unnecessary stress.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is where Kioti Engine Power<span> </span>truly stands apart.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Built with durability and longevity in mind, Kioti engines are engineered to withstand challenging conditions while maintaining consistent performance. Their reputation for reliability has made them a preferred choice among operators who depend on their equipment every day.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you're working long hours in demanding environments or performing routine maintenance tasks,<span> </span>Kioti Engine Power<span> </span>helps ensure your equipment is ready when you need it most.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Discover the Difference at Kioti Engine Power Oakville</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For customers seeking trusted expertise, professional support, and premium equipment solutions, Kioti Engine Power Oakville<span> </span>has become a leading destination.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At<span> </span>Kioti Engine Power Oakville, customers gain access to knowledgeable professionals who understand the unique needs of equipment owners and operators. From product guidance to service support, the goal is to help every customer maximize the value and performance of their investment.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Choosing<span> </span>Kioti Engine Power Oakville<span> </span>means working with a team dedicated to delivering exceptional customer experiences and practical solutions tailored to real-world needs.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Fuel Efficiency That Protects Your Bottom Line</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Performance is important, but efficiency matters too.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Modern equipment owners are increasingly focused on reducing operating expenses without sacrificing productivity. One reason so many professionals trust Kioti Engine Power<span> </span>is its ability to deliver strong performance while maintaining impressive fuel efficiency.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Lower fuel consumption can contribute to substantial long-term savings, especially for businesses operating equipment regularly.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Over time, these savings can have a significant impact on profitability, making<span> </span>Kioti Engine Power<span> </span>a smart investment for organizations seeking maximum return on investment.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Built for Tough Conditions</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The real test of any engine happens when conditions become challenging.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Extreme temperatures, rough terrain, demanding workloads, and long operating hours can expose weaknesses in lower-quality equipment. Fortunately, Kioti Engine Power<span> </span>is designed to thrive under pressure.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Its durable construction and dependable engineering help operators maintain productivity even in demanding environments. This level of reliability is one of the reasons why customers continue returning to<span> </span><a href="https://kiotienginepower.com/"><strong>Kioti Engine Power Oakville</strong></a><span> </span>for equipment and support they can trust.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When the job gets tough, having a powerful and dependable engine can make all the difference.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Customers Continue Choosing Kioti Engine Power Oakville</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Success in any industry depends on having the right tools, equipment, and support. That's why customers consistently turn to Kioti Engine Power Oakville<span> </span>for solutions that help them achieve their goals.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Some of the reasons customers choose<span> </span>Kioti Engine Power Oakville<span> </span>include:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">High-performance equipment solutions.</span></li>
<li><span style="font-size: 14pt;">Reliable and durable engine technology.</span></li>
<li><span style="font-size: 14pt;">Expert product knowledge.</span></li>
<li><span style="font-size: 14pt;">Outstanding customer support.</span></li>
<li><span style="font-size: 14pt;">Long-term value and efficiency.</span></li>
<li><span style="font-size: 14pt;">A commitment to customer satisfaction.</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">These advantages have helped establish Kioti as a trusted name among equipment owners who demand excellence.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Cost of Waiting</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many people delay upgrading their equipment because they believe their current machinery can continue getting the job done. However, outdated or underperforming equipment often creates hidden costs that accumulate over time.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Reduced productivity, increased maintenance expenses, fuel inefficiencies, and unexpected downtime can quickly impact profitability.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Investing in Kioti Engine Power<span> </span>today allows operators to take advantage of modern engineering, improved performance, and enhanced reliability before these issues become larger problems.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">As demand for dependable equipment continues to grow, now is the ideal time to explore your options and secure the power you need for future success.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Power Your Future with Confidence</span></h2>
<p style="text-align: justify;"><span style="font-size: 14pt;">Every successful project begins with reliable equipment. Every productive workday depends on dependable performance. Every smart investment starts with choosing quality.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's why professionals across multiple industries continue to trust<span> </span><a href="https://kiotienginepower.com/"><strong>Kioti Engine Power</strong></a><span> </span>for the strength, efficiency, and reliability they need to succeed.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">Whether you're upgrading existing equipment or searching for a long-term solution that can handle demanding workloads,<span> </span>Kioti Engine Power Oakville<span> </span>is ready to help you discover the perfect fit for your needs.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><a href="https://kiotienginepower.com/"><strong>Kioti Engine Power Canada</strong></a></span></p>]]> </content:encoded>
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<title>Contract Logistics Market: The Backbone of Modern Supply Chains</title>
<link>https://news.bangboxonline.com/contract-logistics-market-the-backbone-of-modern-supply-chains</link>
<guid>https://news.bangboxonline.com/contract-logistics-market-the-backbone-of-modern-supply-chains</guid>
<description><![CDATA[ The Contract Logistics Market is projected to grow from USD 374.09 Bn in 2025 to USD 623.03 Bn by 2032 at a CAGR of 7.56%, driven by the rapid rise of third-party logistics (3PL) demand, integrated logistics services, warehouse and distribution optimization, and the increasing shift toward digital supply chain management, automation, and e-commerce logistics outsourcing. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a31a4660be9b.jpg" length="41484" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 22:25:41 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<p><strong><a href="https://www.mmrstatistics.com/reports/452651/contract-logistics-market">Contract Logistics Market</a>: Transforming Global Supply Chains Through Integrated Logistics Solutions</strong></p>
<p><strong>Introduction</strong></p>
<p>The global Contract Logistics Market is experiencing significant growth as businesses increasingly seek efficient, scalable, and cost-effective supply chain solutions. Contract logistics involves outsourcing logistics operations such as transportation, warehousing, inventory management, distribution, reverse logistics, and value-added services to specialized third-party providers. As global trade expands and e-commerce continues to flourish, organizations are relying on contract logistics partners to optimize operations, reduce costs, and improve customer service. The market is projected to witness strong growth through 2032, driven by digital transformation, warehouse automation, and the increasing complexity of global supply chains.</p>
<p><strong>Request Free Sample Report: <a href="https://www.mmrstatistics.com/reports/452651/contract-logistics-market/contact?type=sample">https://www.mmrstatistics.com/reports/452651/contract-logistics-market/contact?type=sample</a> <br></strong></p>
<p><strong>Rising E-Commerce Demand Driving Market Growth</strong></p>
<p>One of the primary drivers of the Contract Logistics Market is the rapid expansion of e-commerce. Online retailers require sophisticated logistics networks capable of handling high order volumes, fast deliveries, inventory visibility, and efficient returns management. Contract logistics providers offer integrated solutions that help businesses meet growing customer expectations for same-day and next-day deliveries.</p>
<p>The surge in digital retail activities across developed and emerging economies has significantly increased demand for warehousing, fulfillment centers, transportation services, and last-mile delivery solutions. As businesses continue expanding their online presence, the need for reliable logistics partners is expected to accelerate market growth further.</p>
<p><strong>Outsourcing Trends Reshaping Supply Chain Management</strong></p>
<p>Companies across various industries are increasingly outsourcing logistics operations to focus on their core competencies. Contract logistics providers offer specialized expertise, advanced infrastructure, and extensive transportation networks that would otherwise require substantial investment from businesses.</p>
<p>Outsourcing enables organizations to reduce operational complexity, improve flexibility, and access advanced logistics technologies without significant capital expenditure. Industries such as retail, food and beverages, healthcare, automotive, electronics, and consumer goods are among the major adopters of contract logistics services. This trend continues to strengthen the market as businesses seek greater efficiency and competitiveness in rapidly changing environments.</p>
<p><strong>Technology and Automation Revolutionizing Logistics Operations</strong></p>
<p>Technological innovation is transforming the contract logistics industry. Modern logistics providers are investing heavily in digital platforms, warehouse management systems (WMS), transportation management systems (TMS), artificial intelligence, robotics, Internet of Things (IoT), and RFID technologies to improve operational efficiency.</p>
<p>Warehouse automation is becoming increasingly important as companies strive to enhance productivity and reduce labor dependency. Automated storage and retrieval systems, robotic picking solutions, and AI-powered inventory management tools enable logistics providers to improve accuracy, reduce costs, and accelerate order fulfillment. Real-time tracking and visibility solutions also help businesses monitor shipments and make data-driven decisions throughout the supply chain.</p>
<p><strong>Growing Importance of Multimodal Transportation</strong></p>
<p>The increasing complexity of global trade networks has created strong demand for multimodal transportation solutions. Contract logistics providers are integrating roadways, railways, airways, and waterways to deliver goods more efficiently while optimizing transportation costs.</p>
<p>Road transportation currently represents a significant share of logistics operations due to its flexibility and effectiveness in last-mile delivery. However, growing international trade and cross-border commerce are driving increased utilization of air and sea freight services. The ability to manage multiple transportation modes seamlessly provides logistics providers with a competitive advantage and supports overall market growth.</p>
<p><strong>Sustainability Initiatives Creating New Opportunities</strong></p>
<p>Environmental sustainability is becoming a major focus area within the logistics industry. Businesses and consumers increasingly expect supply chains to reduce carbon emissions and adopt environmentally responsible practices. Contract logistics providers are responding by investing in fuel-efficient fleets, route optimization technologies, green warehouses, and alternative energy solutions.</p>
<p>The adoption of electric vehicles, energy-efficient facilities, and sustainable packaging practices is helping logistics companies meet regulatory requirements while improving operational efficiency. Sustainability initiatives are expected to create significant opportunities for market participants as environmental considerations become increasingly important in supply chain decision-making.</p>
<p><strong>Challenges Facing the Contract Logistics Market</strong></p>
<p>Despite strong growth prospects, the market faces several challenges. Fuel price volatility remains a major concern, directly affecting transportation costs and profit margins. Labor shortages in warehousing and transportation sectors can also impact service quality and operational efficiency.</p>
<p>Geopolitical tensions, trade restrictions, supply chain disruptions, and regulatory complexities create additional uncertainties for logistics providers operating across multiple regions. Furthermore, maintaining end-to-end supply chain visibility and cybersecurity protection requires continuous investment in advanced technologies and infrastructure. Companies must address these challenges to maintain competitiveness and ensure long-term growth.</p>
<p><strong>Request Free Sample Report: <a href="https://www.mmrstatistics.com/reports/452651/contract-logistics-market/contact?type=sample">https://www.mmrstatistics.com/reports/452651/contract-logistics-market/contact?type=sample</a> <br></strong></p>
<p><strong>Regional Market Outlook</strong></p>
<p>Asia-Pacific remains one of the fastest-growing regions in the Contract Logistics Market, supported by rapid industrialization, expanding manufacturing activities, and growing e-commerce penetration. Countries such as China and India continue to attract significant investments in logistics infrastructure and supply chain modernization.</p>
<p>North America and Europe maintain strong market positions due to advanced transportation networks, technological adoption, and mature logistics ecosystems. Meanwhile, emerging markets in Latin America, the Middle East, and Africa are creating new opportunities as infrastructure development and international trade activities continue to expand.</p>
<p><strong>Competitive Landscape</strong></p>
<p>The market is highly competitive, featuring numerous global and regional logistics providers. Major companies include DHL Supply Chain, Kuehne + Nagel, CEVA Logistics, DB Schenker, GXO Logistics, DSV, FedEx Supply Chain, UPS Supply Chain Solutions, Nippon Express, and Geodis. These organizations are investing heavily in automation, digital technologies, sustainability initiatives, and strategic acquisitions to strengthen their market positions and expand service capabilities.</p>
<p><strong>Conclusion</strong></p>
<p>The global Contract Logistics Market is poised for substantial growth as businesses increasingly prioritize supply chain efficiency, operational flexibility, and customer satisfaction. The expansion of e-commerce, rising outsourcing trends, technological innovation, and sustainability initiatives are creating significant opportunities across the industry. Although challenges such as fuel costs, labor shortages, and geopolitical uncertainties remain, ongoing investments in automation, digitalization, and integrated logistics solutions are expected to drive long-term market expansion. Contract logistics will continue to play a critical role in enabling businesses to navigate increasingly complex global supply chains and achieve sustainable growth.</p>
<p><strong>About Stellar Market Research:</strong></p>
<p>Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.</p>
<p><strong>Contact Stellar Market Research:</strong></p>
<p>3rd Floor, Navale IT Park, Phase 2</p>
<p>Pune Banglore Highway, Narhe,</p>
<p>Pune, Maharashtra 411041, India</p>
<p><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong></p>
<p>+91 20 6630 3320 | +91 9607365656</p>]]> </content:encoded>
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<title>Aluminium Industrial Tower: The Ultimate Solution for Safe, Efficient, and High&#45;Performance Access</title>
<link>https://news.bangboxonline.com/aluminium-industrial-tower-the-ultimate-solution-for-safe-efficient-and-high-performance-access</link>
<guid>https://news.bangboxonline.com/aluminium-industrial-tower-the-ultimate-solution-for-safe-efficient-and-high-performance-access</guid>
<description><![CDATA[ Find the Right Industrial Scaffold Towers for Your Needs. We Offer a Wide Range of Aluminium Scaffold Towers in the UK. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3184ac870e5.jpg" length="102460" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 22:15:42 +0500</pubDate>
<dc:creator>Aluminiumscaffoldtowers</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When it comes to working at height, there is absolutely no room for compromise. Businesses across construction, maintenance, manufacturing, warehousing, and industrial sectors are constantly searching for equipment that delivers superior safety, exceptional efficiency, and outstanding value. That's exactly why the demand for the<span> </span><strong><a href="https://aluminium-scaffoldtowers.co.uk/product-category/industrial-towers/">aluminium industrial tower</a></strong><span> </span>has reached unprecedented levels.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">If you're still relying on outdated access solutions, you could be slowing down projects, increasing risks, and missing out on substantial productivity gains. Today's most successful companies are making the switch to modern<span> </span><strong>industrial towers</strong><span> </span>that provide unmatched performance while helping teams work smarter, faster, and safer.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At<span> </span><strong>Aluminium Scaffold Towers</strong>, we provide premium-quality access solutions designed to transform the way professionals work at height. Our advanced tower systems have become the preferred choice for businesses that refuse to settle for anything less than excellence.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Aluminium Industrial Towers Are Revolutionising Worksites</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The modern workplace demands flexibility, mobility, and reliability. Traditional access methods often fall short, creating unnecessary delays and inefficiencies that can impact project timelines and profitability.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A high-quality<span> </span><strong>aluminium industrial tower</strong><span> </span>changes everything.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Built using lightweight yet incredibly strong aluminium, these towers provide secure elevated access while remaining easy to transport, assemble, and reposition. The result is a powerful combination of convenience and performance that helps businesses maximize productivity.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">More companies than ever are investing in<span> </span><strong>industrial towers</strong><span> </span>because they recognize the significant advantages they bring to virtually every type of project.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Lightweight Strength That Delivers Extraordinary Results</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the biggest reasons businesses choose an<span> </span><strong>aluminium industrial tower</strong><span> </span>is the remarkable balance between strength and weight.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Unlike heavier alternatives that can be difficult to move and manage, aluminium towers offer exceptional structural integrity without the burden of excessive weight. This allows workers to set up and reposition towers quickly, reducing downtime and increasing efficiency.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every minute saved on setup and relocation can contribute to improved productivity and faster project completion. Over time, these advantages can have a substantial impact on overall operational performance.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Superior Mobility for Fast-Paced Environments</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Modern worksites move quickly. Delays can be costly, and flexibility has become more important than ever.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A premium<span> </span><strong>aluminium industrial tower</strong><span> </span>provides the mobility businesses need to keep projects moving forward. Whether you're working in a warehouse, industrial facility, commercial building, or construction site, the ability to reposition access equipment quickly can dramatically improve workflow.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Unlike fixed access systems, mobile<span> </span><strong><a href="https://aluminium-scaffoldtowers.co.uk/product-category/industrial-towers/">industrial towers</a></strong><span> </span>can adapt to changing project requirements with ease, allowing teams to remain productive without constant interruptions.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Safety That Inspires Confidence</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Nothing matters more than worker safety. Businesses understand that protecting employees is not only a legal responsibility but also a critical component of successful operations.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Aluminium Scaffold Towers, safety is built into every<span> </span><strong>aluminium industrial tower</strong><span> </span>we provide.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our towers are designed with stability, durability, and user protection in mind. Features such as secure platforms, guardrails, non-slip surfaces, and reliable structural support help create a safer working environment for teams operating at height.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When workers feel confident in their equipment, they can focus more effectively on the task at hand, leading to improved performance and better project outcomes.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Incredible Versatility Across Industries</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the most exciting benefits of modern<span> </span><strong>industrial towers</strong><span> </span>is their versatility.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">These towers are used across a wide range of industries, including:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Construction projects.</span></li>
<li><span style="font-size: 14pt;">Facility maintenance.</span></li>
<li><span style="font-size: 14pt;">Warehouse operations.</span></li>
<li><span style="font-size: 14pt;">Manufacturing plants.</span></li>
<li><span style="font-size: 14pt;">Electrical installations.</span></li>
<li><span style="font-size: 14pt;">Painting and decorating.</span></li>
<li><span style="font-size: 14pt;">Cleaning and inspection services.</span></li>
<li><span style="font-size: 14pt;">Property management.</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">No matter the application, a reliable<span> </span><strong>aluminium industrial tower</strong><span> </span>can provide the elevated access needed to complete tasks safely and efficiently.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This adaptability makes aluminium towers one of the smartest investments available for businesses seeking long-term value.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Built for Long-Term Performance</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Equipment investments should deliver results for years, not months.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">An<span> </span><strong>aluminium industrial tower</strong><span> </span>offers exceptional durability thanks to aluminium's natural resistance to corrosion and environmental wear. Unlike some materials that deteriorate over time, aluminium maintains its strength and appearance even in demanding working conditions.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This long-lasting performance helps businesses reduce replacement costs and maximize return on investment.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When properly maintained, high-quality<span> </span><strong>industrial towers</strong><span> </span>can continue supporting operations for many years, making them a practical and cost-effective solution.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Businesses Trust Aluminium Scaffold Towers</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Choosing the right supplier is just as important as choosing the right equipment.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Aluminium Scaffold Towers, we have built our reputation by providing dependable access solutions that meet the needs of modern industries. Our commitment to quality, safety, and customer satisfaction has made us a trusted choice for businesses seeking premium tower systems.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Customers choose us because we offer:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">High-quality aluminium tower systems.</span></li>
<li><span style="font-size: 14pt;">Exceptional durability and performance.</span></li>
<li><span style="font-size: 14pt;">Industry-leading safety features.</span></li>
<li><span style="font-size: 14pt;">Expert guidance and support.</span></li>
<li><span style="font-size: 14pt;">Competitive pricing.</span></li>
<li><span style="font-size: 14pt;">Solutions tailored to diverse project requirements.</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our goal is to help businesses achieve greater efficiency while maintaining the highest safety standards possible.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Cost of Waiting Could Be Higher Than You Think</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many businesses continue using outdated access equipment simply because upgrading seems like a future priority. Unfortunately, postponing that decision can result in lost productivity, increased maintenance costs, and avoidable inefficiencies.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The demand for<span> </span><strong>aluminium industrial tower</strong><span> </span>solutions continues to grow as companies recognize the enormous advantages they provide. Acting now allows businesses to gain immediate access to safer, more efficient equipment that can positively impact daily operations.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every day spent using less effective access systems is a missed opportunity to improve performance and productivity.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Upgrade Your Access Solutions Today</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">If you're ready to unlock a new level of efficiency, safety, and operational success, now is the perfect time to invest in a premium aluminium industrial tower<span> </span>from<span> </span><a href="https://aluminium-scaffoldtowers.co.uk/"><strong>Aluminium Scaffold Towers</strong></a>.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">Our innovative<span> </span><strong>industrial towers</strong><span> </span>are designed to help businesses work smarter, complete projects faster, and create safer working environments for their teams. From construction sites to industrial facilities, our solutions deliver the performance professionals demand.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><a href="https://aluminium-scaffoldtowers.co.uk/"><strong>aluminium tower</strong></a></span></p>]]> </content:encoded>
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<title>Upgrade Your Metal Surfaces with Expert Gold Coating Services Near You</title>
<link>https://news.bangboxonline.com/upgrade-your-metal-surfaces-with-expert-gold-coating-services-near-you</link>
<guid>https://news.bangboxonline.com/upgrade-your-metal-surfaces-with-expert-gold-coating-services-near-you</guid>
<description><![CDATA[ Enhance durability and appearance with expert gold coating services. Get reliable, affordable, and long-lasting finishing solutions from trusted professionals. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a31a5ba4c381.jpg" length="68725" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 22:04:10 +0500</pubDate>
<dc:creator>The Author</dc:creator>
<media:keywords>Gold coating</media:keywords>
<content:encoded><![CDATA[<p data-start="943" data-end="1365"><a href="https://maps.app.goo.gl/UXQpn5qRYwewRC7NA"><strong data-start="943" data-end="959">Gold coating</strong></a> is a popular solution for enhancing the appearance, durability, and value of various metal surfaces. It provides a beautiful finish while helping protect components from wear and corrosion. Many businesses and property owners choose this service when they want a premium look without replacing existing materials. Choosing the right service provider helps ensure lasting results and excellent performance.</p>
<p data-start="943" data-end="1365"><img src="https://avatars.mds.yandex.net/i?id=3326227ab72cd9b1c91c04796308f2b77c08aa1a-5876581-images-thumbs&amp;n=13" width="702" height="395"></p>
<h2 data-section-id="1gyvwdg" data-start="1367" data-end="1411">Why Gold Coating Is a Valuable Investment?</h2>
<p data-start="1413" data-end="1705">Many industries rely on specialized surface treatments to improve the appearance and functionality of their products. A quality finish can increase the lifespan of components and reduce maintenance costs over time. This makes it a practical option for both decorative and industrial purposes.</p>
<p data-start="1707" data-end="1926">The process can be applied to a wide range of materials. It is commonly used on fixtures, hardware, decorative elements, and specialized equipment. The result is a clean, attractive finish that delivers long-term value.</p>
<h2 data-section-id="1ofn5aj" data-start="1928" data-end="1982">Benefits of Professional Surface Finishing Services</h2>
<p data-start="1984" data-end="2195">A properly finished surface offers more than visual appeal. It can also provide protection against environmental factors that cause damage over time. This helps preserve the integrity of the material underneath.</p>
<p data-start="2197" data-end="2411">Professional services use advanced equipment and proven methods. These techniques help create a consistent finish across the entire surface. Quality workmanship reduces the risk of imperfections and premature wear.</p>
<p data-start="2413" data-end="2616">Customers also benefit from expert recommendations. Experienced technicians can suggest the best finishing options based on specific project requirements. This ensures optimal performance and appearance.</p>
<h2 data-section-id="ksmf1m" data-start="2618" data-end="2661">Applications Across Different Industries</h2>
<p data-start="2663" data-end="2902">Surface finishing services are used in many industries because of their versatility. Commercial facilities often use decorative finishes to enhance architectural features. Businesses value the professional appearance these finishes create.</p>
<p data-start="2904" data-end="3121">Manufacturing companies frequently apply specialized coatings to equipment and components. This can improve durability and support long-term performance. Many industrial applications require precision and consistency.</p>
<p data-start="3123" data-end="3330">Homeowners also use these services for custom projects. Decorative fixtures, railings, and hardware can benefit from enhanced appearance and protection. The finished product often adds value to the property.</p>
<h2 data-section-id="8t7owr" data-start="3332" data-end="3387">The Importance of Choosing Experienced Professionals</h2>
<p data-start="3389" data-end="3617">Not all service providers deliver the same level of quality. Experience plays a major role in achieving reliable and attractive results. Skilled technicians understand how to prepare surfaces correctly and apply finishes evenly.</p>
<p data-start="3619" data-end="3802">Proper preparation is one of the most important steps in the process. Surfaces must be cleaned and inspected before work begins. This helps ensure strong adhesion and a smooth finish.</p>
<p data-start="3804" data-end="4002">Experienced professionals also follow strict quality control procedures. Every project receives careful attention to detail. This reduces the likelihood of defects and ensures customer satisfaction.</p>
<h2 data-section-id="1izv7n7" data-start="4004" data-end="4050">Signs You Need Surface Refinishing Services</h2>
<p data-start="4052" data-end="4267">Many surfaces show signs of wear after years of use. Fading, discoloration, scratches, and corrosion can affect appearance and performance. Refinishing services help restore these surfaces and extend their lifespan.</p>
<p data-start="4269" data-end="4484">Business owners often choose refinishing when updating commercial spaces. A refreshed appearance can create a positive impression on customers and visitors. It is often more cost-effective than complete replacement.</p>
<p data-start="4486" data-end="4701">Property owners may also use refinishing services during renovation projects. Restoring existing materials can save money while delivering impressive results. This approach combines affordability with visual appeal.</p>
<h2 data-section-id="10yvlyf" data-start="4703" data-end="4747">What to Expect During the Service Process?</h2>
<p data-start="4749" data-end="4939">The process begins with a thorough evaluation of the project. Technicians assess the condition of the surface and discuss customer goals. This helps determine the best approach for the work.</p>
<p data-start="4941" data-end="5131">Surface preparation follows the inspection stage. Cleaning and treatment remove contaminants that could affect the final result. Proper preparation is essential for long-lasting performance.</p>
<p data-start="5133" data-end="5337">Once preparation is complete, the finishing process begins. Advanced techniques help create a smooth and uniform appearance. Final inspections ensure the project meets quality standards before completion.</p>
<h2 data-section-id="1ofbp1f" data-start="5339" data-end="5383">How Quality Finishing Improves Durability?</h2>
<p data-start="5385" data-end="5592">Durability is one of the biggest reasons customers invest in professional finishing services. Treated surfaces often resist wear better than untreated materials. This can reduce repair and replacement costs.</p>
<p data-start="5594" data-end="5804">Environmental exposure can cause significant damage over time. Moisture, chemicals, and daily use all contribute to surface deterioration. Protective finishes help reduce these effects and maintain performance.</p>
<p data-start="5806" data-end="5994">Long-term protection makes the investment worthwhile. Customers benefit from improved reliability and fewer maintenance concerns. The result is greater value over the life of the material.</p>
<h2 data-section-id="1bldh7p" data-start="5996" data-end="6033">Finding the Right Service Provider</h2>
<p data-start="6035" data-end="6235">Choosing a trusted company is essential for achieving the best outcome. Look for providers with proven experience and positive customer feedback. A strong reputation often reflects consistent quality.</p>
<p data-start="6237" data-end="6435">It is also important to ask about equipment and processes. Modern technology helps deliver accurate and reliable results. Professional providers are transparent about their methods and capabilities.</p>
<p data-start="6437" data-end="6648">Customer service should also be a priority. Reliable communication and clear project timelines create a better experience. Working with knowledgeable professionals helps ensure confidence throughout the project.</p>
<h2 data-section-id="nkpn5b" data-start="6650" data-end="6697">Cost-Effective Solutions for Lasting Results</h2>
<p data-start="6699" data-end="6909">Many customers assume premium finishing services are expensive. In reality, they often provide significant long-term savings. Protecting and restoring existing materials can be more affordable than replacement.</p>
<p data-start="6911" data-end="7095">High-quality workmanship reduces future maintenance requirements. Durable finishes help surfaces remain attractive and functional for years. This creates a strong return on investment.</p>
<p data-start="7097" data-end="7286">Every project is different, so costs vary based on size and complexity. A professional assessment helps customers understand available options and select the right solution for their needs.</p>
<h2 data-section-id="1469tza" data-start="7288" data-end="7310">Why Quality Matters?</h2>
<p data-start="7312" data-end="7494">The quality of workmanship directly affects the final outcome. Poor application can lead to uneven appearance and reduced durability. This often results in additional expenses later.</p>
<p data-start="7496" data-end="7694">Investing in skilled professionals helps avoid these problems. Experienced technicians focus on precision and consistency throughout the process. Their expertise contributes to long-lasting results.</p>
<p data-start="7696" data-end="7861">Customers who prioritize quality often enjoy better performance and appearance. The difference becomes clear over time as finished surfaces continue to perform well.</p>
<p data-start="7863" data-end="8179">When choosing a provider, look for a team that offers <a href="https://maps.app.goo.gl/UXQpn5qRYwewRC7NA"><strong>Professional Gold coating services</strong></a> with proven expertise and attention to detail. A qualified company can deliver durable finishes, reliable performance, and attractive results that meet the specific needs of residential, commercial, and industrial projects.</p>
<h2 data-section-id="8dtpi" data-start="8181" data-end="8194">Conclusion</h2>
<p data-start="8196" data-end="8623">If you are looking for dependable finishing solutions that combine appearance, protection, and long-term value, trust <strong data-start="8314" data-end="8330">CSC Plumbing</strong> to deliver outstanding service. Their experienced team is committed to quality workmanship and customer satisfaction throughout every project. Homeowners and businesses in <strong data-start="8503" data-end="8519">Fountain, CO</strong> and surrounding areas can rely on their expertise for professional results that stand the test of time.</p>]]> </content:encoded>
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<title>Annulment of Marriage Documents Preparation: The Fast&#45;Track Solution to Moving Forward with Confidence</title>
<link>https://news.bangboxonline.com/annulment-of-marriage-documents-preparation-the-fast-track-solution-to-moving-forward-with-confidence</link>
<guid>https://news.bangboxonline.com/annulment-of-marriage-documents-preparation-the-fast-track-solution-to-moving-forward-with-confidence</guid>
<description><![CDATA[ Need annulment of marriage documents? We The People USA assists with preparing and filing paperwork correctly, making the process simple and affordable. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3175ce49c1c.jpg" length="39028" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 21:12:10 +0500</pubDate>
<dc:creator>wethepeopleusa</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Life can change in an instant. What once seemed like the perfect marriage may now feel like a chapter that needs to close so a new one can begin. When you're facing the complex process of ending a marriage through an annulment, every day spent waiting can feel overwhelming. That's why professional<span> </span><a href="https://wethepeopleusa.com/personal-services/"><strong>annulment of marriage documents preparation</strong></a><span> </span>services from<span> </span><strong>We The People</strong><span> </span>have become an invaluable resource for individuals seeking clarity, efficiency, and peace of mind.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">If you've been searching for a reliable way to navigate the paperwork involved in an annulment, now is the time to act. Delaying the process can lead to unnecessary stress, confusion, and costly mistakes. With the right support, you can move forward faster and with greater confidence than ever before.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Annulment Paperwork Can Feel Overwhelming</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">An annulment is different from a divorce. Rather than ending a legally valid marriage, an annulment establishes that the marriage was not legally valid under specific circumstances. Because of this distinction, the documentation requirements can be detailed and time-sensitive.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many individuals quickly discover that gathering forms, preparing supporting documents, and ensuring everything is completed correctly can become a frustrating experience. Even minor errors can result in delays that prolong an already stressful situation.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is where professional<span> </span><strong>annulment of marriage documents preparation</strong><span> </span>services can make a remarkable difference. Instead of trying to navigate complicated paperwork on your own, you can rely on experienced document preparation professionals who understand the process and help ensure everything is properly organized.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The We The People Advantage</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At We The People, helping clients simplify complex legal document preparation is at the heart of everything we do. Our goal is to help individuals save valuable time while reducing the stress associated with preparing important legal paperwork.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When you choose We The People for<span> </span><strong>annulment of marriage documents preparation</strong>, you gain access to a team committed to accuracy, efficiency, and exceptional customer service.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Clients appreciate our services because we provide:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Professional document preparation support.</span></li>
<li><span style="font-size: 14pt;">Clear guidance throughout the process.</span></li>
<li><span style="font-size: 14pt;">Affordable alternatives to costly legal expenses.</span></li>
<li><span style="font-size: 14pt;">Fast turnaround times.</span></li>
<li><span style="font-size: 14pt;">Attention to detail that helps minimize delays.</span></li>
<li><span style="font-size: 14pt;">Friendly and responsive customer service.</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our approach is designed to make what often feels overwhelming become far more manageable.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Don't Let Delays Hold You Back</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the biggest mistakes people make is waiting too long to begin the annulment process. Procrastination can create additional complications, especially when important records, deadlines, or supporting documentation are involved.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The sooner you begin your<span> </span><strong>annulment of marriage documents preparation</strong>, the sooner you can start working toward resolution and a fresh start.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many clients are surprised by how much relief they feel once their paperwork is organized and moving forward. Taking action today can help eliminate uncertainty and replace it with momentum.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Comprehensive Family Document Preparation Services</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Life's legal challenges rarely exist in isolation. In many situations, individuals dealing with annulment matters may also face family-related concerns involving children and parental responsibilities.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's why We The People also assists clients seeking<span> </span><strong>child support and visitation legal help in Californai and New York</strong>. Family-related legal documents often require careful preparation and attention to detail, making professional support especially valuable.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you're addressing custody arrangements, visitation schedules, or support-related documentation, having reliable assistance can help reduce confusion and improve efficiency throughout the process.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our commitment to providing<span> </span><a href="https://wethepeopleusa.com/personal-services/"><strong>child support and visitation legal help in Californai and New York</strong></a><span> </span>allows families to access document preparation services designed to simplify challenging situations.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Professional Document Preparation Matters</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The consequences of incomplete or improperly prepared paperwork can be significant. Delays, rejected filings, additional expenses, and unnecessary frustration are all common outcomes when documentation isn't handled correctly.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Professional<span> </span><strong>annulment of marriage documents preparation</strong><span> </span>helps reduce these risks by ensuring forms are completed accurately and organized appropriately before submission.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This level of preparation can save valuable time and help clients avoid many of the obstacles that commonly arise during legal processes.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At We The People, we understand that every client's situation is unique. That's why we focus on delivering personalized service that addresses individual needs while maintaining efficiency and professionalism.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">A Cost-Effective Alternative</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many people assume that resolving family-related legal matters automatically requires significant financial investment. In reality, professional document preparation services often provide a more affordable path forward for individuals who need assistance with paperwork.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">By choosing We The People for<span> </span><strong>annulment of marriage documents preparation</strong>, clients gain access to experienced support without the substantial costs often associated with traditional legal representation.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Similarly, individuals seeking<span> </span><strong>child support and visitation legal help in Californai and New York</strong><span> </span>can benefit from affordable document preparation services designed to streamline the process and reduce unnecessary expenses.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Growing Demand for Trusted Document Preparation Services</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">More people than ever are turning to professional document preparation providers because they recognize the value of expert assistance. The ability to save time, reduce stress, and avoid paperwork errors has made these services increasingly popular among individuals facing important family-related matters.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">As demand continues to grow, securing support from an experienced provider like We The People can help ensure your documents receive the attention they deserve.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Waiting until problems arise often creates additional challenges. Taking proactive steps today can help position you for a smoother experience tomorrow.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Take the First Step Toward Resolution Today</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every major life transition begins with a single decision. If you're ready to move forward, professional annulment of marriage documents preparation<span> </span>can help you start the process with confidence and clarity.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At<span> </span><a href="https://wethepeopleusa.com/"><strong>We The People</strong></a>, we're dedicated to helping clients navigate document preparation efficiently and affordably. Whether you're pursuing an annulment or seeking<span> </span>child support and visitation legal help in Californai and New York, our experienced team is ready to assist.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">The path forward may feel complicated, but with the right support, it becomes far more manageable. Don't allow paperwork delays and uncertainty to hold you back from the future you deserve.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><a href="https://wethepeopleusa.com/probate/"><strong>probate document preparation</strong></a></span></p>]]> </content:encoded>
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<title>A Complete Guide to Forex Brokers in Malaysia for New Traders</title>
<link>https://news.bangboxonline.com/a-complete-guide-to-forex-brokers-in-malaysia-for-new-traders</link>
<guid>https://news.bangboxonline.com/a-complete-guide-to-forex-brokers-in-malaysia-for-new-traders</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a31a656cb46d.jpg" length="77828" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 20:51:33 +0500</pubDate>
<dc:creator>Hamza Ali</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-pm-slice="0 0 []"><span>Forex trading has become one of the most popular financial activities in Malaysia, attracting both beginners and experienced investors. Choosing the right broker is one of the most important steps for success, as it affects trading costs, security, and overall experience.</span></p>
<p><span>In this article, we will explore how forex brokers work in Malaysia and what traders should consider before selecting one.</span></p>
<h2 id="g-mqgt6zqb"><span>What Are Forex Brokers?</span></h2>
<p><span>Forex brokers are financial service providers that allow traders to buy and sell currencies on the global forex market. They act as intermediaries between retail traders and the international currency markets.</span></p>
<p><span>Most brokers offer platforms like MetaTrader 4 (MT4) or MetaTrader 5 (MT5), which help users analyze charts, place trades, and manage risk.</span></p>
<h2 id="g-mqgt6zqc"><span>Forex Trading in Malaysia</span></h2>
<p><span>Forex trading is legal in Malaysia, but it is regulated under financial authorities such as Bank Negara Malaysia and the Securities Commission Malaysia. Traders often use both local and international brokers depending on their needs.</span></p>
<p><span>Key features Malaysian traders usually look for include:</span></p>
<ul>
<li>
<p><span>Low spreads and commissions</span></p>
</li>
<li>
<p><span>Islamic (swap-free) accounts</span></p>
</li>
<li>
<p><span>MYR deposit support</span></p>
</li>
<li>
<p><span>Fast withdrawals</span></p>
</li>
<li>
<p><span>Strong regulation</span></p>
</li>
</ul>
<h2 id="g-mqgt6zqd"><span>Types of Forex Brokers Available</span></h2>
<h3 id="g-mqgt6zqe"><span>1. Market Makers</span></h3>
<p><span>These brokers create their own prices and take the opposite side of trades. They are often beginner-friendly.</span></p>
<h3 id="g-mqgt6zqf"><span>2. ECN Brokers</span></h3>
<p><span>ECN brokers provide direct access to liquidity providers, offering tighter spreads and faster execution.</span></p>
<h3 id="g-mqgt6zqg"><span>3. STP Brokers</span></h3>
<p><span>STP brokers send orders directly to liquidity providers without dealing desk intervention.</span></p>
<h2 id="g-mqgt6zqh"><span>How to Choose the Best Forex Broker in Malaysia</span></h2>
<p><span>Before selecting a broker, consider the following important factors:</span></p>
<ul>
<li>
<p><span>Regulation and safety of funds</span></p>
</li>
<li>
<p><span>Trading fees and spreads</span></p>
</li>
<li>
<p><span>Platform usability (MT4/MT5/web apps)</span></p>
</li>
<li>
<p><span>Customer support quality</span></p>
</li>
<li>
<p><span>Deposit and withdrawal options</span></p>
</li>
<li>
<p><span>Availability of demo accounts</span></p>
</li>
</ul>
<p><span>A good broker should also offer educational resources for beginners.</span></p>
<h2 id="g-mqgt6zqi"><span>Why Broker Choice Matters</span></h2>
<p><span>Choosing the wrong broker can lead to high trading costs, slow withdrawals, or even security risks. That is why it is important to research and compare multiple options before opening an account.</span></p>
<p><span>For traders looking for more detailed insights and broker comparisons, you can explore useful resources here:<br>👉 </span><a href="https://brokerforexmalaysia.com/" target="_blank" rel="noopener noreferrer nofollow" data-attrib-id="link-9a1f93ab-610b-4b01-a23d-63d79d103bec"><span>https://brokerforexmalaysia.com/</span></a></p>
<h2 id="g-mqgt6zqj"><span>Popular Features Offered by Forex Brokers in Malaysia</span></h2>
<p><span>Most modern brokers provide advanced trading tools such as:</span></p>
<ul>
<li>
<p><span>Real-time market charts</span></p>
</li>
<li>
<p><span>Automated trading systems (EAs)</span></p>
</li>
<li>
<p><span>Copy trading options</span></p>
</li>
<li>
<p><span>Risk management tools</span></p>
</li>
<li>
<p><span>Mobile trading apps</span></p>
</li>
</ul>
<p><span>These features make trading more accessible and efficient for all levels of traders.</span></p>
<h2 id="g-mqgt6zqk"><span>Risks of Forex Trading</span></h2>
<p><span>While forex trading offers profit opportunities, it also carries risks. Prices can change quickly, and traders may lose money if proper risk management is not applied.</span></p>
<p><span>It is recommended to:</span></p>
<ul>
<li>
<p><span>Start with a demo account</span></p>
</li>
<li>
<p><span>Use stop-loss orders</span></p>
</li>
<li>
<p><span>Avoid over-leveraging</span></p>
</li>
<li>
<p><span>Learn trading strategies before investing real money</span></p>
</li>
</ul>
<h2 id="g-mqgt6zql"><span>Conclusion</span></h2>
<p><span>Forex brokers in Malaysia play a key role in connecting traders to global currency markets. By choosing a regulated and reliable broker, traders can improve their chances of success and reduce unnecessary risks.</span></p>
<p><span>Always compare brokers carefully, understand the fees, and focus on long-term learning rather than quick profits.</span></p>]]> </content:encoded>
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<title>Cheap Pool Fencing Gold Coast: Transform Your Pool Area with All Glass and Aluminium Fencing Before Prices Rise</title>
<link>https://news.bangboxonline.com/cheap-pool-fencing-gold-coast-transform-your-pool-area-with-all-glass-and-aluminium-fencing-before-prices-rise</link>
<guid>https://news.bangboxonline.com/cheap-pool-fencing-gold-coast-transform-your-pool-area-with-all-glass-and-aluminium-fencing-before-prices-rise</guid>
<description><![CDATA[ Cheap pool fencing on the Gold Coast without compromising safety. Glass and aluminium options installed to Australian standards. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a316eaa8a69b.jpg" length="80080" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 20:41:41 +0500</pubDate>
<dc:creator>allglassandaluminiumfencing</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When it comes to protecting your family, enhancing your property's appearance, and boosting its value, there has never been a better time to invest in<span> </span><strong><a href="https://allglassandaluminiumfencing.com.au/">cheap pool fencing Gold Coast</a></strong><span> </span>solutions from<span> </span><strong>All Glass and Aluminium Fencing</strong>. Homeowners across the region are discovering a game-changing way to combine safety, style, and affordability without compromising on quality.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">If you've been delaying your pool fencing project, now is the time to act. Demand for premium yet affordable fencing solutions continues to grow, and securing the perfect<span> </span><strong>pool fencing Gold Coast</strong><span> </span>installation today could save you time, money, and future headaches.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Pool Fencing Is More Important Than Ever</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A swimming pool is often the centrepiece of an outdoor living space. It creates opportunities for relaxation, entertainment, and family fun. However, without proper fencing, it can also present significant safety risks and compliance concerns.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's where<span> </span><strong>All Glass and Aluminium Fencing</strong><span> </span>steps in. With years of industry expertise and a reputation for exceptional workmanship, the company provides<span> </span><strong>cheap pool fencing Gold Coast</strong><span> </span>homeowners can trust. Their fencing solutions are designed to meet strict safety standards while enhancing the beauty of any property.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Rather than settling for outdated fencing designs that obstruct views and diminish your outdoor aesthetic, modern glass and aluminium fencing offers a sleek, sophisticated alternative that instantly elevates your space.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Incredible Benefits of Glass Pool Fencing</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Imagine enjoying uninterrupted views of your sparkling pool while maintaining maximum safety. Glass fencing has become one of the most sought-after<span> </span><strong>pool fencing Gold Coast</strong><span> </span>options for exactly this reason.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Some of the key advantages include:</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Unmatched Visual Appeal</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Glass fencing creates a luxurious and contemporary appearance that makes any backyard feel like a five-star resort. The transparent design allows natural light to flow freely while showcasing your landscaping and pool features.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Increased Property Value</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Potential buyers are drawn to modern outdoor spaces. Installing premium<span> </span><strong>cheap pool fencing Gold Coast</strong><span> </span>solutions can significantly improve your property's market appeal and perceived value.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Low Maintenance</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Unlike traditional timber fencing, glass fencing requires minimal upkeep. With occasional cleaning, your fence can continue looking stunning year after year.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Enhanced Safety</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Toughened safety glass provides exceptional durability and security, creating a protective barrier without sacrificing visibility.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Aluminium Pool Fencing Remains a Popular Choice</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For homeowners seeking a highly durable and cost-effective option, aluminium fencing continues to be one of the smartest investments available.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">All Glass and Aluminium Fencing delivers premium aluminium<span> </span><a href="https://allglassandaluminiumfencing.com.au/"><strong>pool fencing Gold Coast</strong></a><span> </span>installations that combine strength, style, and long-term value.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Benefits include:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Outstanding resistance to rust and corrosion.</span></li>
<li><span style="font-size: 14pt;">Minimal maintenance requirements.</span></li>
<li><span style="font-size: 14pt;">Long-lasting durability in coastal environments.</span></li>
<li><span style="font-size: 14pt;">A variety of colours and styles to complement any property.</span></li>
<li><span style="font-size: 14pt;">Excellent affordability for budget-conscious homeowners.</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">With modern aluminium fencing designs, you no longer have to choose between functionality and appearance. You can enjoy both.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Affordable Doesn't Mean Compromising on Quality</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the biggest misconceptions in the industry is that affordable fencing means lower standards. At All Glass and Aluminium Fencing, that couldn't be further from the truth.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Their commitment to quality materials, expert installation, and customer satisfaction allows homeowners to access<span> </span><strong>cheap pool fencing Gold Coast</strong><span> </span>services without sacrificing performance or aesthetics.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every project is approached with precision and attention to detail, ensuring the finished result exceeds expectations. From initial consultation through to final installation, clients receive professional service designed to make the entire process seamless and stress-free.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Growing Demand for Pool Fencing Gold Coast Services</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The Gold Coast property market continues to thrive, and homeowners are investing heavily in outdoor upgrades that improve both lifestyle and resale value. As a result, demand for professional<span> </span><strong>pool fencing Gold Coast</strong><span> </span>installations has surged.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many property owners are recognising that modern fencing delivers far more than compliance. It creates a polished outdoor environment that enhances entertaining areas, increases safety, and adds undeniable visual impact.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Waiting too long could mean facing longer installation lead times and increased project costs. Securing your fencing project now allows you to enjoy the benefits sooner while avoiding potential future price increases.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Choose All Glass and Aluminium Fencing?</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The difference between an average fencing contractor and an exceptional one often comes down to experience, quality, and customer care.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">All Glass and Aluminium Fencing has built a strong reputation by consistently delivering outstanding results. Their team understands the unique requirements of Gold Coast properties and provides tailored solutions designed to suit individual needs and budgets.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Customers choose All Glass and Aluminium Fencing because they offer:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Competitive pricing.</span></li>
<li><span style="font-size: 14pt;">High-quality glass and aluminium products.</span></li>
<li><span style="font-size: 14pt;">Professional installation services.</span></li>
<li><span style="font-size: 14pt;">Exceptional attention to detail.</span></li>
<li><span style="font-size: 14pt;">Reliable project completion.</span></li>
<li><span style="font-size: 14pt;">Outstanding customer support.</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you're upgrading an existing fence or installing a completely new system, their expertise ensures a smooth and rewarding experience from start to finish.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Don't Miss the Opportunity to Upgrade Your Outdoor Space</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Your backyard has the potential to become the ultimate outdoor retreat. A professionally installed<span> </span><strong>cheap pool fencing Gold Coast</strong><span> </span>solution can dramatically transform the look, safety, and value of your property almost instantly.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">With stylish glass fencing, durable aluminium options, and expert craftsmanship from<span> </span><a href="https://allglassandaluminiumfencing.com.au/"><strong>All Glass and Aluminium Fencing</strong></a>, there has never been a more exciting time to invest in your home.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:- <a href="https://allglassandaluminiumfencing.com.au/"><strong>aluminium pool fencing gold coast</strong></a></span></p>]]> </content:encoded>
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<title>Why Hire a Family Sponsorship Lawyer for Immigration Cases</title>
<link>https://news.bangboxonline.com/why-hire-a-family-sponsorship-lawyer-for-immigration-cases</link>
<guid>https://news.bangboxonline.com/why-hire-a-family-sponsorship-lawyer-for-immigration-cases</guid>
<description><![CDATA[ Why Hire a Family Sponsorship Lawyer for Immigration Cases? Get expert guidance, avoid delays, and improve approval chances. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a316a471d88e.jpg" length="73738" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 20:23:54 +0500</pubDate>
<dc:creator>Jacson Sanders</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Family sponsorship is one of the most meaningful pathways in the U.S. immigration system. It allows U.S. citizens and lawful permanent residents to reunite with their loved ones and build a future together in the United States. However, despite its family-centered purpose, the immigration process can be complicated, time-consuming, and stressful. From preparing documentation to responding to government requests, even a small mistake can delay or jeopardize an application.</span></p>
<p dir="ltr"><span>For many families, hiring an experienced immigration attorney is one of the best decisions they can make. A qualified lawyer provides legal guidance, minimizes errors, and helps applicants navigate the complexities of immigration law with confidence.</span></p>
<h2 dir="ltr"><span>Understanding Family Sponsorship Immigration</span></h2>
<p dir="ltr"><span>Family sponsorship immigration allows eligible individuals to petition for certain relatives to immigrate to the United States. U.S. citizens can generally sponsor spouses, children, parents, and siblings, while lawful permanent residents can sponsor spouses and unmarried children.</span></p>
<p dir="ltr"><span>The process involves multiple stages, including filing petitions, submitting supporting evidence, attending interviews, and complying with requests from immigration authorities. Depending on the relationship category and country of origin, waiting periods may vary significantly.</span></p>
<p dir="ltr"><span>Although the forms may appear straightforward, immigration officers carefully review each application. Missing documents, inaccurate information, or procedural mistakes can lead to delays, denials, or additional scrutiny.</span></p>
<h2 dir="ltr"><span>The Complexity of Immigration Laws</span></h2>
<p dir="ltr"><span>Immigration laws and regulations frequently change. Policies may evolve due to legislative updates, executive actions, or revised agency guidelines. Families attempting to navigate the system alone often struggle to stay informed about these developments.</span></p>
<p dir="ltr"><span>An experienced attorney understands current immigration requirements and how they affect specific cases. They evaluate eligibility, identify potential concerns, and recommend strategies tailored to each family's circumstances.</span></p>
<p dir="ltr"><span>Hiring the Best family sponsorship lawyer Arlington can help applicants understand what documentation is necessary, what timelines to expect, and how to avoid common pitfalls that could negatively impact their cases.</span></p>
<h2 dir="ltr"><span>Accurate Preparation of Immigration Documents</span></h2>
<p dir="ltr"><span>One of the most important responsibilities of a family sponsorship lawyer is ensuring that all forms and supporting documents are prepared accurately.</span></p>
<p dir="ltr"><span>Immigration applications often require extensive evidence, including:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Birth certificates</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Marriage certificates</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Divorce decrees</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Financial records</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Affidavits of support</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Proof of lawful status</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Passport documentation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Evidence demonstrating genuine family relationships</span></p>
</li>
</ul>
<p dir="ltr"><span>Errors such as incorrect dates, incomplete information, missing signatures, or inconsistent statements can trigger requests for additional evidence or even result in denial.</span></p>
<p dir="ltr"><span>A lawyer carefully reviews all documents before submission to ensure consistency, completeness, and compliance with immigration requirements.</span></p>
<h2 dir="ltr"><span>Personalized Legal Guidance</span></h2>
<p dir="ltr"><span>Every family immigration case is unique. Factors such as prior immigration violations, criminal records, international travel history, visa overstays, or previous petition denials can significantly affect outcomes.</span></p>
<p dir="ltr"><span>Generic online advice may not address these complexities. A family sponsorship attorney provides individualized guidance based on the specific facts of each case.</span></p>
<p dir="ltr"><span>By consulting the Best family sponsorship lawyer Arlington, families receive recommendations tailored to their situation rather than relying on generalized information that may not apply to them.</span></p>
<p dir="ltr"><span>Personalized legal strategies often improve efficiency and reduce unnecessary complications throughout the process.</span></p>
<h2 dir="ltr"><span>Assistance With Affidavit of Support Requirements</span></h2>
<p dir="ltr"><span>Financial sponsorship is a critical component of family-based immigration. Petitioners are typically required to demonstrate that they can financially support the intending immigrant and prevent reliance on public assistance.</span></p>
<p dir="ltr"><span>Completing the Affidavit of Support can be challenging. Sponsors must calculate household size, verify income thresholds, and provide appropriate evidence such as tax returns, employment verification, and financial records.</span></p>
<p dir="ltr"><span>In situations where the petitioner's income is insufficient, a joint sponsor may be necessary.</span></p>
<p dir="ltr"><span>An immigration lawyer helps families understand these obligations and ensures that financial documentation meets government standards.</span></p>
<h2 dir="ltr"><span>Reducing Stress During the Immigration Process</span></h2>
<p dir="ltr"><span>Family immigration often carries significant emotional weight. Applicants may worry about prolonged separation, uncertain timelines, and the possibility of denial.</span></p>
<p dir="ltr"><span>Attempting to manage legal requirements without professional guidance can increase anxiety and confusion.</span></p>
<p dir="ltr"><span>A lawyer serves as a reliable advocate throughout the process. They answer questions, explain procedures, monitor deadlines, and provide updates regarding case progress.</span></p>
<p dir="ltr"><span>Knowing that an experienced professional is overseeing the case allows families to focus on supporting one another instead of constantly worrying about paperwork and procedural requirements.</span></p>
<h2 dir="ltr"><span>Responding to Requests for Evidence</span></h2>
<p dir="ltr"><span>It is not uncommon for immigration agencies to issue Requests for Evidence (RFEs). These notices indicate that additional documentation or clarification is needed before a decision can be made.</span></p>
<p dir="ltr"><span>Responding improperly or missing deadlines can negatively impact the case.</span></p>
<p dir="ltr"><span>An attorney understands how to interpret RFEs and prepare thorough responses supported by relevant evidence. They identify precisely what immigration officers require and help families address concerns effectively.</span></p>
<p dir="ltr"><span>Working with the Best family sponsorship lawyer Arlington can significantly improve the quality and completeness of responses submitted to immigration authorities.</span></p>
<h2 dir="ltr"><span>Preparing for Immigration Interviews</span></h2>
<p dir="ltr"><span>Many family sponsorship applicants are required to attend interviews with immigration officials.</span></p>
<p dir="ltr"><span>These interviews may involve questions regarding:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Relationship history</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Family background</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Living arrangements</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Financial circumstances</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Future plans in the United States</span></p>
</li>
</ul>
<p dir="ltr"><span>Marriage-based interviews often receive heightened scrutiny to verify the authenticity of the relationship.</span></p>
<p dir="ltr"><span>A family sponsorship lawyer helps applicants prepare by explaining what to expect, reviewing likely questions, and identifying areas that may require clarification.</span></p>
<p dir="ltr"><span>Proper preparation can boost confidence and reduce nervousness during these important appointments.</span></p>
<h2 dir="ltr"><span>Handling Complicated Family Situations</span></h2>
<p dir="ltr"><span>Certain family immigration cases involve legal complications that require professional expertise.</span></p>
<p dir="ltr"><span>Examples include:</span></p>
<h3 dir="ltr"><span>Previous Immigration Violations</span></h3>
<p dir="ltr"><span>Applicants who have overstayed visas, entered without inspection, or violated immigration terms may face additional obstacles. Waivers or alternative legal strategies may be necessary.</span></p>
<h3 dir="ltr"><span>Criminal History Issues</span></h3>
<p dir="ltr"><span>Even minor criminal matters can affect eligibility. Attorneys evaluate the impact of prior offenses and determine the most appropriate course of action.</span></p>
<h3 dir="ltr"><span>International Adoption Cases</span></h3>
<p dir="ltr"><span>Adoption-related immigration matters often involve additional documentation and procedural requirements that must be handled carefully.</span></p>
<h3 dir="ltr"><span>Blended Families</span></h3>
<p dir="ltr"><span>Stepchildren, stepparents, and other family relationships may present unique eligibility considerations requiring detailed legal analysis.</span></p>
<p dir="ltr"><span>An experienced attorney can navigate these complexities while protecting the family's interests.</span></p>
<h2 dir="ltr"><span>Avoiding Costly Mistakes</span></h2>
<p dir="ltr"><span>Some individuals hesitate to hire legal representation because they view it as an added expense. However, mistakes made during immigration proceedings can become far more costly.</span></p>
<p dir="ltr"><span>Incorrect filings may lead to:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Filing fee losses</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Processing delays</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Additional legal complications</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Petition denials</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Separation from loved ones</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>The need to restart the process</span></p>
</li>
</ul>
<p dir="ltr"><span>Professional legal guidance often saves time, reduces risk, and increases overall efficiency.</span></p>
<p dir="ltr"><span>The Best family sponsorship lawyer Arlington understands the importance of getting things right the first time and helping families avoid unnecessary setbacks.</span></p>
<h2 dir="ltr"><span>Advocacy During Appeals and Denials</span></h2>
<p dir="ltr"><span>Despite careful preparation, some cases may still encounter obstacles. Applications can be denied for various reasons, including insufficient evidence, procedural issues, or eligibility concerns.</span></p>
<p dir="ltr"><span>If this occurs, legal representation becomes even more valuable.</span></p>
<p dir="ltr"><span>An attorney can:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Analyze the reasons for denial.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Determine whether an appeal is appropriate.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>File motions to reopen or reconsider.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Develop alternative immigration strategies.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Represent clients throughout additional proceedings.</span></p>
</li>
</ul>
<p dir="ltr"><span>Having an advocate who understands the appeals process can make a significant difference in pursuing a favorable outcome.</span></p>
<h2 dir="ltr"><span>Keeping Families Together</span></h2>
<p dir="ltr"><span>At its core, family sponsorship immigration is about preserving family unity. The process enables spouses to reunite, children to join parents, and families to build stable lives together.</span></p>
<p dir="ltr"><span>Delays and mistakes can prolong separation and create emotional hardship.</span></p>
<p dir="ltr"><span>By working with the </span><a href="https://americandreamimmigration.us/services/individual-services/sponsoring-family-members-150528187"><span>Best family sponsorship lawyer Arlington</span></a><span>, families gain a knowledgeable partner dedicated to helping them navigate the immigration system as efficiently and effectively as possible.</span></p>
<p dir="ltr"><span>Professional representation provides reassurance during uncertain times and increases confidence throughout the journey.</span></p>
<h2 dir="ltr"><span>Choosing the Right Family Sponsorship Lawyer</span></h2>
<p dir="ltr"><span>Selecting the right attorney is an important decision. Families should consider several factors before making their choice.</span></p>
<p dir="ltr"><span>Look for a lawyer who offers:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Extensive experience in family-based immigration matters.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Clear communication and responsiveness.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Transparent fee structures.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Positive client feedback.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Personalized attention to each case.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>A strong understanding of evolving immigration laws.</span></p>
</li>
</ul>
<p dir="ltr"><span>The attorney-client relationship should be built on trust, professionalism, and a shared commitment to achieving the family's goals.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Family sponsorship immigration can open the door to new opportunities, stability, and reunification with loved ones. Yet the legal process often involves detailed documentation, evolving regulations, and complex procedural requirements that can overwhelm applicants attempting to navigate the system alone.</span></p>
<p dir="ltr"><span>Hiring a qualified family sponsorship lawyer provides valuable support at every stage of the journey. From preparing accurate applications and responding to government inquiries to representing clients during interviews and appeals, legal counsel helps families move forward with greater confidence and peace of mind.</span></p>
<p dir="ltr"><span>Whether addressing straightforward petitions or more complicated situations, the guidance of the Best family sponsorship lawyer Arlington can help minimize risks, reduce delays, and improve the likelihood of a successful outcome. For families seeking to build their future together in the United States, experienced legal representation is an investment in both their immigration goals and their family's well-being.</span></p>
<p></p>]]> </content:encoded>
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<title>How Spatial Mapping and Object Recognition Improve AR VR Development</title>
<link>https://news.bangboxonline.com/how-spatial-mapping-and-object-recognition-improve-ar-vr-development</link>
<guid>https://news.bangboxonline.com/how-spatial-mapping-and-object-recognition-improve-ar-vr-development</guid>
<description><![CDATA[ Spatial mapping and object recognition enhance AR and VR applications by enabling accurate environment understanding and object-based interactions, helping businesses improve training, operations, and user engagement through AR/VR development services. ]]></description>
<enclosure url="" length="73738" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 18:49:41 +0500</pubDate>
<dc:creator>Madison julia</dc:creator>
<media:keywords>Spatial mapping and object recognition enhance AR and VR applications by enabling accurate environment understanding and object-based interactions, helping businesses improve training, operations, and user engagement through AR/VR development services.</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Introduction</span><span><br></span><span><br></span><span>Today, many companies use the benefits of the adoption of such advanced technologies like Augmented Reality (AR) and Virtual Reality (VR) in different areas of their work including training programs, visualization, equipment maintenance, educational courses, among others. In order for applications to be effective in terms of interaction between the virtual and real-world worlds, certain technologies need to be used including spatial mapping and object recognition. These technologies allow for applications to have information about surrounding objects and digital content related to them. In other words, for any AR VR Development Company, these technologies should be applied when building solutions.</span><span><br></span><span><br></span><span>What is AR VR Development</span><span><br></span><span><br></span><span>AR VR Development may include applications that either display digital content onto the real world or virtual environments created by using specialized devices. As one can see, AR applications require interaction between physical and digital worlds, and VR applications do not require the physical environment at all.</span><span><br></span><span><br></span><span>Many businesses use AR and VR technologies for training employees, presenting products, remote collaboration, industrial processes, architecture visualization, educating medical students, customers' satisfaction, etc. Professional AR &amp; VR App Development Services pay special attention to performance.</span><span><br></span><span><br></span><span>AR VR Development: Key Features</span><span><br></span><span><br></span><span>Several key features of modern AR/VR development services can be used for business purposes:</span><span><br></span><span><br></span><span>Real-time environment recognition,</span></p>
<p dir="ltr"><span>Spatial mapping,</span></p>
<p dir="ltr"><span>Object recognition and tracking,</span></p>
<p dir="ltr"><span>Integration of interactive 3D content,</span></p>
<p dir="ltr"><span>Recognition of motion and gestures,</span></p>
<p dir="ltr"><span>Cross-device compatibility,</span></p>
<p dir="ltr"><span>Connectivity with enterprise systems,</span></p>
<p dir="ltr"><span>Real-time interactions with users.</span><span><br></span><span><br></span><span>With these capabilities, apps become able to react properly to both users and the surrounding environment.</span><span><br></span><span><br></span><span>Spatial Mapping in AR VR Development</span><span><br></span><span><br></span><span>Spatial mapping is the process of scanning a physical environment and creating a digital copy of the surrounding space. Sensors, cameras, and depth-sensing technologies help applications get information about surfaces, measurements, and structures of the surrounding environment.</span><span><br></span><span><br></span><span>The knowledge of the surrounding environment helps AR and VR devices to orient themselves in relation to objects inside the room or area. Therefore, digital objects can be situated in correlation with walls, floors, machinery, etc.</span><span><br></span><span><br></span><span>In manufacturing applications, spatial mapping helps position digital work instructions next to machines. Spatial mapping can be useful for architectonic purposes in placing virtual models into existing spaces. The AR &amp; VR app development services often use spatial mapping capabilities.</span><span><br></span><span><br></span><span>Advantages of Spatial Mapping </span><span><br></span><span><br></span><span>Through spatial mapping, applications are able to comprehend the layout of rooms, surfaces, and physical structures, leading to better interactions.</span><span><br></span><span><br></span><span>Proper Object Placement - Virtual objects will be accurately placed in physical spaces, which will improve usability and consistency.</span><span><br></span><span><br></span><span>Navigation Improvement - Applications will enable individuals to navigate warehouses, hospitals, factories, and many other complex environments.</span><span><br></span><span><br></span><span>Better Training Programs - Applications will create training programs that resemble real environments so that workers may learn the machines and processes in them.</span><span><br></span><span><br></span><span>Response to Real-Time Changes - Applications will be able to change digital content according to physical changes in the environment.</span><span><br></span><span><br></span><span>Object Recognition in AR VR Development - Object recognition allows apps to recognize and categorize tangible objects in the user's environment. Employing computer vision and machine learning, applications use the analysis of visual data to determine which objects exist in the immediate environment.</span></p>
<p><b> </b></p>
<p dir="ltr"><span>After determining the identity of the object, the application will be able to show pertinent data and interaction options for the object. For instance, an application for maintenance may detect a particular machine and display operational procedures. Object recognition in the retail industry would allow identifying objects such as product items and showing their specifications. A reputable AR VR Development Company employs object recognition for developing apps that offer relevant interactions for the objects recognized.</span></p>
<p><b> </b></p>
<p dir="ltr"><span>Functionality of Spatial Mapping and Object Recognition</span><span><br></span><span><br></span><span>While both spatial mapping and object recognition have different roles, they work together to make the AR/VR application better. Spatial mapping is used for creating awareness of the surroundings while object recognition is used for detecting objects in those surroundings. The fusion of the two makes it easier to overlay virtual information and associate it with physical objects. In an industrial environment, spatial mapping will be used for determining workspaces and equipment placements while object recognition will be used for identifying the equipment that needs attention. In such a way, users can get instructions right on the spot. In a health care environment, spatial mapping would help to create the actual picture of the environment while object recognition will help to identify medical devices so that the trainee receives guidance based on their interaction with the device. All this leads to increased accuracy, effectiveness, and relevance of the application.</span><span><br></span><span><br></span><span>Benefits for Businesses</span><span><br></span><span><br></span><span>Enhanced Employee Training - Training can be delivered through interactive systems that emulate the actual work environment.</span><span><br></span><span><br></span><span>Increased Accuracy in Operations - Users get relevant information based on the location and the objects being handled, helping them accomplish their tasks. </span><span><br></span><span><br></span><span>Superior Customer Experiences - Users can interactively explore the product, environment, or service offering relevant information.</span><span><br></span><span><br></span><span>Minimized Operational Errors - Users will be able to follow the proper procedures accurately due to the context-aware support available during maintenance operations.</span><span><br></span><span><br></span><span>Greater Visibility into Assets - The business can effectively recognize objects and access relevant information about them.</span><span><br></span><span><br></span><span>Superior Field Operations - Field staff can access information and visual instructions related to the operations they are performing.</span><span><br></span><span><br></span><span>Why Companies Opt For Bidbits As AR VR App Development Service Provider</span><span><br></span><span><br></span><span>Bidbits provides AR VR app development service which caters to commercial needs. These applications make use of technologies like spatial mapping, object recognition, 3D visualizations, and real-time interactions. The </span><a href="https://bidbits.org/ar-vr-development-company"><span>AR/VR Development Company</span></a><span> at Bidbits takes a systematic approach towards application development process that involves planning, designing, developing, testing, deploying and maintaining applications that meet industry demands.</span><span><br></span><span><br></span><span>The company's </span><a href="https://bidbits.org/ar-vr-development-company"><span>AR/VR development services</span></a><span> give organizations capability of deploying applications for use cases such as training purposes, visualization purposes, maintenance, customer engagements and digital interaction projects.</span><span><br></span><span><br></span><span>Conclusion</span><span><br></span><span><br></span><span>Spatial mapping and object recognition are critical aspects of current AR and VR applications. Spatial mapping is used to understand physical environment while object recognition is used for recognition and interaction with real objects. These are key technologies in the placement of digital content and interaction with it. These aspects play a crucial role in application development process when companies adopt these technologies. Collaboration with an experienced AR VR Development Company ensures that these technologies can be integrated successfully.</span><span><br></span><span><br></span><span>To Know More: </span><a href="https://bidbits.org/ar-vr-development-company"><span>https://bidbits.org/ar-vr-development-company</span><span><br></span><span><br></span></a><span>Contact Our Experts</span><span><br></span><span><br></span><span>Mail: </span><a href="mailto:business@bidbits.org"><span>business@bidbits.org</span><span><br></span><span><br></span></a><span>Telegram: </span><a href="https://t.me/bit_bids"><span>https://t.me/bit_bids</span><span><br></span><span><br></span></a><span>WhatsApp: </span><a href="https://web.whatsapp.com/send?phone=+919080594078"><span>https://web.whatsapp.com/send?phone=+919080594078</span></a></p>
<p></p>]]> </content:encoded>
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<item>
<title>What Is Headspace Gas Chromatography and Why Does It Matter for Pharma?</title>
<link>https://news.bangboxonline.com/gas-chromatography-headspace-gc-hs-analysis-71400</link>
<guid>https://news.bangboxonline.com/gas-chromatography-headspace-gc-hs-analysis-71400</guid>
<description><![CDATA[ Residual solvents in drug products can pose serious health risks if left unchecked. Headspace GC analysis helps identify and quantify volatile compounds safely and accurately. Learn how this method works and why regulatory bodies like the FDA are pushing for wider adoption in pharmaceutical quality control. ]]></description>
<enclosure url="" length="73738" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 17:37:55 +0500</pubDate>
<dc:creator>NJ Labs</dc:creator>
<media:keywords>Residual Solvent Testing, Gas Chromatography headspace analysis, residual solvent testing laboratory</media:keywords>
<content:encoded></content:encoded>
</item>

<item>
<title>Why Residual Solvent Testing Is a Big Deal in Pharmaceutical Manufacturing</title>
<link>https://news.bangboxonline.com/gas-chromatography-headspace-gc-hs-analysis</link>
<guid>https://news.bangboxonline.com/gas-chromatography-headspace-gc-hs-analysis</guid>
<description><![CDATA[ Residual solvents in drug products can pose serious health risks if left unchecked. Headspace GC analysis helps identify and quantify volatile compounds safely and accurately. Learn how this method works and why regulatory bodies like the FDA are pushing for wider adoption in pharmaceutical quality control. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3142331ebe5.jpg" length="31784" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 17:35:26 +0500</pubDate>
<dc:creator>NJ Labs</dc:creator>
<media:keywords>Residual Solvent Testing, Gas Chromatography HeadSpace analysis, Residual Solvent Testing laboratory</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">When most people think about drug safety, their minds go to clinical trials, dosage accuracy, or contamination during storage. Very few think about what happens during the manufacturing process itself specifically, the solvents used to synthesize active pharmaceutical ingredients (APIs) and whether traces of those solvents end up in the final product.<o:p></o:p></p>
<p class="MsoNormal">That's exactly what residual solvent testing is designed to catch. And in recent years, with the FDA tightening its oversight of pharmaceutical quality control, this type of testing has moved from a nice-to-have to an absolute requirement for any responsible drug manufacturer.<o:p></o:p></p>
<p class="MsoNormal"><b>What Are Residual Solvents and Why Are They a Problem?<o:p></o:p></b></p>
<p class="MsoNormal">Solvents are used at nearly every stage of pharmaceutical production. They dissolve compounds, facilitate chemical reactions, aid in crystallization, and help with purification. Common examples include ethanol, acetone, methylene chloride, and benzene each serving a specific purpose in synthesis.<o:p></o:p></p>
<p class="MsoNormal">The problem? Even with the best manufacturing practices, it's nearly impossible to remove 100% of these solvents from the final drug product. Small amounts sometimes just parts per million can remain trapped within the drug matrix. These are called <i>residual solvents</i>, and depending on which solvent we're talking about, the health implications can range from negligible to seriously dangerous.<o:p></o:p></p>
<p class="MsoNormal">The International Conference on Harmonization (ICH) has established a widely recognized classification system that groups residual solvents into three categories:<o:p></o:p></p>
<p class="MsoNormal"><b>Class 1 solvents</b> are known or suspected human carcinogens and should be avoided entirely in pharmaceutical manufacturing wherever possible. Benzene and carbon tetrachloride fall into this category.<o:p></o:p></p>
<p class="MsoNormal"><b>Class 2 solvents</b> aren't carcinogenic but can still cause harm if exposure exceeds the acceptable daily intake. These include chemicals like acetonitrile, methanol, and toluene.<o:p></o:p></p>
<p class="MsoNormal"><b>Class 3 solvents</b> pose the lowest risk and are generally regarded as safe at low concentrations. Ethanol, acetone, and ethyl acetate are typical examples.<o:p></o:p></p>
<p class="MsoNormal">Regulatory bodies like the FDA, EMA, and pharmacopeia’s worldwide including the United States Pharmacopeia (USP) have adopted these classifications to establish testing requirements and safety thresholds.<o:p></o:p></p>
<p class="MsoNormal"><b>Enter Headspace Gas Chromatography<o:p></o:p></b></p>
<p class="MsoNormal">So how do labs detect these residual solvents? The gold standard method <a href="https://njlabs.com/instrumentation/gas-chromatography-headspace-gc-hs-analysis/">is Gas Chromatography Headspace analysis</a>, commonly referred to as GC-HS.<o:p></o:p></p>
<p class="MsoNormal">The principle behind headspace analysis is clever and practical. Rather than introducing the entire pharmaceutical sample directly into the chromatograph which can cause complications, especially with heat-sensitive compounds the sample is placed in a sealed vial and heated to a specific temperature. The volatile compounds within the sample evaporate into the space above it (the "headspace"), and that vapor is what gets injected into the gas chromatograph for analysis.<o:p></o:p></p>
<p class="MsoNormal">This indirect approach has several important advantages. First, it preserves the integrity of the sample. Many volatile compounds including fragrance ingredients, flavour compounds, essential oils, and certain pharmaceuticals can degrade or change chemically when exposed to direct heat or the analytical column itself. By sampling only the vapor phase, the technique avoids those problems entirely.<o:p></o:p></p>
<p class="MsoNormal">Second, it's highly selective. Gas chromatography separates compounds based on their volatility and interaction with the column material, which means even a complex mixture of solvents can be individually identified and quantified. For regulatory compliance purposes, this ability to distinguish between specific solvents is essential knowing that "some solvent is present" isn't good enough; you need to know which one and how much.<o:p></o:p></p>
<p class="MsoNormal">Third, headspace GC is well-suited for a wide range of sample types from solid drug formulations to liquids, polymers, and even packaging materials that may off-gas volatile compounds over time.<o:p></o:p></p>
<p class="MsoNormal"><b>USP &lt;467&gt;: The Testing Standard You Need to Know<o:p></o:p></b></p>
<p class="MsoNormal">In the United States, residual solvent testing in pharmaceutical products is governed primarily by <a href="https://njlabs.com/our-services/usp-compendial-testing/">USP</a> Chapter &lt;467&gt;, which outlines procedures for detecting organic volatile impurities. Compliance with this standard is expected for any drug product submitted to the FDA, and manufacturers who skip or poorly execute this testing risk costly recalls, regulatory warnings, or worse.<o:p></o:p></p>
<p class="MsoNormal"><a href="https://njlabs.com/our-services/usp-compendial-testing/">USP</a> &lt;467&gt; requires the use of validated methods with appropriate limits of detection for each solvent class. This is where having the right instrumentation and expertise makes all the difference. The method isn't just about running a sample through a machine it requires careful selection of operating parameters, validated reference standards, appropriate headspace equilibration times, and scientifically justified reporting limits.<o:p></o:p></p>
<p class="MsoNormal"><b>Not All Labs Are Equipped for This<o:p></o:p></b></p>
<p class="MsoNormal">Here's something that often surprises drug developers and contract manufacturers: not every laboratory that offers "residual solvent testing" can handle the full scope of analysis that modern pharmaceutical products demand.<o:p></o:p></p>
<p class="MsoNormal">Some formulations include complex excipients like poloxamers polymeric compounds used to improve drug solubility and delivery which present significant analytical challenges during residual solvent testing. These materials can interfere with standard headspace protocols if the lab isn't experienced in handling them.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://njlabs.com/">New Jersey Laboratories (NJ Labs)</a></b> is one of the few contract testing laboratories equipped with state-of-the-art <a href="https://njlabs.com/instrumentation/gas-chromatography-headspace-gc-hs-analysis/">GC-HS</a> instrumentation and the scientific expertise to tackle even these more demanding analyses. Their team has extensive hands-on experience with USP &lt;467&gt; and can guide clients through every aspect of the testing process from method selection to data interpretation and regulatory documentation.<o:p></o:p></p>
<p class="MsoNormal">For pharmaceutical companies navigating the increasingly complex landscape of quality control requirements, partnering with a lab that has this depth of experience isn't just convenient it can be the difference between a smooth product approval and a costly delay.<o:p></o:p></p>
<p class="MsoNormal"><b>The Broader Application of Headspace Analysis<o:p></o:p></b></p>
<p class="MsoNormal">While the pharmaceutical industry is arguably the biggest driver of demand for <a href="https://njlabs.com/instrumentation/gas-chromatography-headspace-gc-hs-analysis/">GC-HS</a> testing, it's worth noting that headspace analysis has broad utility across other industries too. Food and beverage manufacturers use it to monitor flavour compounds and detect off-Flavors caused by packaging migration. <a href="https://njlabs.com/industries/cosmetic-and-personal-care-testing/">Cosmetic</a> and fragrance companies rely on it to verify the composition of essential oils and fragrance blends. Polymer and plastics manufacturers use it to assess off-gassing potential and product safety.<o:p></o:p></p>
<p class="MsoNormal">In each of these applications, the underlying principle is the same: get reliable, quantitative data on volatile compounds without compromising the sample or the accuracy of the result.<o:p></o:p></p>
<p class="MsoNormal"><b>Final Thoughts<o:p></o:p></b></p>
<p class="MsoNormal">Residual solvent testing isn't glamorous, but it's one of those behind-the-scenes functions that keeps pharmaceutical products safe for the people who depend on them. As regulatory scrutiny increases and quality standards rise, labs that can deliver accurate, reproducible GC-HS results will continue to be indispensable partners for drug manufacturers.<o:p></o:p></p>
<p class="MsoNormal">Whether you're developing a new API, reformulating an existing product, or simply working to maintain compliance with USP &lt;467&gt;, understanding the role of <a href="https://njlabs.com/instrumentation/gas-chromatography-headspace-gc-hs-analysis/">headspace gas chromatography</a> is a practical necessity not just an academic exercise.<o:p></o:p></p>]]> </content:encoded>
</item>

<item>
<title>Leicester Business Directory Helping Businesses Grow Online</title>
<link>https://news.bangboxonline.com/leicester-business-directory-helping-businesses-grow-online</link>
<guid>https://news.bangboxonline.com/leicester-business-directory-helping-businesses-grow-online</guid>
<description><![CDATA[ Boost your growth with a Leicester business directory. Optimize your profile to attract local customers and dominate search results with expert tips. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a313d91c5d24.jpg" length="120750" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 17:13:24 +0500</pubDate>
<dc:creator>Bradford Local Seo</dc:creator>
<media:keywords>Leicester business directory, Leicester business listing, Leicester free business listing</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;">In the rapidly evolving digital landscape, the visibility of your brand is intrinsically linked to your digital footprint. For businesses operating in the East Midlands, the ability to connect with local customers is no longer a matter of luck—it is a result of strategic positioning. As traditional forms of advertising continue to wane, the modern<span> </span><a title="null" href="https://localpage.uk/leicester">Leicester business directory</a><span> </span>has emerged as the definitive tool for driving customer acquisition and building long-term brand authority.</p>
<p style="text-align: justify;">When a consumer in the region faces a problem—whether they need a plumber, a legal consultant, or a local eatery—they turn to their smartphone to find a solution. If your business is missing from these search indices, you are essentially invisible to a high-intent audience. This guide explores how to leverage directory listings to accelerate your growth, outpace competitors, and ensure that your brand remains at the top of the local search results.</p>
<h2 style="text-align: justify;">The Digital Foundation of Local Authority</h2>
<p style="text-align: justify;">At the heart of local discovery lies the concept of "near me" intent. Modern search engines are designed to provide the most relevant, geographically localized results to users. To succeed here, your business must establish a clear and consistent digital identity. This starts with creating a high-quality<span> </span><a title="null" href="https://localpage.uk/leicester">Leicester business listing</a><span> </span>that provides search algorithms with the data they need to verify your location and legitimacy.</p>
<p style="text-align: justify;">Consistency is the bedrock of your online reputation. When your Name, Address, and Phone number (NAP) data are perfectly aligned across every platform, you build trust with search engines. Fragmented data, on the other hand, creates friction. It signals to platforms like Google and Bing that your information may be unreliable, which in turn leads to lower search visibility. By managing your directory presence, you are actively participating in the ecosystem that powers local search.</p>
<h2 style="text-align: justify;">Optimizing for Visibility and Conversion</h2>
<p style="text-align: justify;">Simply registering your business is the first step, but optimization is the bridge to growth. A stagnant profile rarely captures the attention of a potential buyer. To convert a searcher into a customer, your profile must provide a compelling value proposition. This means utilizing high-resolution imagery, descriptive service explanations, and updated operating hours.</p>
<p style="text-align: justify;">Many businesses make the mistake of setting up their entry and forgetting about it. However, the most successful firms treat their directory entries as living, breathing marketing assets. Whether you are using a<span> </span><a title="null" href="https://localpage.uk/free-listing">Leicester free business listing</a><span> </span>to test the waters or investing in a more advanced profile, your commitment to detail is what matters. Clear, actionable contact buttons and a professional summary of how you solve customer problems are essential elements that guide the user journey from discovery to action.</p>
<h2 style="text-align: justify;">Strategic Advantages of Paid Placement</h2>
<p style="text-align: justify;">While organic visibility provides a strong foundation, businesses in highly competitive sectors often require an extra boost to maintain their market share. This is where a<span> </span><a title="null" href="https://localpage.uk/sponsored-booster">Leicester sponsored listing</a><span> </span>becomes a vital component of your broader marketing strategy. Paid placements allow you to bypass the noise that characterizes saturated markets, ensuring that your brand remains prominent when customers are most ready to engage.</p>
<p style="text-align: justify;">Strategic advertising is not about replacing your organic efforts; it is about augmenting them. By focusing on peak demand periods—such as seasonal sales or local events—you can use sponsored tools to maximize your ROI. These features provide immediate visibility, which is essential for new companies trying to build awareness or established firms looking to launch a new service in the Leicester area.</p>
<h2 style="text-align: justify;">Connecting with Customers Through the Right Platforms</h2>
<p style="text-align: justify;">Not all directories are created equal, and understanding where to place your brand is critical. For service-area businesses, trade-specific directories are essential. If you operate in a corporate environment, a<span> </span><a title="null" href="https://localpage.uk/">b2b directory Leicester</a><span> </span>can help you connect with procurement teams and partners rather than general consumers. By tailoring your approach to the right audience, you improve your lead quality and shorten the sales cycle.</p>
<p style="text-align: justify;">Furthermore, integrating your local search strategy with an active<span> </span><a title="null" href="https://localpage.uk/">Leicester business finder</a><span> </span>ensures you are present in the exact places your potential clients are looking. These platforms are designed for convenience, allowing users to filter by category, rating, and location, which helps you reach a highly targeted audience that is already in a state of high readiness to purchase.</p>
<h2 style="text-align: justify;">The Evolution of Local Search and AI</h2>
<p style="text-align: justify;">We are currently moving into an era of AI-driven search, where users ask complex questions rather than just typing keywords. Voice assistants and generative search models prefer businesses that provide clear, structured data. This means that your<span> </span><a title="null" href="https://localpage.uk/">Leicester business pages</a><span> </span>must be more than just a place to host a phone number. They must serve as a comprehensive source of truth for your business.</p>
<p style="text-align: justify;">By maintaining a clean and detailed profile, you are effectively "speaking the language" of the AI. When an AI agent needs to recommend a local provider, it scans the most reliable directories to identify the best fit. Your business can become that recommendation by simply being accurate, comprehensive, and active. This is the future of discovery, and those who prepare their data now will enjoy a significant competitive advantage.</p>
<h2 style="text-align: justify;">Best Practices for Maintaining Your Presence</h2>
<p style="text-align: justify;">Your online presence requires ongoing attention to remain effective. It is not a one-time project, but a continuous cycle of auditing and updating. Here are a few essential practices to ensure your digital footprint remains healthy:</p>
<ul style="text-align: justify;">
<li>
<p>Regular Audits: Check your profile at least once a quarter to ensure your hours, services, and contact info are accurate.</p>
</li>
<li>
<p>Engagement: Respond to reviews consistently. Whether positive or negative, a response shows that you are an active, customer-centric business.</p>
</li>
<li>
<p>Media Richness: Always upload fresh, high-quality images. Consumers are visual and are more likely to click on a profile that shows the real faces or work behind the brand.</p>
</li>
<li>
<p>NAP Consistency: Ensure that your information on your directory profile matches your website, social media, and other listings exactly.</p>
</li>
</ul>
<h2 style="text-align: justify;">How Local Directories Drive Revenue</h2>
<p style="text-align: justify;">When a user searches for "services near me," they have a high degree of intent. They are not browsing; they are searching for a solution. By occupying the top spots in a local directory, you are intercepting this demand. The revenue potential is significant because you are capturing customers at the exact moment they have identified a need. Furthermore, directory listings provide high-authority backlinks to your main website, which can boost your overall domain authority and help your main site rank better for competitive keywords.</p>
<h2 style="text-align: justify;">Common Pitfalls to Avoid in Local SEO</h2>
<p style="text-align: justify;">Many business owners inadvertently sabotage their own growth through common mistakes. A primary pitfall is the failure to distinguish between different types of listings. For example, using a general category for a highly specialized trade service can lead to low-quality, irrelevant leads. Another issue is the neglect of reviews. In the modern economy, your review score is a major ranking factor; ignoring it can cause your business to plummet in local results regardless of how much you spend on advertising.</p>
<p style="text-align: justify;">Furthermore, do not ignore the importance of the description. An empty or sparse description tells search engines—and potential customers—that you are not a serious player in the market. Use this space to highlight your certifications, your unique history, and why you are the best choice in the region.</p>
<h2 style="text-align: justify;">Future Trends in Local Discovery</h2>
<p style="text-align: justify;">As we look toward the future, the integration of Augmented Reality (AR) and hyper-local mobile notifications will change how we interact with directories. Imagine a user walking down a street in Leicester and receiving a notification that a business they have been searching for is nearby. This level of hyper-connectivity is built on the foundation of the structured data you provide in your directory profiles today.</p>
<h2 style="text-align: justify;">Key Takeaways</h2>
<ul style="text-align: justify;">
<li>
<p>Local search visibility is the most effective way to reach customers with immediate purchase intent.</p>
</li>
<li>
<p>NAP consistency is the technical backbone of your local SEO performance.</p>
</li>
<li>
<p>Optimization is a continuous process that involves updating descriptions, adding photos, and engaging with customers.</p>
</li>
<li>
<p>Paid placements are a powerful lever for capturing market share in saturated, highly competitive niches.</p>
</li>
<li>
<p>Preparing for AI-driven search involves providing clean, comprehensive, and structured business data.</p>
</li>
</ul>
<h2 style="text-align: justify;">Frequently Asked Questions</h2>
<h3 style="text-align: justify;">Why is my business not appearing in search results?</h3>
<p style="text-align: justify;">Your business may be absent if your profile is incomplete, if your contact information conflicts with other sites, or if you lack sufficient authority signals like recent, positive reviews.</p>
<h3 style="text-align: justify;">How does the size of the directory matter?</h3>
<p style="text-align: justify;">Larger, more reputable directories have higher domain authority, which they pass on to the businesses listed within them, helping you rank higher in search engines.</p>
<h3 style="text-align: justify;">Should I provide the same description for every platform?</h3>
<p style="text-align: justify;">While your core details (NAP) must be identical, you should slightly vary your descriptions across platforms to highlight different aspects of your business, which helps with keyword diversity.</p>
<h3 style="text-align: justify;">How do customer reviews impact my local ranking?</h3>
<p style="text-align: justify;">Reviews are a critical ranking factor. A consistent stream of positive, detailed feedback signals to search engines that your business is active, reliable, and popular.</p>
<h3 style="text-align: justify;">Can I include links to my website in my profile?</h3>
<p style="text-align: justify;">Yes, including a link to your website is essential. It drives direct traffic to your site and acts as a high-quality backlink that improves your overall domain authority.</p>
<h3 style="text-align: justify;">What should I do if a competitor has a better listing?</h3>
<p style="text-align: justify;">Analyze their profile to identify why they are ranking higher. Look at their image gallery, description detail, and review management, then adopt those strategies for your own presence.</p>
<h3 style="text-align: justify;">Is it necessary to list my business in multiple directories?</h3>
<p style="text-align: justify;">Yes. Different users frequent different platforms. Being present across multiple, reputable directories captures a wider audience and reinforces your credibility with search engines.</p>
<h3 style="text-align: justify;">What is the most important element of a business listing?</h3>
<p style="text-align: justify;">Your business name, accurate contact information (NAP), and correct industry categorization are the foundational elements that search engines prioritize above all else.</p>
<h3 style="text-align: justify;">How often should I check my business profile?</h3>
<p style="text-align: justify;">You should audit your profile at least once per quarter, or immediately whenever there is a change to your operating hours, location, services, or contact details.</p>
<h3 style="text-align: justify;">How does AI change local discovery?</h3>
<p style="text-align: justify;">AI-driven search engines prioritize businesses that provide structured, verified, and consistent information, acting as a "truth-finder" for the user.</p>
<h3 style="text-align: justify;">Can I list my business if I don't have a physical store?</h3>
<p style="text-align: justify;">Yes, service-area businesses can still be listed. You can specify the areas you serve instead of a public street address, ensuring you still appear in local search results.</p>
<h3 style="text-align: justify;">What is NAP consistency?</h3>
<p style="text-align: justify;">NAP stands for Name, Address, and Phone number. Having these identical across every platform is the single most important technical requirement for local SEO success.</p>
<h3 style="text-align: justify;">How do I handle a negative review professionally?</h3>
<p style="text-align: justify;">Acknowledge the customer's frustration, apologize for their experience, and offer to resolve the issue offline. This demonstrates to future customers that you are accountable and professional.</p>
<h3 style="text-align: justify;">Should I use paid listings if I have a limited budget?</h3>
<p style="text-align: justify;">Paid listings can be very cost-effective if used strategically, such as during peak seasons or when launching a new service, to generate immediate ROI.</p>
<h3 style="text-align: justify;">How can I measure the success of my listings?</h3>
<p style="text-align: justify;">Track metrics such as "clicks to call," "directions requested," and "website visits" directly from your directory dashboard to see the actual performance of your profiles.</p>
<p style="text-align: justify;">Maximizing your company’s visibility in local search is not about hacking the system; it is about building a reliable, accurate, and engaging digital footprint. By focusing on consistency, managing your reputation, and staying ahead of technological trends, you ensure that your business remains the go-to solution for customers in the East Midlands. Start by auditing your current presence today—every accurate detail you add brings you one step closer to your next customer.</p>
<p style="text-align: justify;"><strong>Get In Touch</strong></p>
<p style="text-align: justify;"><strong>Email:<span> </span>contact@localpage.uk</strong><br><strong>Website: www.localpage.uk</strong></p>]]> </content:encoded>
</item>

<item>
<title>Is Bubble a Good Skincare Brand</title>
<link>https://news.bangboxonline.com/seo-formula</link>
<guid>https://news.bangboxonline.com/seo-formula</guid>
<description><![CDATA[ Bubble is generally considered a good skincare brand, especially for teenagers and skincare beginners. It focuses on simple, gentle, and affordable products like cleansers, moisturizers, and serums that support basic skin needs such as hydration, oil control, and mild acne care. The brand uses common skincare ingredients like hyaluronic acid, niacinamide, glycerin, and ceramides, which help maintain healthy skin and strengthen the skin barrier. However, Bubble is not a medical-grade skincare brand, so it may not be suitable for severe acne or advanced skin concerns. Overall, it works best for young users and people looking for an easy, beginner-friendly skincare routine. ]]></description>
<enclosure url="https://formulachemistry.com/" length="49398" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 17:12:03 +0500</pubDate>
<dc:creator>Eneedly eneedlyseo</dc:creator>
<media:keywords>bubble skincare review, is bubble a good skincare brand, bubble skincare ingredients, bubble skincare for teens, bubble skincare for beginners, gentle skincare brand, skincare for teenagers, acne skincare routine, hyaluronic acid niacinamide skincare, affordable skincare brand, dermatologist tested skincare, simple skincare routine, skincare for oily skin, skincare for sensitive skin, bubble cleanser review, bubble moisturizer review, best skincare for beginners, kids skincare guide, tween skinc</media:keywords>
<content:encoded><![CDATA[<h1>Is Bubble a Good Skincare Brand? Full Review of Ingredients, Safety, and Effectiveness</h1>
<h2>Introduction</h2>
<p>If you are searching <strong><a href="https://formulachemistry.com/is-bubble-skincare-good-for-kids/">“is Bubble a good skincare brand?</a>”</strong>, you are likely trying to decide whether Bubble Skincare is worth buying and whether its products are safe and effective for your skin.</p>
<p>Bubble Skincare has become very popular, especially among teenagers and young skincare beginners, because of its simple routines, colorful branding, and affordable pricing. But popularity does not always guarantee quality, so it is important to evaluate the brand based on ingredients, safety, performance, and suitability for different skin types.</p>
<p>This guide explains whether Bubble is a good skincare brand and who it is best suited for.</p>
<h2>What Is Bubble Skincare?</h2>
<p>Bubble Skincare is a modern skincare brand focused on <strong>simple, beginner-friendly routines</strong> designed mainly for:</p>
<ul>
<li>
<p>Teenagers</p>
</li>
<li>
<p>Young adults</p>
</li>
<li>
<p>Skincare beginners</p>
</li>
</ul>
<p>The brand offers products such as:</p>
<ul>
<li>
<p>Facial cleansers</p>
</li>
<li>
<p>Moisturizers</p>
</li>
<li>
<p>Serums</p>
</li>
<li>
<p>Sunscreens</p>
</li>
<li>
<p>Acne treatments</p>
</li>
</ul>
<p>Its main goal is to make skincare less complicated and more accessible.</p>
<h2>Is Bubble a Good Skincare Brand?</h2>
<p>Overall, <strong>Bubble is generally considered a good skincare brand</strong>, especially for beginners and teenage skin. However, its effectiveness depends on how and who uses it.</p>
<h3>Why Bubble is considered good:</h3>
<ul>
<li>
<p>Focus on gentle formulations</p>
</li>
<li>
<p>Beginner-friendly skincare routines</p>
</li>
<li>
<p>Dermatologist-tested products (as marketed by the brand)</p>
</li>
<li>
<p>Affordable pricing</p>
</li>
<li>
<p>Lightweight, non-heavy textures</p>
</li>
<li>
<p>Designed for acne-prone teen skin</p>
</li>
</ul>
<h2>Ingredients in Bubble Skincare</h2>
<p>Bubble products often include well-known skincare ingredients such as:</p>
<h3>Hyaluronic Acid</h3>
<ul>
<li>
<p>Provides hydration</p>
</li>
<li>
<p>Helps maintain skin moisture</p>
</li>
</ul>
<h3>Niacinamide</h3>
<ul>
<li>
<p>Supports skin barrier</p>
</li>
<li>
<p>Helps reduce redness</p>
</li>
<li>
<p>Balances oil production</p>
</li>
</ul>
<h3>Ceramides</h3>
<ul>
<li>
<p>Strengthen skin barrier</p>
</li>
<li>
<p>Protect against dryness</p>
</li>
</ul>
<h3>Aloe Vera</h3>
<ul>
<li>
<p>Soothes irritation</p>
</li>
<li>
<p>Calms sensitive skin</p>
</li>
</ul>
<h3>Glycerin</h3>
<ul>
<li>
<p>Helps attract moisture to the skin</p>
</li>
<li>
<p>Keeps skin soft</p>
</li>
</ul>
<p>These ingredients are commonly used in modern skincare and are generally well-tolerated.</p>
<h2>Is Bubble Safe for Skin?</h2>
<p>In general, Bubble Skincare is considered <strong>safe for most users</strong>, especially when used correctly.</p>
<h3>Safety highlights:</h3>
<ul>
<li>
<p>Designed for everyday skincare use</p>
</li>
<li>
<p>Includes gentle, hydrating ingredients</p>
</li>
<li>
<p>Suitable for many skin types (normal, oily, combination, sensitive)</p>
</li>
</ul>
<h3>Possible minor side effects:</h3>
<ul>
<li>
<p>Irritation in very sensitive skin</p>
</li>
<li>
<p>Breakouts if a product is not suitable for your skin type</p>
</li>
<li>
<p>Dryness if overused active products</p>
</li>
</ul>
<p>As with any skincare brand, results vary by individual.</p>
<h2>Who Is Bubble Skincare Best For?</h2>
<p>Bubble is especially suitable for:</p>
<h3>Teenagers</h3>
<ul>
<li>
<p>Dealing with acne</p>
</li>
<li>
<p>Oily skin</p>
</li>
<li>
<p>Beginner skincare routines</p>
</li>
</ul>
<h3>Skincare beginners</h3>
<ul>
<li>
<p>Simple routines</p>
</li>
<li>
<p>Easy-to-understand products</p>
</li>
</ul>
<h3>Normal to oily skin types</h3>
<ul>
<li>
<p>Lightweight formulas work well</p>
</li>
</ul>
<h2>Who May Not Benefit From Bubble?</h2>
<p>Bubble may not be ideal for:</p>
<ul>
<li>
<p>People needing strong clinical treatments</p>
</li>
<li>
<p>Severe acne cases requiring prescription skincare</p>
</li>
<li>
<p>Very mature skin needing advanced anti-aging formulas</p>
</li>
<li>
<p>Users preferring luxury or medical-grade skincare</p>
</li>
</ul>
<h2>Benefits of Bubble Skincare</h2>
<h3>1. Simple Routines</h3>
<p>Bubble focuses on easy 2–4 step routines instead of complex regimens.</p>
<h3>2. Gentle Formulations</h3>
<p>Most products are designed to avoid harsh ingredients.</p>
<h3>3. Affordable Price Range</h3>
<p>Accessible for teenagers and beginners.</p>
<h3>4. Good for Daily Use</h3>
<p>Many products are designed for everyday skincare habits.</p>
<h2>Limitations of Bubble Skincare</h2>
<p>While Bubble is good, it also has limitations:</p>
<ul>
<li>
<p>Not a medical skincare brand</p>
</li>
<li>
<p>Limited advanced anti-aging solutions</p>
</li>
<li>
<p>May not treat severe skin conditions</p>
</li>
<li>
<p>Mostly targeted toward younger users</p>
</li>
</ul>
<h2>Bubble Skincare for Acne</h2>
<p>Bubble offers acne-focused products, but they are generally <strong>mild treatments</strong>.</p>
<p>They may help with:</p>
<ul>
<li>
<p>Small breakouts</p>
</li>
<li>
<p>Early acne</p>
</li>
<li>
<p>Oil control</p>
</li>
</ul>
<p>However, severe acne may require dermatological treatment.</p>
<h2>Is Bubble Worth Buying?</h2>
<p>Yes, Bubble is worth buying if you are:</p>
<ul>
<li>
<p>A teenager</p>
</li>
<li>
<p>A beginner in skincare</p>
</li>
<li>
<p>Looking for simple routines</p>
</li>
<li>
<p>Wanting gentle everyday products</p>
</li>
</ul>
<p>It may not be ideal if you need advanced skincare solutions.</p>
<h2>Frequently Asked Questions</h2>
<h3>Is Bubble a good skincare brand?</h3>
<p>Yes, Bubble is generally considered a good brand for teenagers and skincare beginners due to its gentle formulas and simple routines.</p>
<h3>Is Bubble skincare safe?</h3>
<p>Yes, Bubble products are considered safe for most skin types when used properly.</p>
<h3>Is Bubble good for acne?</h3>
<p>It can help mild acne, but severe acne may need stronger treatment.</p>
<h3>Is Bubble a medical-grade skincare brand?</h3>
<p>No, Bubble is a consumer skincare brand, not a medical or prescription skincare line.</p>
<h2>Conclusion</h2>
<p>So, <strong>is Bubble a good skincare brand?</strong> The answer is <strong>yes, especially for teenagers and beginners</strong>. Bubble Skincare focuses on simple, gentle, and affordable skincare routines that support everyday skin health.</p>
<p>However, it is not a medical-grade brand and may not be suitable for severe skin conditions or advanced skincare needs. Choosing the right product depends on your skin type, age, and personal skincare goals.</p>]]> </content:encoded>
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<item>
<title>How Small Business Coaching With the Right Coach Pays for Itself Faster Than You Think</title>
<link>https://news.bangboxonline.com/how-small-business-coaching-with-the-right-coach-pays-for-itself-faster-than-you-think</link>
<guid>https://news.bangboxonline.com/how-small-business-coaching-with-the-right-coach-pays-for-itself-faster-than-you-think</guid>
<description><![CDATA[ Small business coaching for entrepreneurs. Gain expert guidance, improve decisions, and accelerate business growth with the right coach. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a313aaf9c52a.jpg" length="121401" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 17:00:31 +0500</pubDate>
<dc:creator>vyve</dc:creator>
<media:keywords>Small Business Coaching</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Most small business owners hear the word "coaching" and immediately think about the cost. That reaction is understandable. When you are watching every dollar, adding another line item to the budget feels like a risk.</span></p>
<p dir="ltr"><span>But here is the thing: framing gets it backwards.</span></p>
<p dir="ltr"><span>The real question is not what coaching costs. It is what the absence of the right guidance is already costing you. Lost time. Repeated mistakes. Slow decisions. Opportunities walked past because nobody was there to help you see them clearly.</span></p>
<p dir="ltr"><span>When you flip that lens, the math on </span><a href="https://www.vyve.co/entrepreneurs" target="_blank" rel="noopener"><strong>small business coaching</strong></a><span> starts looking very different.</span></p>
<h2 dir="ltr"><span>The Cost of Figuring It Out Alone Is Higher Than You Think</span></h2>
<p dir="ltr"><span>Running a small business solo is gutsy. No question. But gutsy does not always mean efficient.</span></p>
<p dir="ltr"><span>Think about the last time you spent weeks wrestling with a decision that an experienced outside perspective could have resolved in one conversation. Or the last time you hired the wrong person, pivoted too late, or underpriced your offering simply because you had no trusted sounding board to pressure-test your thinking.</span></p>
<p dir="ltr"><span>These are not small costs. They compound quietly, month after month, in ways that rarely show up cleanly on a spreadsheet but absolutely show up in your growth trajectory.</span></p>
<p dir="ltr"><span>A great coach does not just give advice. They compress your learning curve. Dramatically. And that compression of time, of mistakes, of wasted resources, is where the financial return actually lives.</span></p>
<h2 dir="ltr"><span>What "Paying for Itself" Actually Means in Practice</span></h2>
<p dir="ltr"><span>Let's get specific, because vague ROI talk helps nobody.</span></p>
<p dir="ltr"><span>Here is what meaningful </span><span>small business coaching</span><span> typically unlocks for founders:</span></p>
<p dir="ltr"><span>Operational savings.</span><span> A coach with genuine business experience can spot inefficiencies in your operations, staffing approach, or back-office setup that are quietly draining money. One recommendation in that area can save multiples of what the coaching itself costs.</span></p>
<p dir="ltr"><span>Smarter revenue decisions.</span><span> Pricing too low is one of the most common — and expensive — habits small business owners carry for years. A coach who has seen how businesses scale can help you reframe your value and charge accordingly. That shift alone can change your numbers fast.</span></p>
<p dir="ltr"><span>Faster execution.</span><span> Indecision is expensive. When you have a trusted coach in your corner, decisions that used to take weeks take days. That pace compounds across every quarter.</span></p>
<p dir="ltr"><span>Better hires and team dynamics.</span><span> One bad hire in a small business can set you back six months or more. Coaching that sharpens your leadership and hiring instincts pays dividends that outlast any single engagement.</span></p>
<p dir="ltr"><span>None of this is theoretical. These are the kinds of tangible outcomes that founders describe when they reflect on what finally moved the needle.</span></p>
<h2 dir="ltr"><span>The Coach Matters More Than the Program</span></h2>
<p dir="ltr"><span>Here is where a lot of people go wrong. They sign up for a coaching program based on brand recognition, price point, or a slick sales page and then wonder why nothing changed.</span></p>
<p dir="ltr"><span>The truth is, the structure of a program matters far less than the quality and fit of the person guiding you through it.</span></p>
<p dir="ltr"><span>The right coach brings real-world experience, not just frameworks and buzzwords. They have been in the operational trenches. They understand what it actually feels like to make payroll, manage a difficult team dynamic, or pivot a business model under pressure. That lived experience is what makes their input trustworthy and specific to your situation.</span></p>
<p dir="ltr"><span>Beyond experience, the right coach also brings honest feedback. Not the comfortable kind. The kind that is sometimes hard to hear but necessary for growth. Most people in your inner circle, employees, family, and close friends, are not wired to give you that. A great coach is.</span></p>
<h2 dir="ltr"><span>Personalization Is What Separates Real Coaching From Generic Advice</span></h2>
<p dir="ltr"><span>Cookie-cutter programs exist everywhere. Templates, frameworks, and pre-recorded modules that were designed for someone else's business problems.</span></p>
<p dir="ltr"><span>Real </span><span>small business coaching</span><span> looks completely different. It starts with your specific business, your specific challenges, and your specific goals. The guidance is tailored. The accountability is direct. And the outcomes are measurable, not in vague, feel-good language, but in actual business results.</span></p>
<p dir="ltr"><span>This kind of personalized coaching paired with access to expert practitioners across marketing, operations, and leadership is what actually accelerates growth. Not a workbook. Not a group Zoom call with forty strangers.</span></p>
<h2 dir="ltr"><span>Growth Is Not a Solo Sport</span></h2>
<p dir="ltr"><span>The best investment a small business owner can make is rarely in another tool, another ad campaign, or another hire. More often, it is the quality of thinking and guidance that shapes every decision across the business.</span></p>
<p dir="ltr"><span>That is what the right coaching delivers. And once you have experienced it, the idea of going back to figuring everything out alone feels genuinely costly because it is.</span></p>
<h2 dir="ltr"><span>Ready to Stop Leaving Growth on the Table?</span></h2>
<p dir="ltr"><span>Your Business Deserves More Than Generic Advice.</span></p>
<p dir="ltr"><span>If you are a founder who is done with trial-and-error and ready for expert guidance that is built around your actual business — </span><span>vYve</span><span> offers a highly personalized growth program pairing you with experienced coaches and a curated community of leaders who are in it with you.</span></p>
<p dir="ltr"><span>Book a free 15-minute Discovery Call and find out exactly what becomes possible with the right people in your corner.</span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>C White Granite: A Timeless Natural Stone for Modern Interiors</title>
<link>https://news.bangboxonline.com/c-white-granite-a-timeless-natural-stone-for-modern-interiors</link>
<guid>https://news.bangboxonline.com/c-white-granite-a-timeless-natural-stone-for-modern-interiors</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a313a72a8efb.jpg" length="168459" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 16:59:54 +0500</pubDate>
<dc:creator>C White Granite</dc:creator>
<media:keywords>C White Granite</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1181,&quot;h&quot;:80,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1010}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:15,&quot;w&quot;:1152,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1011}">When a space is finished with natural stone, it immediately creates a sense of elegance that feels both grounded and refined. This is one of the key reasons granite continues to be widely used in architecture and interior design. Among the many options available in the market, </span><span bis_size="{&quot;x&quot;:562,&quot;y&quot;:35,&quot;w&quot;:93,&quot;h&quot;:16,&quot;abs_x&quot;:863,&quot;abs_y&quot;:1031}">C white granite</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:35,&quot;w&quot;:1143,&quot;h&quot;:56,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1031}"> has gained strong popularity for its soft visual appeal and long-lasting durability, making it suitable for both residential and commercial applications. In recent years, it has become a preferred choice for designers who want a balance of beauty and practicality without overwhelming the overall design.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:111,&quot;w&quot;:1181,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1107}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:110,&quot;w&quot;:470,&quot;h&quot;:22,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1106}">Why Designers Are Choosing C White Granite?</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:148,&quot;w&quot;:1181,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1144}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:150,&quot;w&quot;:1147,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1146}">The growing demand for natural stone surfaces is driven by more than just aesthetics. It performs exceptionally well in real-life environments where surfaces must withstand constant use while still looking elegant. This stone features a light, natural base with subtle patterns that blend easily into different interior styles.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:202,&quot;w&quot;:1181,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1198}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:204,&quot;w&quot;:1165,&quot;h&quot;:56,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1200}">A recent café renovation case highlighted this advantage clearly. The project involved replacing artificial countertops with natural stone surfaces to improve durability and visual appeal. After installation, the space appeared brighter and more open, while daily maintenance became significantly easier. Even under heavy customer traffic, the stone maintained its polished look, reinforcing why it is increasingly selected for functional commercial spaces.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:276,&quot;w&quot;:1181,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1272}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:278,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1274}">In many modern design projects, </span><a href="https://www.stoneharborexports.com/product/bala-flower-granite/" bis_size="{&quot;x&quot;:215,&quot;y&quot;:278,&quot;w&quot;:93,&quot;h&quot;:16,&quot;abs_x&quot;:516,&quot;abs_y&quot;:1274}"><span bis_size="{&quot;x&quot;:215,&quot;y&quot;:278,&quot;w&quot;:93,&quot;h&quot;:16,&quot;abs_x&quot;:516,&quot;abs_y&quot;:1274}">C white granite</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:278,&quot;w&quot;:1154,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1274}"><a href="https://www.stoneharborexports.com/product/bala-flower-granite/" bis_size="{&quot;x&quot;:308,&quot;y&quot;:278,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:609,&quot;abs_y&quot;:1274}"> </a>is preferred for its rare combination of strength and subtle elegance. Interior designers often highlight that it works equally well in compact apartments and large commercial layouts, making it a highly flexible material choice.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:334,&quot;w&quot;:1181,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1330}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:332,&quot;w&quot;:321,&quot;h&quot;:22,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1328}">Versatility Across Interior Styles</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:371,&quot;w&quot;:1181,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1367}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:373,&quot;w&quot;:1109,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1369}">One of the strongest qualities of this granite is its adaptability. It works well across a wide range of design themes, from modern minimalist interiors to more traditional and luxurious environments. Its neutral tone allows it to support surrounding décor instead of overpowering it.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:425,&quot;w&quot;:1181,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1421}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:427,&quot;w&quot;:1173,&quot;h&quot;:56,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1423}">In a comparative design study conducted by an interior firm, three materials were evaluated for kitchen countertops: marble, engineered quartz, and natural granite. Marble delivered high visual appeal but required frequent maintenance. Quartz offered consistency but lacked natural depth. The granite stood out as the most balanced option, offering both durability and timeless visual character, which led to its selection for the final project.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:503,&quot;w&quot;:1181,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1499}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:501,&quot;w&quot;:388,&quot;h&quot;:22,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1497}">Durability That Supports Everyday Use</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:540,&quot;w&quot;:1181,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1536}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:541,&quot;w&quot;:1114,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1537}">Durability is a critical factor when choosing surface materials for kitchens, bathrooms, and commercial spaces. This stone performs strongly in this area due to its resistance to heat, scratches, and general wear.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:594,&quot;w&quot;:1181,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1590}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:595,&quot;w&quot;:1173,&quot;h&quot;:56,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1591}">Contractors working on multiple residential projects have observed that clients often prefer it after seeing its long-term performance in display installations. Unlike softer natural stones, it retains its polish and surface integrity even after years of regular use. This makes it especially valuable for high-traffic environments where maintenance needs to be minimal, but appearance must remain premium.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:671,&quot;w&quot;:1181,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1667}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:670,&quot;w&quot;:407,&quot;h&quot;:22,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1666}">Real-World Application and Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:709,&quot;w&quot;:1181,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1705}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:710,&quot;w&quot;:1181,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1706}">In a residential case study, the stone was used across kitchen countertops and bathroom vanity tops to create a unified design theme. After several months of daily use, it continued to perform exceptionally well.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:763,&quot;w&quot;:1181,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1759}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:764,&quot;w&quot;:1158,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1760}">The kitchen surface showed minimal signs of wear despite frequent cooking activities, while the bathroom installation maintained its shine in a moisture-heavy environment. This consistent performance highlights the reliability of natural granite in comparison to many engineered alternatives, particularly in spaces that demand both durability and aesthetic consistency</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:820,&quot;w&quot;:1181,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1816}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:819,&quot;w&quot;:392,&quot;h&quot;:22,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1815}">Low Maintenance and Long-Term Value</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:858,&quot;w&quot;:1181,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1854}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:859,&quot;w&quot;:1149,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1855}">Another important advantage of this material is its ease of maintenance. It does not require complex cleaning routines or expensive upkeep procedures. Regular wiping with mild cleaning solutions is generally enough to maintain its appearance.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:912,&quot;w&quot;:1181,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1908}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:913,&quot;w&quot;:1127,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1909}">This low-maintenance characteristic reduces long-term effort and cost, especially in commercial environments such as restaurants, offices, and retail spaces. In addition, natural stone surfaces are often associated with premium construction quality, which can enhance property value and buyer perception over time.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:969,&quot;w&quot;:1181,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1965}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:968,&quot;w&quot;:150,&quot;h&quot;:22,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1964}">Final Thoughts</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1007,&quot;w&quot;:1181,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2003}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1008,&quot;w&quot;:1149,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2004}">Choosing the right surface material is a long-term decision that affects both functionality and design. This natural stone continues to stand out because it successfully combines elegance, strength, and practicality in a single material. </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:1028,&quot;w&quot;:93,&quot;h&quot;:16,&quot;abs_x&quot;:589,&quot;abs_y&quot;:2024}">C white granite</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1028,&quot;w&quot;:1157,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2024}"> remains a reliable option for a wide range of applications, delivering consistent performance while enhancing the overall visual appeal of any space.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1081,&quot;w&quot;:1181,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2077}"></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1115,&quot;w&quot;:1181,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2111}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1116,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2112}">.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1149,&quot;w&quot;:1181,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2145}"><b bis_size="{&quot;x&quot;:8,&quot;y&quot;:1190,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2186}"><br bis_size="{&quot;x&quot;:8,&quot;y&quot;:1150,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2146}"><br bis_size="{&quot;x&quot;:8,&quot;y&quot;:1170,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2166}"><br bis_size="{&quot;x&quot;:8,&quot;y&quot;:1190,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2186}"></b></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1223,&quot;w&quot;:1181,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2219}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1224,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2220}"></span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1257,&quot;w&quot;:1181,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2253}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1258,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2254}"></span></p>]]> </content:encoded>
</item>

<item>
<title>Electric Supply Vaughan for Commercial, Industrial, and Residential Projects</title>
<link>https://news.bangboxonline.com/electric-supply-vaughan-electrical-distribution-box</link>
<guid>https://news.bangboxonline.com/electric-supply-vaughan-electrical-distribution-box</guid>
<description><![CDATA[ Electric Supply Vaughan and Electrical Distribution Box solutions support safe, efficient, and organized power distribution. Quality electrical components help improve reliability, simplify maintenance, and meet the demands of modern buildings. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a31394233fa6.jpg" length="95932" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 16:58:57 +0500</pubDate>
<dc:creator>csgelectricsupplystore</dc:creator>
<media:keywords>Electric Supply Vaughan, Electrical Distribution Box, Electrical Supplies Vaughan, Power Distribution Equipment Vaughan</media:keywords>
<content:encoded><![CDATA[<p data-start="774" data-end="1243">Every building depends on a reliable electrical system to support daily operations. Whether it's a residential property, commercial facility, or industrial complex, electricity must be distributed safely and efficiently throughout the structure. This is where Electric Supply Vaughan products and Electrical Distribution Boxes play a critical role. Together, they help create organized electrical networks that support performance, safety, and future expansion.</p>
<p data-start="1245" data-end="1510">As electrical demands continue to increase, quality components have become more important than ever. Properly selected electrical supplies and distribution equipment help ensure that power reaches every part of a building without unnecessary risks or interruptions.</p>
<h2 data-section-id="8tqvc2" data-start="1512" data-end="1561">The Importance of Reliable Electrical Supplies</h2>
<p data-start="1563" data-end="1831">Electrical systems are only as dependable as the components used to build them. Contractors, electricians, and facility managers rely on trusted <a href="https://csgelectricsupply.ca/">Electric Supply Vaughan</a> sources to obtain the products necessary for successful installations and maintenance projects.</p>
<p data-start="1833" data-end="1875">Quality electrical supplies contribute to:</p>
<ul data-start="1877" data-end="1996">
<li data-section-id="1qnerz7" data-start="1877" data-end="1906">Improved system reliability</li>
<li data-section-id="16w2g4a" data-start="1907" data-end="1924">Enhanced safety</li>
<li data-section-id="issvzw" data-start="1925" data-end="1945">Easier maintenance</li>
<li data-section-id="1iwcsq1" data-start="1946" data-end="1972">Better energy management</li>
<li data-section-id="kdapzt" data-start="1973" data-end="1996">Long-term performance</li>
</ul>
<p data-start="1998" data-end="2120">From small renovations to large-scale developments, dependable materials are essential for achieving professional results.</p>
<h2 data-section-id="12lnbiu" data-start="2122" data-end="2168">Understanding Electrical Distribution Boxes</h2>
<p data-start="2170" data-end="2428">An Electrical Distribution Box serves as a central point for managing and distributing electrical power throughout a building. It receives incoming electricity and directs it to various circuits that power lighting, equipment, outlets, and other systems.</p>
<p data-start="2430" data-end="2566">Distribution boxes help organize electrical connections while providing access to protective devices such as circuit breakers and fuses.</p>
<p data-start="2568" data-end="2684">Without a properly designed distribution system, electrical installations would be difficult to manage and maintain.</p>
<h2 data-section-id="1orpnub" data-start="2686" data-end="2724">Key Functions of Distribution Boxes</h2>
<p data-start="2726" data-end="2810">Electrical distribution boxes perform several important functions within a building.</p>
<h3 data-section-id="xebh0j" data-start="2812" data-end="2834">Power Distribution</h3>
<p data-start="2836" data-end="2966">They divide incoming electrical power into multiple circuits, ensuring electricity reaches different areas safely and efficiently.</p>
<h3 data-section-id="1079ieu" data-start="2968" data-end="2990">Circuit Protection</h3>
<p data-start="2992" data-end="3103">Distribution boxes house protective devices that help prevent overloads, short circuits, and electrical faults.</p>
<h3 data-section-id="1hris0o" data-start="3105" data-end="3128">System Organization</h3>
<p data-start="3130" data-end="3230">By centralizing electrical connections, distribution boxes simplify troubleshooting and maintenance.</p>
<h3 data-section-id="1c8sgu2" data-start="3232" data-end="3252">Future Expansion</h3>
<p data-start="3254" data-end="3363">Well-designed distribution systems make it easier to add new circuits and equipment as building needs evolve.</p>
<h2 data-section-id="j1cgov" data-start="3365" data-end="3407">Applications Across Multiple Industries</h2>
<p data-start="3409" data-end="3488">Electrical distribution boxes are used in a variety of environments, including:</p>
<ul data-start="3490" data-end="3652">
<li data-section-id="qr001d" data-start="3490" data-end="3519">Commercial office buildings</li>
<li data-section-id="14iir6f" data-start="3520" data-end="3536">Retail centers</li>
<li data-section-id="1i0u86j" data-start="3537" data-end="3563">Manufacturing facilities</li>
<li data-section-id="ybmrhi" data-start="3564" data-end="3589">Healthcare institutions</li>
<li data-section-id="o1zruo" data-start="3590" data-end="3612">Educational campuses</li>
<li data-section-id="tniev2" data-start="3613" data-end="3625">Warehouses</li>
<li data-section-id="55a5oa" data-start="3626" data-end="3652">Residential developments</li>
</ul>
<p data-start="3654" data-end="3774">Regardless of the application, proper distribution equipment is essential for maintaining safe and efficient operations.</p>
<h2 data-section-id="hq1mqz" data-start="3776" data-end="3814">Choosing the Right Distribution Box</h2>
<p data-start="3816" data-end="4016">Every project has unique electrical requirements. Factors such as building size, power demand, environmental conditions, and future growth plans should be considered when selecting a distribution box.</p>
<p data-start="4018" data-end="4048">Common considerations include:</p>
<ul data-start="4050" data-end="4187">
<li data-section-id="zs18wb" data-start="4050" data-end="4079">Number of circuits required</li>
<li data-section-id="18wkpkw" data-start="4080" data-end="4112">Indoor or outdoor installation</li>
<li data-section-id="6u9ye2" data-start="4113" data-end="4128">Load capacity</li>
<li data-section-id="y3kyer" data-start="4129" data-end="4146">Safety features</li>
<li data-section-id="1vtbcui" data-start="4147" data-end="4187">Compliance with local electrical codes</li>
</ul>
<p data-start="4189" data-end="4307">Working with experienced electrical professionals can help ensure the right equipment is selected for the application.</p>
<h2 data-section-id="kjencm" data-start="4309" data-end="4343">Safety Remains the Top Priority</h2>
<p data-start="4345" data-end="4540">Electrical safety is a major concern for any installation. High-quality distribution boxes help reduce risks by protecting circuits and containing electrical components within a secure enclosure.</p>
<p data-start="4542" data-end="4649">Proper installation and regular inspection further contribute to safe system operation and code compliance.</p>
<p data-start="4651" data-end="4772">Businesses and property owners benefit from reduced downtime and increased confidence in their electrical infrastructure.</p>
<h2 data-section-id="162v70f" data-start="4774" data-end="4805">Supporting Energy Efficiency</h2>
<p data-start="4807" data-end="5002">Modern electrical systems are increasingly focused on efficiency and performance. Distribution boxes help organize power distribution in ways that support energy management and system monitoring.</p>
<p data-start="5004" data-end="5118">As buildings adopt new technologies and equipment, organized electrical infrastructure becomes even more valuable.</p>
<p data-start="5120" data-end="5225">Investing in quality electrical components today can support better operational efficiency in the future.</p>
<h2 data-section-id="bf1gcv" data-start="5227" data-end="5273">The Value of Working with Trusted Suppliers</h2>
<p data-start="5275" data-end="5501">Reliable electrical projects start with reliable products. A reputable Electric Supply Vaughan provider offers access to quality materials, expert guidance, and product availability that helps keep projects moving forward.</p>
<p data-start="5503" data-end="5658">Whether purchasing distribution boxes, wiring accessories, or electrical protection devices, working with trusted suppliers helps ensure long-term success.</p>
<h2 data-section-id="8dtpi" data-start="5660" data-end="5673">Conclusion</h2>
<p data-start="5675" data-end="5973">Electric Supply Vaughan products and <a href="https://csgelectricsupply.ca/product-category/boxes/">Electrical Distribution Boxes</a> form the foundation of safe and organized electrical systems. They help manage power distribution, improve safety, simplify maintenance, and support future growth across residential, commercial, and industrial environments.</p>
<p data-start="5975" data-end="6134">By investing in quality electrical equipment, contractors and property owners can build dependable systems that deliver reliable performance for years to come.</p>]]> </content:encoded>
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<title>Minding My Books: Your Trusted QuickBooks Solution Expert for Smarter Business Finances</title>
<link>https://news.bangboxonline.com/minding-my-books-your-trusted-quickbooks-solution-expert-for-smarter-business-finances</link>
<guid>https://news.bangboxonline.com/minding-my-books-your-trusted-quickbooks-solution-expert-for-smarter-business-finances</guid>
<description><![CDATA[ Looking for a QuickBooks Solution Expert? Minding My Books provides professional bookkeeping, QuickBooks setup, payroll support, and financial management solutions for growing businesses. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3137d9ab00e.jpg" length="94979" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 16:47:58 +0500</pubDate>
<dc:creator>sohanakhatun</dc:creator>
<media:keywords>Minding My Books, Quckbooks Solution</media:keywords>
<content:encoded><![CDATA[<p>Running a successful business requires more than generating sales—it requires a clear understanding of your finances. Accurate bookkeeping, organized financial records, and timely reporting are essential for making confident business decisions, maintaining cash flow, and staying compliant with tax regulations. Yet for many business owners, managing these responsibilities alongside daily operations can quickly become overwhelming.</p>
<p>That's where<a href="https://www.mindingmybooks.ca/"> Minding My Books </a>can help. As a trusted QuickBooks Solution Expert, QuickBooks Certified-Specialist, and Intuit QuickBooks Solution provider, we help businesses simplify their accounting processes while getting the most from QuickBooks. Whether you need professional bookkeeping, payroll support, QuickBooks setup, account cleanup, or ongoing financial management, our tailored solutions are designed to improve accuracy, save valuable time, and support sustainable business growth.</p>
<p><strong>What Does a QuickBooks Solution Expert Do?</strong></p>
<p>A QuickBooks Solution Expert is a professional who helps businesses implement, customize, and optimize QuickBooks to meet their accounting needs. Beyond entering transactions, they ensure your financial system works efficiently by handling tasks such as company setup, bank reconciliations, payroll processing, expense tracking, invoicing, financial reporting, and workflow optimization.</p>
<p>Rather than spending hours troubleshooting accounting issues or correcting bookkeeping mistakes, business owners can rely on expert guidance to maintain accurate financial records and gain meaningful insights into their company's performance. A properly managed QuickBooks system not only improves day-to-day efficiency but also provides the financial clarity needed to make informed business decisions.</p>
<p><strong>The Value of Working with a QuickBooks Certified-Specialist</strong></p>
<p>Not all accounting professionals have the same level of QuickBooks expertise. A QuickBooks Certified-Specialist has completed specialized training and demonstrated proficiency in using QuickBooks effectively. Certification indicates a deeper understanding of the software's capabilities and best practices.</p>
<p>Businesses benefit from working with certified specialists because they can identify inefficiencies, troubleshoot complex issues, and implement solutions tailored to specific operational needs. This expertise helps organizations avoid costly mistakes while improving overall financial accuracy.</p>
<p><a href="https://www.mindingmybooks.ca/quickbooks-services-provider-canada">Why Businesses Choose Minding My Books</a></p>
<p>At Minding My Books, we understand that every business has unique accounting requirements. Our goal is to simplify financial management by providing reliable bookkeeping and QuickBooks support services that help business owners focus on growth.</p>
<p>As an experienced QuickBooks Solution Expert, we work closely with clients to streamline accounting processes, improve reporting accuracy, and ensure financial records remain organized and compliant. We believe that strong financial management creates a foundation for sustainable business success. <br>Our approach emphasizes accuracy, transparency, and efficiency. By understanding each client's objectives, we develop customized solutions that align with their operational and financial goals.<br><strong>Benefits of Choosing an Intuit QuickBooks Solution Provider</strong></p>
<p>Working with an Intuit QuickBooks Solution provider offers businesses access to trusted expertise and up-to-date knowledge of QuickBooks products and features. Professional support can help organizations maximize the value of their accounting software while minimizing the challenges associated with implementation and maintenance.</p>
<p><strong>Some key benefits include:</strong></p>
<p>Accurate financial reporting<br>Improved bookkeeping efficiency<br>Streamlined payroll management<br>Better cash flow visibility<br>Reduced accounting errors<br>Enhanced business decision-making</p>
<p>These advantages contribute directly to improved operational performance and stronger financial control.</p>
<p><strong>Supporting Business Growth Through Better Financial Management</strong></p>
<p>As businesses grow, financial processes often become more complex. Manual systems and inconsistent record-keeping can create obstacles that limit scalability. A properly managed QuickBooks system provides the structure needed to support expansion while maintaining financial accuracy.<br>Professional guidance helps ensure that accounting systems evolve alongside business needs. Whether managing multiple revenue streams, expanding teams, or increasing transaction volume, businesses can maintain confidence in their financial data.</p>
<p><strong>Conclusion</strong></p>
<p>Accurate financial management is critical for business success. Partnering with a QuickBooks Solution Expert allows companies to optimize their accounting processes, improve reporting accuracy, and make more informed decisions. With the support of a QuickBooks Certified-Specialist and an experienced Intuit QuickBooks Solution provider, businesses can focus on growth while maintaining strong financial control.</p>
<p><a href="https://www.mindingmybooks.ca/">Minding My Books </a>is committed to helping businesses achieve greater efficiency, accuracy, and confidence in their financial operations through professional QuickBooks and bookkeeping solutions.</p>]]> </content:encoded>
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<title>Concrete Driveway Pavers: Types, Benefits &amp;amp; Installation Guide</title>
<link>https://news.bangboxonline.com/concrete-driveway-pavers-types-benefits-installation-guide</link>
<guid>https://news.bangboxonline.com/concrete-driveway-pavers-types-benefits-installation-guide</guid>
<description><![CDATA[ Concrete driveway pavers offer a durable and attractive solution for modern homes. Learn about their types, benefits, installation process, and long-term value. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3136afd42cc.jpg" length="122696" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 16:44:46 +0500</pubDate>
<dc:creator>YMC Concreting</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-start="83" data-end="495" bis_size="{&quot;x&quot;:7,&quot;y&quot;:13,&quot;w&quot;:2100,&quot;h&quot;:40,&quot;abs_x&quot;:7,&quot;abs_y&quot;:101}">A driveway is one of the hardest-working surfaces around a home. It supports daily vehicle traffic, contributes to curb appeal, and plays an important role in the overall functionality of the property. Choosing the right material can have a lasting impact on both appearance and performance. For many homeowners, <a href="https://www.ymcconcreting.com.au/concrete-driveways/" title="Concrete Driveway Pavers" bis_size="{&quot;x&quot;:7,&quot;y&quot;:16,&quot;w&quot;:2057,&quot;h&quot;:35,&quot;abs_x&quot;:7,&quot;abs_y&quot;:104}"><strong data-start="396" data-end="424" bis_size="{&quot;x&quot;:7,&quot;y&quot;:16,&quot;w&quot;:2057,&quot;h&quot;:35,&quot;abs_x&quot;:7,&quot;abs_y&quot;:104}">Concrete Driveway Pavers</strong></a> offer the ideal balance of durability, flexibility, and visual appeal.</p>
<p data-start="497" data-end="790" bis_size="{&quot;x&quot;:7,&quot;y&quot;:67,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:155}">Unlike a traditional concrete slab, pavers provide a modular paving solution that can be customised to suit different home styles and practical needs. Understanding the available types, key benefits, and installation process can help you make a confident decision when planning a new driveway.</p>
<h2 data-section-id="jfgbsx" data-start="792" data-end="829" bis_size="{&quot;x&quot;:7,&quot;y&quot;:105,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:193}">What Are Concrete Driveway Pavers?</h2>
<p data-start="831" data-end="1039" bis_size="{&quot;x&quot;:7,&quot;y&quot;:142,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:230}">Concrete pavers are individual paving units manufactured from a mixture of cement, sand, and aggregates. They are designed to interlock or fit closely together, creating a stable and durable driveway surface.</p>
<p data-start="1041" data-end="1267" bis_size="{&quot;x&quot;:7,&quot;y&quot;:176,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:264}">Because they are installed as individual units rather than one continuous slab, pavers offer greater flexibility. This allows the surface to adapt to minor ground movement while reducing the likelihood of large visible cracks.</p>
<p data-start="1269" data-end="1418" bis_size="{&quot;x&quot;:7,&quot;y&quot;:210,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:298}">Concrete pavers are available in a wide range of colours, shapes, textures, and patterns, making them suitable for both modern and traditional homes.</p>
<h2 data-section-id="1hestog" data-start="1420" data-end="1456" bis_size="{&quot;x&quot;:7,&quot;y&quot;:248,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:336}">Types of Concrete Driveway Pavers</h2>
<p data-start="1458" data-end="1579" bis_size="{&quot;x&quot;:7,&quot;y&quot;:285,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:373}">Choosing the right type of paver depends on the style of the property, expected traffic levels, and personal preferences.</p>
<h3 data-section-id="1ddfgiy" data-start="1581" data-end="1604" bis_size="{&quot;x&quot;:7,&quot;y&quot;:321,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:409}">Interlocking Pavers</h3>
<p data-start="1606" data-end="1787" bis_size="{&quot;x&quot;:7,&quot;y&quot;:358,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:446}">Interlocking pavers are among the most common driveway options. Their design allows the units to lock together securely, creating a strong surface capable of handling vehicle loads.</p>
<h3 data-section-id="1r63d26" data-start="1789" data-end="1808" bis_size="{&quot;x&quot;:7,&quot;y&quot;:394,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:482}">Textured Pavers</h3>
<p data-start="1810" data-end="1971" bis_size="{&quot;x&quot;:7,&quot;y&quot;:431,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:519}">These pavers feature a textured finish that improves grip underfoot. They are often used on sloped driveways or in areas where additional traction is beneficial.</p>
<h3 data-section-id="1ygxwbf" data-start="1973" data-end="1996" bis_size="{&quot;x&quot;:7,&quot;y&quot;:467,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:555}">Large Format Pavers</h3>
<p data-start="1998" data-end="2146" bis_size="{&quot;x&quot;:7,&quot;y&quot;:503,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:591}">Large-format pavers create a cleaner and more contemporary appearance. Their reduced joint lines make them popular for modern architectural designs.</p>
<h3 data-section-id="1g104uv" data-start="2148" data-end="2182" bis_size="{&quot;x&quot;:7,&quot;y&quot;:540,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:628}">Decorative and Coloured Pavers</h3>
<p data-start="2184" data-end="2374" bis_size="{&quot;x&quot;:7,&quot;y&quot;:576,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:664}">Decorative pavers allow homeowners to add visual interest through different colours, finishes, and patterns. These options can be used to complement landscaping and exterior design features.</p>
<p data-start="2376" data-end="2493" bis_size="{&quot;x&quot;:7,&quot;y&quot;:610,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:698}">Each type offers unique benefits, allowing homeowners to choose a solution that balances appearance and practicality.</p>
<p data-start="2376" data-end="2493" bis_size="{&quot;x&quot;:7,&quot;y&quot;:610,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:698}"><strong>Also read: </strong><a href="https://medium.com/@ymc-concreting/5-reasons-to-install-a-plain-concrete-driveway-for-your-home-86b656820586" title="5 Reasons to Install a Plain Concrete Driveway for Your Home">5 Reasons to Install a Plain Concrete Driveway for Your Home</a></p>
<h2 data-section-id="1p7e1sf" data-start="2495" data-end="2534" bis_size="{&quot;x&quot;:7,&quot;y&quot;:648,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:736}">Benefits of Concrete Driveway Pavers</h2>
<h3 data-section-id="15ymm89" data-start="2536" data-end="2563" bis_size="{&quot;x&quot;:7,&quot;y&quot;:685,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:773}">Durability and Strength</h3>
<p data-start="2565" data-end="2754" bis_size="{&quot;x&quot;:7,&quot;y&quot;:721,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:809}">Driveways are exposed to significant pressure every day. Concrete pavers are manufactured to withstand vehicle traffic, weather conditions, and regular use without compromising performance.</p>
<p data-start="2756" data-end="2851" bis_size="{&quot;x&quot;:7,&quot;y&quot;:755,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:843}">When installed correctly on a well-prepared base, they can provide decades of reliable service.</p>
<h3 data-section-id="1xg1028" data-start="2853" data-end="2881" bis_size="{&quot;x&quot;:7,&quot;y&quot;:792,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:880}">Reduced Risk of Cracking</h3>
<p data-start="2883" data-end="3084" bis_size="{&quot;x&quot;:7,&quot;y&quot;:828,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:916}">Unlike large concrete slabs that may develop visible cracks over time, pavers consist of individual units. This segmented design allows for slight movement and helps reduce the impact of ground shifts.</p>
<h3 data-section-id="mg2jly" data-start="3086" data-end="3102" bis_size="{&quot;x&quot;:7,&quot;y&quot;:864,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:952}">Easy Repairs</h3>
<p data-start="3104" data-end="3286" bis_size="{&quot;x&quot;:7,&quot;y&quot;:901,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:989}">One of the biggest advantages of pavers is repair flexibility. If a section becomes damaged, individual pavers can be removed and replaced without affecting the rest of the driveway.</p>
<p data-start="3288" data-end="3380" bis_size="{&quot;x&quot;:7,&quot;y&quot;:935,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1023}">This can make maintenance more cost-effective compared to repairing an entire concrete slab.</p>
<h3 data-section-id="1yhsp3b" data-start="3382" data-end="3407" bis_size="{&quot;x&quot;:7,&quot;y&quot;:971,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1059}">Attractive Appearance</h3>
<p data-start="3409" data-end="3587" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1008,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1096}">Concrete pavers offer extensive design possibilities. Homeowners can choose patterns, colours, and layouts that complement their property's style and enhance overall curb appeal.</p>
<h3 data-section-id="1juax8v" data-start="3589" data-end="3608" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1044,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1132}">Low Maintenance</h3>
<p data-start="3610" data-end="3674" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1080,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1168}">Routine maintenance is relatively simple and generally includes:</p>
<ul data-start="3676" data-end="3801" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1114,&quot;w&quot;:2100,&quot;h&quot;:80,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1202}">
<li data-section-id="svqvvd" data-start="3676" data-end="3709" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1114,&quot;w&quot;:2060,&quot;h&quot;:20,&quot;abs_x&quot;:47,&quot;abs_y&quot;:1202}">Sweeping away dirt and debris</li>
<li data-section-id="y2x1el" data-start="3710" data-end="3732" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1134,&quot;w&quot;:2060,&quot;h&quot;:20,&quot;abs_x&quot;:47,&quot;abs_y&quot;:1222}">Occasional washing</li>
<li data-section-id="ebvekc" data-start="3733" data-end="3769" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1154,&quot;w&quot;:2060,&quot;h&quot;:20,&quot;abs_x&quot;:47,&quot;abs_y&quot;:1242}">Re-sanding joints when necessary</li>
<li data-section-id="5ktjtw" data-start="3770" data-end="3801" bis_size="{&quot;x&quot;:47,&quot;y&quot;:1174,&quot;w&quot;:2060,&quot;h&quot;:20,&quot;abs_x&quot;:47,&quot;abs_y&quot;:1262}">Applying sealers if desired</li>
</ul>
<p data-start="3803" data-end="3885" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1208,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1296}">This makes pavers a practical option for homeowners seeking long-term convenience.</p>
<h2 data-section-id="1kj9kru" data-start="3887" data-end="3924" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1246,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1334}">Comfort and Everyday Functionality</h2>
<p data-start="3926" data-end="4105" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1283,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1371}">A driveway should not only be durable but also comfortable and safe to use. Concrete pavers provide a stable surface for walking, parking, and everyday activities around the home.</p>
<p data-start="4107" data-end="4298" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1317,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1405}">Their textured options can improve traction during wet weather, helping reduce slipping risks. The even surface also supports easier movement for vehicles, pedestrians, and outdoor equipment.</p>
<p data-start="4300" data-end="4382" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1351,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1439}">For families, this added practicality contributes to a better everyday experience.</p>
<h2 data-section-id="48kkun" data-start="4384" data-end="4425" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1388,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1476}">Understanding the Installation Process</h2>
<p data-start="4427" data-end="4592" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1426,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1514}">The long-term performance of Concrete Driveway Pavers depends heavily on proper installation. A quality installation ensures stability, drainage, and durability.</p>
<h3 data-section-id="1ahnys4" data-start="4594" data-end="4614" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1462,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1550}">Site Preparation</h3>
<p data-start="4616" data-end="4721" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1499,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1587}">The existing area is excavated to the required depth. This allows room for the base materials and pavers.</p>
<h3 data-section-id="130ofwu" data-start="4723" data-end="4744" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1535,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1623}">Base Construction</h3>
<p data-start="4746" data-end="4886" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1571,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1659}">A compacted crushed rock base is installed to provide structural support. This foundation is essential for preventing movement and settling.</p>
<h3 data-section-id="96x0oy" data-start="4888" data-end="4905" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1608,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1696}">Bedding Layer</h3>
<p data-start="4907" data-end="5016" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1644,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1732}">A layer of bedding sand is spread evenly across the base. This creates a level surface for laying the pavers.</p>
<h3 data-section-id="1xunyiy" data-start="5018" data-end="5040" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1680,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1768}">Paver Installation</h3>
<p data-start="5042" data-end="5165" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1717,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1805}">The pavers are placed according to the chosen pattern. Attention to alignment and spacing helps create a consistent finish.</p>
<h3 data-section-id="1v30n5n" data-start="5167" data-end="5199" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1753,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1841}">Joint Filling and Compaction</h3>
<p data-start="5201" data-end="5297" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1790,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1878}">Sand is brushed into the joints and compacted to lock the pavers together and improve stability.</p>
<p data-start="5299" data-end="5396" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1824,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1912}">Each stage plays an important role in achieving a driveway that performs well over the long term.</p>
<h2 data-section-id="tx1u4i" data-start="5398" data-end="5440" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1861,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1949}">Long-Term Value and Modern Expectations</h2>
<p data-start="5442" data-end="5618" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1898,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:1986}">Homeowners today expect outdoor surfaces to deliver both functionality and visual appeal. A driveway should enhance the property while remaining practical and easy to maintain.</p>
<p data-start="5620" data-end="5823" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1932,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:2020}">Concrete pavers meet these expectations by combining durability, flexibility, and design versatility. Their ability to maintain appearance and performance over time contributes to strong long-term value.</p>
<p data-start="5825" data-end="5963" bis_size="{&quot;x&quot;:7,&quot;y&quot;:1966,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:2054}">A professionally installed driveway can also improve the overall presentation of the property, helping create a positive first impression.</p>
<h2 data-section-id="48986s" data-start="5965" data-end="6006" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2004,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:2092}">Sustainability and Thoughtful Planning</h2>
<p data-start="6008" data-end="6241" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2041,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:2129}">Choosing durable materials is an important part of responsible property improvement. Concrete pavers offer a long service life and allow individual replacements when necessary, reducing waste compared to complete surface replacement.</p>
<p data-start="6243" data-end="6340" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2075,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:2163}">Some paving systems also support improved drainage, helping manage water runoff more effectively.</p>
<p data-start="6342" data-end="6481" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2109,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:2197}">By selecting quality materials and professional installation, homeowners can create outdoor surfaces that remain functional for many years.</p>
<h2 data-section-id="8dtpi" data-start="6483" data-end="6496" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2147,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:2235}">Conclusion</h2>
<p data-start="6498" data-end="6745" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2184,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:2272}">A driveway should provide durability, practicality, and visual appeal without creating unnecessary maintenance concerns. Concrete Driveway Pavers offer a versatile solution that combines strength, design flexibility, and long-term performance.</p>
<p data-start="6747" data-end="6959" bis_size="{&quot;x&quot;:7,&quot;y&quot;:2218,&quot;w&quot;:2100,&quot;h&quot;:20,&quot;abs_x&quot;:7,&quot;abs_y&quot;:2306}">At <strong bis_size="{&quot;x&quot;:24,&quot;y&quot;:2220,&quot;w&quot;:108,&quot;h&quot;:15,&quot;abs_x&quot;:24,&quot;abs_y&quot;:2308}">YMC Concreting</strong>, we focus on delivering driveway paving solutions that are built to last, helping homeowners create attractive and functional outdoor spaces that add value to their properties for years to come.</p>]]> </content:encoded>
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<item>
<title>Bet365 Clone Script Explained: Features, Benefits, and Business Opportunities</title>
<link>https://news.bangboxonline.com/Bet365-Script-71383</link>
<guid>https://news.bangboxonline.com/Bet365-Script-71383</guid>
<description><![CDATA[ Explore how a Bet365 clone script works, its must-have features, and how it compares to custom sportsbook development. A practical guide for entrepreneurs planning to launch a sports betting platform with a proven, scalable framework. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a31370ee3f91.jpg" length="89799" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 16:44:25 +0500</pubDate>
<dc:creator>michal steve</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Sports betting keeps growing as a global industry, and entrepreneurs entering this space often face the same decision early on: build a sportsbook platform from the ground up, or start from something already proven. That's where a Bet365 clone script comes in, it gives operators a working betting platform structure to launch from, instead of spending months on architecture decisions before a single user places a bet. This blog walks through what the script is, how it works, what features matter most, and how it compares to custom sportsbook development.</span></p>
<h2 dir="ltr"><span>What Is a Bet365 Clone Script?</span></h2>
<p dir="ltr"><span>At its core, a Bet365 clone script is a pre-built sports betting software solution that mirrors the structure, layout, and core functionality of the Bet365 platform. It comes with the front-end interface, the admin back-end, the betting engine, and the payment processing setup needed to run an online sportsbook. The idea isn't to copy Bet365 outright, but to use its proven framework as a starting point, then layer on custom branding, odds logic, and features that fit a specific market.</span></p>
<p dir="ltr"><span>This kind of white-label betting platform tends to attract startups and iGaming entrepreneurs first, though established gaming companies use it too when adding sports betting alongside an existing casino product without rebuilding everything from scratch.</span></p>
<h2 dir="ltr"><span>How Does a Bet365 Clone Script Work?</span></h2>
<p dir="ltr"><span>Underneath the interface, the script runs on a modular setup. A sports data feed connects to third-party providers and pulls in real-time odds, live scores, and match statistics. That data feeds into a betting odds engine, which recalculates odds as events unfold and betting volume shifts.</span></p>
<p dir="ltr"><span>When a user places a wager, the transaction moves through a payment layer linked to multiple gateways, handling deposits, withdrawals, and in-play betting adjustments. Operators manage all of this through an admin dashboard, setting commission rates, tracking risk exposure, and configuring which markets are live. Most clone scripts today are built mobile-first, since that's where most betting traffic happens.</span></p>
<h2 dir="ltr"><span>What Features Should a Bet365 Clone Script Include?</span></h2>
<p dir="ltr"><span>Not every clone script is built the same, and the feature list matters more than people expect. Live betting is non-negotiable at this point, wagering on a match while it's still being played has become one of the biggest revenue drivers in the industry. Coverage across multiple sports, from football and cricket to tennis and esports, also widens who the platform can attract.</span></p>
<p dir="ltr"><span>A few things separate a solid build from a forgettable one: multi-currency and multi-language support for international users, a KYC and AML compliance module for operating in regulated markets, casino and sportsbook integration for operators wanting both verticals under one account system, and an affiliate or referral program paired with decent reporting tools to track where users come from and how the book is performing.</span></p>
<h2 dir="ltr"><span>Bet365 Clone Script vs Custom Sportsbook Development: Which Is Better?</span></h2>
<p dir="ltr"><span>There's no universal answer here, it comes down to what the business needs now versus later. A </span><a href="https://www.beleaftechnologies.com/bet365-clone"><span>Bet365 clone script gets to market faster</span></a><span> because the core framework is already built and tested, a strong fit for operators who want to validate demand or launch quickly without absorbing the risk of a ground-up build.</span></p>
<p dir="ltr"><span>Custom sportsbook development goes the other direction, handing the operator full control over architecture and feature design which matters for businesses with unusual compliance requirements or a product vision a template can't stretch to fit. In practice, a lot of operators end up somewhere in between, launching on a clone script first and customizing pieces of it as the business grows.</span></p>
<h2 dir="ltr"><span>What Are the Business Benefits of Launching with a Bet365 Clone Script?</span></h2>
<p dir="ltr"><span>Speed is the obvious one. With the betting engine, odds system, and payment infrastructure already in place, operators skip much of the technical risk that comes with building from zero. There's also less guesswork, since the framework has already been tested in live conditions elsewhere.</span></p>
<p dir="ltr"><span>The architecture tends to scale well too, adding new sports markets, regional payment options, or additional languages later doesn't require touching the core system. Because the interface already feels familiar to bettors who've used similar platforms before, onboarding new users tends to go more smoothly. And since the foundation has already been through real-world testing, operators generally run into fewer surprises after launch compared to building from scratch.</span></p>
<h2 dir="ltr"><span>How to Choose the Right Bet365 Clone Script Development Company?</span></h2>
<p dir="ltr"><span>This decision shapes everything that follows, so it's worth slowing down here. A company's past sportsbook or iGaming projects say a lot about how they actually build, not just what they claim to offer. It's also worth asking about source code ownership, post-launch support, and whether they can integrate licensed sports data feeds and regulated payment gateways.</span></p>
<p dir="ltr"><span>Regulatory experience matters more in this industry than most. A development partner who already understands regional gaming laws and licensing requirements can save an operator from legal headaches that show up months after launch. How transparent a company is about customization scope, realistic timelines, and long-term maintenance also says a lot about how the partnership will go.</span></p>
<h2 dir="ltr"><span>Why Partner with Beleaf Technologies for Bet365 Clone Script Development?</span></h2>
<p dir="ltr"><span>Beleaf Technologies works specifically in iGaming and sports betting platform development, building Bet365 clone script solutions around live betting, multi-sport coverage, secure payment integration, and compliance-ready architecture, combining the speed of a ready-made framework with enough flexibility to adjust branding, odds management, and regional features.</span></p>
<p dir="ltr"><span>For entrepreneurs sizing up their entry into online sports betting, working with a team that's done this before like Beleaf Technologies tends to close the gap between technical execution and long-term business goals, from first launch through whatever scaling comes after.</span></p>
<h2 dir="ltr"><span>Final Thoughts</span></h2>
<p dir="ltr"><span>A Bet365 clone script offers a realistic way into a competitive market without the long runway full custom development demands. Once the architecture, must-have features, and trade-offs against building from scratch are clear, the decision usually comes down to what stage the business is at and which approach fits that stage best.</span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>How I Made $28K/Month Dropshipping with AliDrop (Real Numbers, No BS)</title>
<link>https://news.bangboxonline.com/28k-month-dropshipping-alidrop-case-study</link>
<guid>https://news.bangboxonline.com/28k-month-dropshipping-alidrop-case-study</guid>
<description><![CDATA[ Discover how I scaled my dropshipping store to $28K/month using AliDrop. Real strategy, numbers, and lessons—no hype, just actionable insights. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a312df311ccb.jpg" length="55346" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 16:06:24 +0500</pubDate>
<dc:creator>Timothy Prendergrast</dc:creator>
<media:keywords>dropshipping case study, AliDrop review, make money online, Shopify dropshipping, AliExpress automation, ecommerce success</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>Let’s get one thing straight — dropshipping is NOT easy money.</span></p>
<p class="isSelectedEnd"><span>If you’ve been scrolling through YouTube or TikTok, you’ve probably seen people claiming they made thousands overnight. I was skeptical too… until I actually tested it myself.</span></p>
<p class="isSelectedEnd"><span>This is a </span><strong><span>real breakdown of how I scaled to $28,000/month using AliDrop</span></strong><span>, what worked, what didn’t, and what you should know before starting.</span></p>
<p class="isSelectedEnd"><span>👉 Full breakdown here: </span><a href="https://startuplexa.com/alidrop"><span>https://startuplexa.com/alidrop</span></a></p>
<div contenteditable="false"><hr></div>
<h2><span>What is AliDrop (and Why I Used It)</span></h2>
<p class="isSelectedEnd"><span><a href="https://startuplexa.com/alidrop" target="_blank" rel="noopener">AliDrop</a> is an all-in-one dropshipping automation tool that connects your store with suppliers and helps automate product imports, pricing, and order fulfillment.</span></p>
<p class="isSelectedEnd"><span>Instead of manually handling everything, it simplifies:</span></p>
<ul data-spread="false">
<li><span>Product sourcing</span></li>
<li><span>Store management</span></li>
<li><span>Order processing</span></li>
<li><span>Inventory updates</span></li>
</ul>
<p class="isSelectedEnd"><span>For beginners, that automation is a huge advantage.</span></p>
<div contenteditable="false"><hr></div>
<h2><span>My Starting Point (Month 0)</span></h2>
<ul data-spread="false">
<li><span>Budget: $500</span></li>
<li><span>Experience: Beginner</span></li>
<li><span>Store: Fresh Shopify store</span></li>
<li><span>Products tested: 10+</span></li>
</ul>
<p class="isSelectedEnd"><span>I didn’t start with a “winning product.” I tested aggressively.</span></p>
<div contenteditable="false"><hr></div>
<h2><span>The Strategy That Got Me to $28K/Month</span></h2>
<h3><span>1. Product Testing (The Real Game)</span></h3>
<p class="isSelectedEnd"><span>Most people fail here.</span></p>
<p class="isSelectedEnd"><span>I tested multiple products weekly until I found 2 winners. AliDrop made it easy to import and test products quickly without wasting time.</span></p>
<div contenteditable="false"><hr></div>
<h3><span>2. Simple Store Setup</span></h3>
<p class="isSelectedEnd"><span>No fancy design.</span></p>
<ul data-spread="false">
<li><span>Clean product page</span></li>
<li><span>Clear offer</span></li>
<li><span>Fast checkout</span></li>
</ul>
<p class="isSelectedEnd"><span>Focus on conversion, not perfection.</span></p>
<div contenteditable="false"><hr></div>
<h3><span>3. Paid Ads (Scaling Phase)</span></h3>
<p class="isSelectedEnd"><span>Once I found a winner:</span></p>
<ul data-spread="false">
<li><span>Started with small ad budgets</span></li>
<li><span>Scaled gradually</span></li>
<li><span>Focused on data, not emotions</span></li>
</ul>
<div contenteditable="false"><hr></div>
<h3><span>4. Automation = Time Saved</span></h3>
<p class="isSelectedEnd"><span>AliDrop handled:</span></p>
<ul data-spread="false">
<li><span>Order fulfillment</span></li>
<li><span>Price syncing</span></li>
<li><span>Product imports</span></li>
</ul>
<p class="isSelectedEnd"><span>That allowed me to focus on </span><strong><span>marketing and scaling</span></strong><span>, not operations.</span></p>
<div contenteditable="false"><hr></div>
<h2><span>The Real Numbers</span></h2>
<p class="isSelectedEnd"><span>Here’s a rough breakdown of one of my best months:</span></p>
<ul data-spread="false">
<li><span>Revenue: $28,000</span></li>
<li><span>Product cost: ~$14,000</span></li>
<li><span>Ads: ~$8,000</span></li>
<li><span>Profit: ~$6,000</span></li>
</ul>
<p class="isSelectedEnd"><span>Not insane… but very real.</span></p>
<div contenteditable="false"><hr></div>
<h2><span>The Truth About AliDrop</span></h2>
<p class="isSelectedEnd"><span>Let’s keep it honest.</span></p>
<h3><span>Pros:</span></h3>
<ul data-spread="false">
<li><span>Saves time with automation</span></li>
<li><span>Beginner-friendly setup</span></li>
<li><span>Easy product imports</span></li>
</ul>
<h3><span>Cons:</span></h3>
<ul data-spread="false">
<li><span>Monthly subscription cost</span></li>
<li><span>Learning curve for complete beginners</span></li>
</ul>
<p class="isSelectedEnd"><span>Also, like any tool, results depend on YOU — not the software.</span></p>
<p class="isSelectedEnd"><span>Some users report issues like billing confusion or subscription problems, so always read terms carefully before subscribing.</span></p>
<div contenteditable="false"><hr></div>
<h2><span>Lessons I Learned (Important)</span></h2>
<ul data-spread="false">
<li><span>Dropshipping is a </span><strong><span>skill</span></strong><span>, not a shortcut</span></li>
<li><span>Product selection matters more than tools</span></li>
<li><span>Ads will make or break your business</span></li>
<li><span>Consistency beats hype</span></li>
</ul>
<div contenteditable="false"><hr></div>
<h2><span>Final Thoughts</span></h2>
<p class="isSelectedEnd"><span>Making $28K/month is possible — but it’s not magic.</span></p>
<p class="isSelectedEnd"><span>AliDrop helped me </span><strong><span>move faster and automate boring tasks</span></strong><span>, but the real growth came from testing, failing, and improving.</span></p>
<p class="isSelectedEnd"><span>If you’re serious about starting dropshipping, learn the fundamentals first — then use tools to scale.</span></p>
<p class="isSelectedEnd"><span>👉 Read the full guide here: </span><a href="https://startuplexa.com/alidrop"><span>https://startuplexa.com/alidrop</span></a></p>
<div contenteditable="false"><hr></div>
<p><span>Tools like <a href="https://startuplexa.com/alidrop" target="_blank" rel="noopener">AliDrop</a> can help, but your results depend on execution, strategy, and persistenc</span></p>]]> </content:encoded>
</item>

<item>
<title>What Are Sovereign Gold Bonds and How Do They Work ?</title>
<link>https://news.bangboxonline.com/what-are-sovereign-gold-bonds-and-how-do-they-work</link>
<guid>https://news.bangboxonline.com/what-are-sovereign-gold-bonds-and-how-do-they-work</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3126d3abb5f.jpg" length="43514" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 16:05:31 +0500</pubDate>
<dc:creator>aditya singh</dc:creator>
<media:keywords>Invest in Bonds</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Many people in India invest in gold for savings and future planning, and yeah they also look at gold related financial products besides physical gold. One example is the Sovereign Gold Bond, issued by the Government of India and tied to gold prices. Lots of people </span><a href="https://www.bajajbroking.in/invest-in-bonds"><span>Invest in Bonds</span></a><span> like Sovereign Gold Bonds because there are interest payments, plus the overall value is linked to gold. </span></p>
<p><b> </b></p>
<h2 dir="ltr"><span>What Are Sovereign Gold Bonds ?</span><b></b></h2>
<p dir="ltr"><a href="https://www.bajajbroking.in/sovereign-gold-bonds"><span>Sovereign Gold Bonds</span></a><span> are basically government-backed investment instruments that move with gold prices. The Reserve Bank of India issues them, on behalf of the Government of India. Instead of buying physical gold, like jewellery or coins, investors purchase Sovereign Gold Bonds in digital form. So the money stays invested, but the value shifts along with the gold market.</span><b></b></p>
<h2 dir="ltr"><span>Why People Invest in Sovereign Gold Bonds</span></h2>
<p><b> </b></p>
<p dir="ltr"><span>People usually pick Sovereign Gold Bonds for reasons like</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>gold-linked investment</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>regular fixed interest payouts</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>digital format, easy tracking</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>long-term savings planning</span></p>
</li>
</ul>
<p dir="ltr"><span>In short, it becomes a substitute for physical gold investment, without the same storage headache.</span></p>
<p><b> </b></p>
<h2 dir="ltr"><span>How Sovereign Gold Bonds Work</span><b></b></h2>
<p dir="ltr"><span>When someone buys a Sovereign Gold Bond, the amount invested is connected to the prevailing gold price. The investment remains in digital form during the whole tenure. During this period, </span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>investors receive fixed interest payments</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>the bond value changes with gold prices</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>The final (maturity) value depends on how gold performs</span></p>
</li>
</ul>
<p dir="ltr"><span>At maturity, investors are paid based on the gold price at that point.</span></p>
<h2 dir="ltr"><span>Who Issues Sovereign Gold Bonds ?</span><b></b></h2>
<p dir="ltr"><span>Sovereign Gold Bonds are issued by the</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reserve Bank of India</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Government of India</span></p>
</li>
</ul>
<p dir="ltr"><span>They are released in multiple series during different time windows.</span></p>
<p><b> </b></p>
<h2 dir="ltr"><span>How People Buy Sovereign Gold Bonds</span><b></b></h2>
<p dir="ltr"><span>Buying them is possible through</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>banks</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>stock exchanges</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>post offices</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>online investment platforms</span></p>
</li>
</ul>
<p dir="ltr"><span>Many investors now go the online route, using digital investment apps or trading platforms.</span><b></b></p>
<h2 dir="ltr"><span>Things Needed to Buy Sovereign Gold Bonds</span><b></b></h2>
<p dir="ltr"><span>Before investing, most people typically need</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>PAN card</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>bank account</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>identity proof</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>demat account in some cases</span></p>
</li>
</ul>
<p dir="ltr"><span>These details help complete the process smoothly and keep the transaction proper.</span><b></b></p>
<h2 dir="ltr"><span>What Is the Investment Period ?</span><b></b></h2>
<p dir="ltr"><span>Sovereign Gold Bonds come with a fixed investment period. Usually the maturity timeline is for several years. During the investment period</span><b></b></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>investors receive interest payments</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>the bond value moves with gold prices</span></p>
</li>
</ul>
<p dir="ltr"><span>The maturity duration is mentioned clearly in the bond related details before you invest.</span><b></b></p>
<h2 dir="ltr"><span>How Interest Payments Work</span><b></b></h2>
<p dir="ltr"><span>Sovereign Gold Bonds offer fixed interest to investors. The interest is credited at fixed intervals. So investors generally receive</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>fixed interest payments</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>maturity value linked to gold prices</span></p>
</li>
</ul>
<p dir="ltr"><span>The schedule for payments is shared before investing.</span><b></b></p>
<h2 dir="ltr"><span>What Happens at Maturity ?</span><b></b></h2>
<p dir="ltr"><span>Once Sovereign Gold Bonds hit maturity</span><b></b></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>investors receive the maturity amount</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>the amount depends on the gold price at that time</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>the investment period ends</span></p>
</li>
</ul>
<p dir="ltr"><span>So yeah, the final value can rise or fall based on market gold movement.</span><b></b></p>
<h2 dir="ltr"><span>Can Sovereign Gold Bonds Be Sold Before Maturity ?</span><b></b></h2>
<p dir="ltr"><span>Some Sovereign Gold Bonds can be sold earlier, mainly through stock exchanges. That means an investor might sell before maturity. In those cases</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>bond prices may go up or down</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>gold prices influence the bond value</span></p>
</li>
</ul>
<p dir="ltr"><span>Some people hold till maturity, while others decide to sell earlier, for liquidity or other reasons.</span><b><br></b></p>
<h2 dir="ltr"><span>Difference Between Physical Gold and Sovereign Gold Bonds</span><b></b></h2>
<p dir="ltr"><span>Physical gold is purchased as</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>jewellery</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>coins</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>gold bars</span></p>
</li>
</ul>
<p dir="ltr"><span>Sovereign Gold Bonds, however, are digital investment instruments that track gold prices. Physical gold can require storage , and handling too, while Sovereign Gold Bonds remain digital and easier to manage.</span><b></b></p>
<h2 dir="ltr"><span>Why Investors Track Gold Prices</span><b></b></h2>
<p dir="ltr"><span>Since gold prices affect the bond value, investors often follow</span><b></b></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>gold price movement</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>bond value changes</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>maturity details</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>interest payment timing</span></p>
</li>
</ul>
<p dir="ltr"><span>This helps them understand how their inv</span></p>]]> </content:encoded>
</item>

<item>
<title>Coffee Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Coffee-Price-Coffee-Price</link>
<guid>https://news.bangboxonline.com/Coffee-Price-Coffee-Price</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="43514" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 15:48:35 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Coffee Price</media:keywords>
<content:encoded><![CDATA[<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1056}"></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1090}"><a href="https://www.chemanalyst.com/Pricing-data/coffee-1604" bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:265,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:265,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}">According to ChemAnalyst,Coffee Price</strong></a><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:1178,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}"><span bis_size="{&quot;x&quot;:273,&quot;y&quot;:50,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:575,&quot;abs_y&quot;:1092}"> </span>trend in 2026 is expected to remain one of the most closely monitored indicators in the global agricultural commodities market. Coffee is among the most widely traded agricultural products worldwide and serves as a key raw material for the beverage industry. The global<span bis_size="{&quot;x&quot;:759,&quot;y&quot;:70,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1061,&quot;abs_y&quot;:1112}"> </span></span><strong bis_size="{&quot;x&quot;:763,&quot;y&quot;:70,&quot;w&quot;:81,&quot;h&quot;:16,&quot;abs_x&quot;:1065,&quot;abs_y&quot;:1112}">Coffee Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:70,&quot;w&quot;:1188,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1112}"><span bis_size="{&quot;x&quot;:845,&quot;y&quot;:70,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1147,&quot;abs_y&quot;:1112}"> </span>is influenced by a complex combination of factors, including weather conditions in major producing countries, crop yields, global consumption trends, transportation costs, labor availability, currency fluctuations, and international trade dynamics. As coffee consumption continues to rise across both developed and emerging economies, the<span bis_size="{&quot;x&quot;:588,&quot;y&quot;:110,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:890,&quot;abs_y&quot;:1152}"> </span></span><strong bis_size="{&quot;x&quot;:592,&quot;y&quot;:110,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:894,&quot;abs_y&quot;:1152}">Coffee Trend Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:110,&quot;w&quot;:1160,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1152}"><span bis_size="{&quot;x&quot;:715,&quot;y&quot;:110,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1017,&quot;abs_y&quot;:1152}"> </span>is expected to remain a critical benchmark for growers, traders, roasters, beverage manufacturers, and procurement professionals throughout 2026.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:165,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1207}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:160,&quot;w&quot;:352,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1202}">Overview of the Coffee Market</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:203,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1245}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:205,&quot;w&quot;:1178,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1247}">Coffee is produced from the seeds of coffee cherries harvested from coffee plants, primarily belonging to the Arabica and Robusta varieties. It is one of the most consumed beverages globally and plays a vital role in the food and beverage industry.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:257,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1299}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:259,&quot;w&quot;:194,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1301}">Coffee is extensively utilized in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:291,&quot;w&quot;:1190,&quot;h&quot;:160,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1333}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:291,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1333}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:293,&quot;w&quot;:158,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1335}">Brewed coffee beverages</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:311,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1353}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:313,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1355}">Instant coffee production</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:331,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1373}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:333,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1375}">Ready-to-drink coffee products</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:351,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1393}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:353,&quot;w&quot;:167,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1395}">Specialty coffee beverages</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:371,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1413}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:373,&quot;w&quot;:125,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1415}">Coffee concentrates</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:391,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1433}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:393,&quot;w&quot;:196,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1435}">Flavored beverage formulations</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:411,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1453}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:413,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1455}">Food and bakery applications</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:431,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1473}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:433,&quot;w&quot;:211,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1475}">Nutritional and functional products</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:465,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1507}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:467,&quot;w&quot;:810,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1509}">The increasing popularity of premium coffee products, café culture, and specialty beverages continues to support the growth of the<span bis_size="{&quot;x&quot;:814,&quot;y&quot;:467,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1116,&quot;abs_y&quot;:1509}"> </span></span><strong bis_size="{&quot;x&quot;:818,&quot;y&quot;:467,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:1120,&quot;abs_y&quot;:1509}">Coffee Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:953,&quot;y&quot;:467,&quot;w&quot;:70,&quot;h&quot;:16,&quot;abs_x&quot;:1255,&quot;abs_y&quot;:1509}"><span bis_size="{&quot;x&quot;:953,&quot;y&quot;:467,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1255,&quot;abs_y&quot;:1509}"> </span>worldwide.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:503,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1545}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:498,&quot;w&quot;:399,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1540}">Global Coffee Price Trend Analysis</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:541,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1583}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:543,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1585}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:543,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:1585}"> </span></span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:543,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1585}">Coffee Trend Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:543,&quot;w&quot;:1146,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1585}"><span bis_size="{&quot;x&quot;:200,&quot;y&quot;:543,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:502,&quot;abs_y&quot;:1585}"> </span>has experienced considerable volatility in recent years due to weather-related disruptions, production uncertainties, changing consumer demand, logistics challenges, and international trade developments.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:595,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1637}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:597,&quot;w&quot;:248,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1639}">Key factors affecting the market include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:629,&quot;w&quot;:1190,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1671}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:629,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1671}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:631,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1673}">Coffee bean production levels</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:649,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1691}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:651,&quot;w&quot;:116,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1693}">Climatic conditions</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:669,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1711}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:671,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1713}">Export and import activity</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:689,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1731}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:691,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1733}">Supply chain efficiency</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:709,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1751}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:711,&quot;w&quot;:196,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1753}">Freight and transportation costs</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:729,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1771}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:731,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1773}">Global consumption patterns</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:763,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1805}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:765,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1807}">In 2026, the<span bis_size="{&quot;x&quot;:81,&quot;y&quot;:765,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:1807}"> </span></span><strong bis_size="{&quot;x&quot;:85,&quot;y&quot;:765,&quot;w&quot;:81,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1807}">Coffee Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:167,&quot;y&quot;:765,&quot;w&quot;:885,&quot;h&quot;:16,&quot;abs_x&quot;:469,&quot;abs_y&quot;:1807}"><span bis_size="{&quot;x&quot;:167,&quot;y&quot;:765,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:469,&quot;abs_y&quot;:1807}"> </span>is expected to remain sensitive to production conditions in major coffee-growing regions while continuing to benefit from strong global demand.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:801,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1843}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:796,&quot;w&quot;:421,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1838}">Key Factors Influencing Coffee Price</strong></h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:839,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1881}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:837,&quot;w&quot;:212,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1879}">Coffee Bean Production</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:875,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1917}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:877,&quot;w&quot;:404,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1919}">Coffee production remains the most important determinant of the<span bis_size="{&quot;x&quot;:408,&quot;y&quot;:877,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:710,&quot;abs_y&quot;:1919}"> </span></span><strong bis_size="{&quot;x&quot;:412,&quot;y&quot;:877,&quot;w&quot;:81,&quot;h&quot;:16,&quot;abs_x&quot;:714,&quot;abs_y&quot;:1919}">Coffee Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:494,&quot;y&quot;:877,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:796,&quot;abs_y&quot;:1919}">.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:909,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1951}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:911,&quot;w&quot;:180,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1953}">Production levels depend on:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:943,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1985}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:943,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1985}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:945,&quot;w&quot;:70,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1987}">Crop yields</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:963,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2005}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:965,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2007}">Farm productivity</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:983,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2025}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:985,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2027}">Agricultural practices</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1003,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2045}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1005,&quot;w&quot;:92,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2047}">Harvest quality</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1023,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2065}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1025,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2067}">Growing conditions</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1057,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2099}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1059,&quot;w&quot;:479,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2101}">Any reduction in coffee output can tighten supply and influence global pricing.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1094,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2136}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1092,&quot;w&quot;:174,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2134}">Weather Conditions</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1130,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2172}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1132,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2174}">Weather plays a significant role in shaping coffee production and market performance.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1164,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2206}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1166,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2208}">Adverse climatic events such as:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1198,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2240}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1198,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2240}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1200,&quot;w&quot;:56,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2242}">Droughts</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1218,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2260}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1220,&quot;w&quot;:31,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2262}">Frost</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1238,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2280}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1240,&quot;w&quot;:108,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2282}">Excessive rainfall</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1258,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2300}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1260,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2302}">Heatwaves</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1278,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2320}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1280,&quot;w&quot;:44,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2322}">Storms</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1312,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2354}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1314,&quot;w&quot;:482,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2356}">can negatively affect crop quality and yields, contributing to fluctuations in the<span bis_size="{&quot;x&quot;:486,&quot;y&quot;:1314,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:788,&quot;abs_y&quot;:2356}"> </span></span><strong bis_size="{&quot;x&quot;:490,&quot;y&quot;:1314,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:792,&quot;abs_y&quot;:2356}">Coffee Trend Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:613,&quot;y&quot;:1314,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:915,&quot;abs_y&quot;:2356}">.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1349,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2391}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1347,&quot;w&quot;:323,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2389}">Demand from the Beverage Industry</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1385,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2427}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1387,&quot;w&quot;:428,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2429}">The beverage sector remains the largest consumer of coffee globally.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1419,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2461}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1421,&quot;w&quot;:213,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2463}">Demand continues to grow due to:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1453,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2495}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2495}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1455,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2497}">Rising café culture</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1473,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2515}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1475,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2517}">Expanding coffee shop chains</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1493,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2535}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1495,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2537}">Premium coffee consumption</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1513,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2555}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1515,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2557}">Ready-to-drink coffee products</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1533,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2575}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1535,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2577}">Specialty beverage innovation</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1567,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2609}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1569,&quot;w&quot;:341,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2611}">These trends continue supporting the expansion of the<span bis_size="{&quot;x&quot;:345,&quot;y&quot;:1569,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:647,&quot;abs_y&quot;:2611}"> </span></span><strong bis_size="{&quot;x&quot;:349,&quot;y&quot;:1569,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:651,&quot;abs_y&quot;:2611}">Coffee Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:484,&quot;y&quot;:1569,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:786,&quot;abs_y&quot;:2611}">.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1603,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2645}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1601,&quot;w&quot;:314,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2643}">Transportation and Logistics Costs</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1640,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2682}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1642,&quot;w&quot;:512,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2684}">Coffee is traded globally and relies heavily on efficient transportation infrastructure.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1674,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2716}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1676,&quot;w&quot;:287,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2718}">Factors influencing logistics expenses include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1708,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2750}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1708,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2750}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1710,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2752}">Ocean freight rates</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1728,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2770}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1730,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2772}">Fuel prices</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1748,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2790}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1750,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2792}">Port congestion</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1768,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2810}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1770,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2812}">Warehousing costs</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1788,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2830}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1790,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2832}">Container availability</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1822,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2864}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1824,&quot;w&quot;:495,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2866}">Transportation disruptions can significantly impact coffee availability and pricing.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1858,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2900}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1856,&quot;w&quot;:198,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2898}">Currency Fluctuations</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1894,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2936}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1896,&quot;w&quot;:462,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2938}">International coffee trade is often influenced by exchange rate movements.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1928,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2970}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1930,&quot;w&quot;:241,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2972}">Changes in currency values can affect:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1962,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3004}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1962,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3004}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1964,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3006}">Export competitiveness</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1982,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3024}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1984,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3026}">Producer profitability</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2002,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3044}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2004,&quot;w&quot;:76,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3046}">Import costs</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2022,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3064}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2024,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3066}">International trade flows</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2056,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3098}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2058,&quot;w&quot;:453,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3100}">As a result, currency volatility remains an important factor influencing the<span bis_size="{&quot;x&quot;:457,&quot;y&quot;:2058,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:759,&quot;abs_y&quot;:3100}"> </span></span><strong bis_size="{&quot;x&quot;:461,&quot;y&quot;:2058,&quot;w&quot;:81,&quot;h&quot;:16,&quot;abs_x&quot;:763,&quot;abs_y&quot;:3100}">Coffee Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:543,&quot;y&quot;:2058,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:845,&quot;abs_y&quot;:3100}">.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2094,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3136}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2089,&quot;w&quot;:386,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3131}">Major Coffee Producing Countries</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2132,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3174}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2134,&quot;w&quot;:465,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3176}">Global coffee production is concentrated in several key agricultural regions.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2166,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3208}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2168,&quot;w&quot;:270,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3210}">Leading coffee-producing countries include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2200,&quot;w&quot;:1190,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3242}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2200,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3242}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2202,&quot;w&quot;:35,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3244}">Brazil</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2220,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3262}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2222,&quot;w&quot;:51,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3264}">Vietnam</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2240,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3282}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2242,&quot;w&quot;:59,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3284}">Colombia</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2260,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3302}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2262,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3304}">Indonesia</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2280,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3322}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2282,&quot;w&quot;:50,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3324}">Ethiopia</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2300,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3342}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2302,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3344}">Honduras</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2334,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3376}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2336,&quot;w&quot;:515,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3378}">These countries play a crucial role in determining global supply and influencing the<span bis_size="{&quot;x&quot;:519,&quot;y&quot;:2336,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:821,&quot;abs_y&quot;:3378}"> </span></span><strong bis_size="{&quot;x&quot;:523,&quot;y&quot;:2336,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:825,&quot;abs_y&quot;:3378}">Coffee Trend Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:646,&quot;y&quot;:2336,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:948,&quot;abs_y&quot;:3378}">.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2371,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3413}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2369,&quot;w&quot;:223,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3411}">Brazil's Market Influence</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2407,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3449}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2409,&quot;w&quot;:391,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3451}">Brazil remains the world's largest coffee producer and exporter.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2441,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3483}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2443,&quot;w&quot;:937,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3485}">Changes in Brazilian coffee production often have a direct impact on global market conditions due to the country's significant share of worldwide supply.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2477,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3519}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2475,&quot;w&quot;:205,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3517}">Vietnam's Contribution</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2514,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3556}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2516,&quot;w&quot;:735,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3558}">Vietnam remains a major producer of Robusta coffee and plays an essential role in supporting global coffee availability.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2548,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3590}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2550,&quot;w&quot;:380,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3592}">Its production performance continues influencing the broader<span bis_size="{&quot;x&quot;:384,&quot;y&quot;:2550,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:686,&quot;abs_y&quot;:3592}"> </span></span><strong bis_size="{&quot;x&quot;:388,&quot;y&quot;:2550,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:690,&quot;abs_y&quot;:3592}">Coffee Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:523,&quot;y&quot;:2550,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:825,&quot;abs_y&quot;:3592}">.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2585,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3627}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2580,&quot;w&quot;:413,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3622}">North America Coffee Price Outlook</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2624,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3666}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2626,&quot;w&quot;:472,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3668}">North America remains one of the largest coffee-consuming regions globally.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2658,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3700}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2660,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3702}">Several factors are expected to influence the<span bis_size="{&quot;x&quot;:285,&quot;y&quot;:2660,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:587,&quot;abs_y&quot;:3702}"> </span></span><strong bis_size="{&quot;x&quot;:288,&quot;y&quot;:2660,&quot;w&quot;:81,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3702}">Coffee Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:370,&quot;y&quot;:2660,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:672,&quot;abs_y&quot;:3702}"><span bis_size="{&quot;x&quot;:370,&quot;y&quot;:2660,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:672,&quot;abs_y&quot;:3702}"> </span>in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2692,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3734}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2692,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3734}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2694,&quot;w&quot;:132,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3736}">Retail coffee demand</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2712,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3754}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2714,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3756}">Coffee shop expansion</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2732,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3774}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2734,&quot;w&quot;:76,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3776}">Import costs</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2752,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3794}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2754,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3796}">Consumer spending patterns</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2772,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3814}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2774,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3816}">Transportation expenses</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2806,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3848}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2808,&quot;w&quot;:492,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3850}">The region's mature coffee culture continues supporting strong market demand.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2843,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3885}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2838,&quot;w&quot;:326,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3880}">Europe Coffee Price Outlook</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2881,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3923}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2883,&quot;w&quot;:471,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3925}">Europe remains a significant market for coffee consumption and processing.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2915,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3957}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2917,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3959}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:2917,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:3959}"> </span></span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:2917,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3959}">Coffee Trend Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:159,&quot;y&quot;:2917,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:461,&quot;abs_y&quot;:3959}"><span bis_size="{&quot;x&quot;:159,&quot;y&quot;:2917,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:461,&quot;abs_y&quot;:3959}"> </span>in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2949,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3991}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2949,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3991}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2951,&quot;w&quot;:141,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3993}">Coffee roasting activity</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2969,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4011}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2971,&quot;w&quot;:152,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4013}">Premium coffee demand</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2989,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4031}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2991,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4033}">Sustainability initiatives</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3009,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4051}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3011,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4053}">Import dependency</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3029,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4071}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3031,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4073}">Specialty coffee consumption</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3063,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4105}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3065,&quot;w&quot;:719,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4107}">European consumers continue showing strong interest in high-quality coffee products and ethical sourcing practices.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3101,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4143}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3096,&quot;w&quot;:381,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4138}">Asia-Pacific Coffee Price Outlook</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3139,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4181}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3141,&quot;w&quot;:524,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4183}">Asia-Pacific is expected to remain one of the fastest-growing coffee markets globally.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3173,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4215}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3175,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4217}">Countries such as:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3207,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4249}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3207,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4249}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3209,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4251}">China</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3227,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4269}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3229,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4271}">India</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3247,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4289}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3249,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4291}">Japan</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3267,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4309}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3269,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4311}">South Korea</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3287,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4329}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3289,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4331}">Indonesia</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3321,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4363}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3323,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4365}">continue experiencing growth in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3355,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4397}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3355,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4397}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3357,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4399}">Coffee shop chains</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3375,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4417}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3377,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4419}">Specialty coffee consumption</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3395,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4437}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3397,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4439}">Ready-to-drink beverages</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3415,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4457}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3417,&quot;w&quot;:125,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4459}">Urban coffee culture</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3435,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4477}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3437,&quot;w&quot;:172,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4479}">Premium beverage demand</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3469,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4511}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3471,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4513}">These developments are expected to strengthen the<span bis_size="{&quot;x&quot;:331,&quot;y&quot;:3471,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:633,&quot;abs_y&quot;:4513}"> </span></span><strong bis_size="{&quot;x&quot;:335,&quot;y&quot;:3471,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:4513}">Coffee Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:470,&quot;y&quot;:3471,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:772,&quot;abs_y&quot;:4513}"><span bis_size="{&quot;x&quot;:470,&quot;y&quot;:3471,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:772,&quot;abs_y&quot;:4513}"> </span>throughout 2026.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3507,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4549}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3502,&quot;w&quot;:443,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4544}">Coffee Industry Driving Market Growth</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3545,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4587}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3547,&quot;w&quot;:450,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4589}">The coffee industry remains the primary force supporting global demand.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3582,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4624}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3580,&quot;w&quot;:232,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4622}">Specialty Coffee Segment</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3618,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4660}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3620,&quot;w&quot;:450,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4662}">Consumers increasingly seek premium and artisanal coffee experiences.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3652,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4694}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3654,&quot;w&quot;:636,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4696}">Specialty coffee products continue commanding strong market interest and supporting pricing strength.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3688,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4730}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3686,&quot;w&quot;:281,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4728}">Ready-to-Drink Coffee Products</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3725,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4767}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3727,&quot;w&quot;:614,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4769}">Convenient ready-to-drink coffee beverages continue gaining popularity across various age groups.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3761,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4803}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3759,&quot;w&quot;:291,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4801}">Café and Coffee Shop Expansion</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3797,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4839}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3799,&quot;w&quot;:751,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4841}">Global coffee chains and independent cafés continue expanding their presence in both developed and emerging markets.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3834,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4876}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3832,&quot;w&quot;:206,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4874}">Premiumization Trends</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3870,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4912}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3872,&quot;w&quot;:703,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4914}">Consumers are increasingly willing to pay more for high-quality coffee products, supporting overall market growth.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3904,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4946}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3906,&quot;w&quot;:390,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4948}">These developments continue contributing to the growth of the<span bis_size="{&quot;x&quot;:394,&quot;y&quot;:3906,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:696,&quot;abs_y&quot;:4948}"> </span></span><strong bis_size="{&quot;x&quot;:398,&quot;y&quot;:3906,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:700,&quot;abs_y&quot;:4948}">Coffee Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:533,&quot;y&quot;:3906,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:835,&quot;abs_y&quot;:4948}">.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3942,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4984}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3937,&quot;w&quot;:382,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4979}">Track Real Time Prices Of Coffee</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3980,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5022}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Coffee" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3982,&quot;w&quot;:493,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5024}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3982,&quot;w&quot;:493,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5024}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Coffee</strong></a></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4017,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5059}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4012,&quot;w&quot;:369,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5054}">Food and Beverage Applications</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4056,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5098}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4058,&quot;w&quot;:643,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5100}">Beyond traditional beverages, coffee is increasingly used across multiple food and beverage categories.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4090,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5132}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4092,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5134}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4124,&quot;w&quot;:1190,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5166}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4124,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5166}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4126,&quot;w&quot;:101,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5168}">Bakery products</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4144,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5186}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4146,&quot;w&quot;:141,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5188}">Ice cream formulations</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4164,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5206}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4166,&quot;w&quot;:105,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5208}">Dessert products</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4184,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5226}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4186,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5228}">Confectionery items</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4204,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5246}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4206,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5248}">Functional beverages</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4224,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5266}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4226,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5268}">Nutritional supplements</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4258,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5300}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4260,&quot;w&quot;:563,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5302}">The diversification of coffee applications continues creating additional growth opportunities.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4295,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5337}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4290,&quot;w&quot;:550,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5332}">Consumer Trends Influencing the Coffee Market</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4334,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5376}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4336,&quot;w&quot;:481,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5378}">Several consumer trends are shaping the future outlook of the coffee industry.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4370,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5412}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4368,&quot;w&quot;:266,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5410}">Premium Coffee Consumption</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4406,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5448}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4408,&quot;w&quot;:456,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5450}">Demand for specialty blends and high-quality coffee continues increasing.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4443,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5485}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4441,&quot;w&quot;:227,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5483}">Sustainability Awareness</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4479,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5521}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4481,&quot;w&quot;:584,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5523}">Consumers increasingly prefer responsibly sourced and sustainably produced coffee products.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4516,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5558}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4514,&quot;w&quot;:283,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5556}">Convenience-Oriented Products</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4552,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5594}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4554,&quot;w&quot;:506,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5596}">Ready-to-drink beverages and instant coffee products continue gaining popularity.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4588,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5630}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4586,&quot;w&quot;:249,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5628}">Health and Wellness Trends</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4625,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5667}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4627,&quot;w&quot;:451,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5669}">Coffee is increasingly incorporated into functional beverage formulations.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4661,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5703}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4659,&quot;w&quot;:193,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5701}">Growing Urbanization</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4697,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5739}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4699,&quot;w&quot;:505,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5741}">Urban lifestyles continue driving coffee consumption across emerging economies.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4731,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5773}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4733,&quot;w&quot;:330,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5775}">These trends are expected to positively influence the<span bis_size="{&quot;x&quot;:334,&quot;y&quot;:4733,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:636,&quot;abs_y&quot;:5775}"> </span></span><strong bis_size="{&quot;x&quot;:338,&quot;y&quot;:4733,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:640,&quot;abs_y&quot;:5775}">Coffee Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:473,&quot;y&quot;:4733,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:775,&quot;abs_y&quot;:5775}"><span bis_size="{&quot;x&quot;:473,&quot;y&quot;:4733,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:775,&quot;abs_y&quot;:5775}"> </span>during the forecast period.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4769,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5811}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4764,&quot;w&quot;:637,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5806}">Supply Chain Challenges Affecting Market Performance</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4807,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5849}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4809,&quot;w&quot;:451,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5851}">Despite strong demand fundamentals, several challenges may affect the<span bis_size="{&quot;x&quot;:456,&quot;y&quot;:4809,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:758,&quot;abs_y&quot;:5851}"> </span></span><strong bis_size="{&quot;x&quot;:459,&quot;y&quot;:4809,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:761,&quot;abs_y&quot;:5851}">Coffee Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:594,&quot;y&quot;:4809,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:896,&quot;abs_y&quot;:5851}">.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4844,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5886}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4842,&quot;w&quot;:202,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5884}">Weather-Related Risks</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4880,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5922}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4882,&quot;w&quot;:464,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5924}">Climate variability remains one of the largest risks facing coffee production.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4916,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5958}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4914,&quot;w&quot;:156,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5956}">Labor Availability</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4953,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5995}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4955,&quot;w&quot;:732,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5997}">Coffee harvesting often requires significant labor resources, and workforce shortages can impact production efficiency.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4989,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6031}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4987,&quot;w&quot;:242,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6029}">Transportation Constraints</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5026,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6068}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5028,&quot;w&quot;:630,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6070}">Freight disruptions and logistics bottlenecks may influence product availability and procurement costs.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5062,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6104}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5060,&quot;w&quot;:223,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6102}">Rising Agricultural Costs</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5098,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6140}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5100,&quot;w&quot;:650,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6142}">Increasing expenses associated with fertilizers, energy, and farm inputs can affect production economics.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5132,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6174}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5134,&quot;w&quot;:479,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6176}">Managing these challenges remains essential for maintaining market stability.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5170,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6212}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5165,&quot;w&quot;:558,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6207}">Sustainability and Environmental Considerations</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5208,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6250}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5210,&quot;w&quot;:539,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6252}">Sustainability continues becoming increasingly important across the coffee value chain.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5242,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6284}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5244,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6286}">Industry participants are focusing on:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5276,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6318}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5276,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6318}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5278,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6320}">Responsible sourcing</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5296,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6338}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5298,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6340}">Environmental protection</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5316,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6358}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5318,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6360}">Carbon footprint reduction</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5336,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6378}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5338,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6380}">Farmer welfare programs</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5356,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6398}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5358,&quot;w&quot;:165,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6400}">Supply chain transparency</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5390,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6432}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5392,&quot;w&quot;:543,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6434}">These initiatives are expected to play a growing role in shaping future market dynamics.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5428,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6470}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5423,&quot;w&quot;:350,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6465}">Coffee Price Forecast for 2026</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5466,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6508}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5468,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6510}">The overall<span bis_size="{&quot;x&quot;:77,&quot;y&quot;:5468,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:6510}"> </span></span><strong bis_size="{&quot;x&quot;:81,&quot;y&quot;:5468,&quot;w&quot;:81,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:6510}">Coffee Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:162,&quot;y&quot;:5468,&quot;w&quot;:581,&quot;h&quot;:16,&quot;abs_x&quot;:464,&quot;abs_y&quot;:6510}"><span bis_size="{&quot;x&quot;:162,&quot;y&quot;:5468,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:464,&quot;abs_y&quot;:6510}"> </span>forecast for 2026 suggests a market influenced by both supply-side and demand-side factors.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5500,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6542}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5502,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6544}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5534,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6576}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5534,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6576}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5536,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6578}">Strong global coffee consumption</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5554,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6596}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5556,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6598}">Expansion of specialty coffee markets</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5574,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6616}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5576,&quot;w&quot;:259,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6618}">Growing ready-to-drink beverage demand</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5594,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6636}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5596,&quot;w&quot;:139,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6638}">Premiumization trends</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5614,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6656}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5616,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6658}">Rising production costs</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5648,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6690}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5650,&quot;w&quot;:903,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6692}">At the same time, favorable weather conditions and improved harvests in major producing countries could help moderate excessive price volatility.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5682,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6724}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5684,&quot;w&quot;:397,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6726}">Most market participants anticipate continued fluctuations in the<span bis_size="{&quot;x&quot;:401,&quot;y&quot;:5684,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:703,&quot;abs_y&quot;:6726}"> </span></span><strong bis_size="{&quot;x&quot;:405,&quot;y&quot;:5684,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:707,&quot;abs_y&quot;:6726}">Coffee Trend Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:529,&quot;y&quot;:5684,&quot;w&quot;:549,&quot;h&quot;:16,&quot;abs_x&quot;:831,&quot;abs_y&quot;:6726}">, reflecting crop performance, trade conditions, and evolving consumer demand patterns.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5719,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6761}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5714,&quot;w&quot;:481,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6756}">Future Opportunities in the Coffee Market</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5758,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6800}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5760,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6802}">The long-term outlook for the<span bis_size="{&quot;x&quot;:187,&quot;y&quot;:5760,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:489,&quot;abs_y&quot;:6802}"> </span></span><strong bis_size="{&quot;x&quot;:191,&quot;y&quot;:5760,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:6802}">Coffee Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:326,&quot;y&quot;:5760,&quot;w&quot;:387,&quot;h&quot;:16,&quot;abs_x&quot;:628,&quot;abs_y&quot;:6802}"><span bis_size="{&quot;x&quot;:326,&quot;y&quot;:5760,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:628,&quot;abs_y&quot;:6802}"> </span>remains highly positive due to several emerging opportunities.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5794,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6836}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5792,&quot;w&quot;:242,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6834}">Growth of Specialty Coffee</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5831,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6873}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5833,&quot;w&quot;:416,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6875}">Premium coffee products continue attracting consumers worldwide.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5867,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6909}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5865,&quot;w&quot;:283,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6907}">Expansion in Emerging Markets</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5903,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6945}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5905,&quot;w&quot;:649,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6947}">Rising incomes and changing lifestyles are increasing coffee consumption across developing economies.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5940,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6982}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5938,&quot;w&quot;:169,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6980}">Product Innovation</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5976,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7018}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5978,&quot;w&quot;:566,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7020}">Manufacturers continue introducing innovative coffee beverages and value-added products.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:6012,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7054}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:6010,&quot;w&quot;:290,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7052}">Sustainability-Focused Offerings</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6049,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7091}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6051,&quot;w&quot;:557,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7093}">Certified and responsibly sourced coffee products continue gaining consumer acceptance.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:6085,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7127}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:6083,&quot;w&quot;:344,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7125}">Digital Retail and E-Commerce Growth</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6122,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7164}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6124,&quot;w&quot;:618,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7166}">Online coffee sales channels continue expanding, improving product accessibility and market reach.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:6159,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7201}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:6154,&quot;w&quot;:357,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7196}">Regional Market Developments</strong></h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:6197,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7239}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:6195,&quot;w&quot;:125,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7237}">Latin America</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6234,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7276}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6236,&quot;w&quot;:669,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7278}">As a major coffee-producing region, Latin America continues influencing global supply and pricing dynamics.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:6270,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7312}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:6268,&quot;w&quot;:53,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7310}">Africa</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6307,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7349}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6309,&quot;w&quot;:581,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7351}">African coffee producers remain important suppliers of premium and specialty coffee varieties.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:6343,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7385}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:6341,&quot;w&quot;:39,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7383}">Asia</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6379,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7421}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6381,&quot;w&quot;:795,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7423}">Both coffee production and consumption continue expanding throughout Asia, creating new opportunities across the value chain.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6413,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7455}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6415,&quot;w&quot;:522,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7457}">These regional developments are expected to contribute to the overall growth of the<span bis_size="{&quot;x&quot;:526,&quot;y&quot;:6415,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:828,&quot;abs_y&quot;:7457}"> </span></span><strong bis_size="{&quot;x&quot;:530,&quot;y&quot;:6415,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:832,&quot;abs_y&quot;:7457}">Coffee Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:664,&quot;y&quot;:6415,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:966,&quot;abs_y&quot;:7457}">.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:6451,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7493}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:6446,&quot;w&quot;:126,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7488}">Conclusion</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6489,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7531}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6491,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7533}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:6491,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:7533}"> </span></span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:6491,&quot;w&quot;:81,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:7533}">Coffee Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6491,&quot;w&quot;:1176,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7533}"><span bis_size="{&quot;x&quot;:158,&quot;y&quot;:6491,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:460,&quot;abs_y&quot;:7533}"> </span>outlook for 2026 remains closely linked to production conditions, weather patterns, beverage industry demand, transportation costs, and evolving consumer preferences. Factors such as coffee bean availability, agricultural productivity, sustainability initiatives, and global consumption growth will continue influencing market performance throughout the year.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6563,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7605}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6565,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7607}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:6565,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:7607}"> </span></span><a href="https://www.chemanalyst.com/Pricing-data/coffee-1604" bis_size="{&quot;x&quot;:36,&quot;y&quot;:6565,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:7607}"><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:6565,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:7607}">Coffee Trend Price</strong></a><span style="font-weight: 400;" bis_size="{&quot;x&quot;:159,&quot;y&quot;:6565,&quot;w&quot;:901,&quot;h&quot;:16,&quot;abs_x&quot;:461,&quot;abs_y&quot;:7607}"><span bis_size="{&quot;x&quot;:159,&quot;y&quot;:6565,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:461,&quot;abs_y&quot;:7607}"> </span>is expected to experience periodic fluctuations based on harvest outcomes, trade activity, and regional supply-demand balances. Meanwhile, the<span bis_size="{&quot;x&quot;:1057,&quot;y&quot;:6565,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1359,&quot;abs_y&quot;:7607}"> </span></span><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:6565,&quot;w&quot;:1139,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7607}">Coffee Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6585,&quot;w&quot;:1167,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7627}"><span bis_size="{&quot;x&quot;:53,&quot;y&quot;:6585,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:355,&quot;abs_y&quot;:7627}"> </span>is projected to maintain strong long-term growth due to rising coffee consumption, expanding specialty coffee segments, increasing café culture, and growing demand from emerging economies.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6637,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7679}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6639,&quot;w&quot;:1126,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7681}">As consumers continue embracing premium coffee experiences, convenient beverage solutions, and sustainably sourced products, coffee will remain one of the world's most valuable agricultural commodities, supporting continued market expansion and long-term industry development throughout 2026 and beyond.</span></p>
<h1 bis_size="{&quot;x&quot;:8,&quot;y&quot;:6696,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7738}"></h1>]]> </content:encoded>
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<title>Astrology Website Development Company for Global Astrology Businesses</title>
<link>https://news.bangboxonline.com/astrology-website-development-company-for-global-astrology-businesses</link>
<guid>https://news.bangboxonline.com/astrology-website-development-company-for-global-astrology-businesses</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a31221137143.jpg" length="269164" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 15:46:07 +0500</pubDate>
<dc:creator>Dinoustech</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The astrology industry has changed a lot in the digital age. More users now go online for horoscopes, consultations, and personalized predictions. As demand grows worldwide, astrology businesses need to create strong and simple websites to stay competitive. A good  </span><a href="https://www.dinoustech.com/astrology-app-development.html"><span>Astology website development company</span></a><span> is key to building platforms that attract users and provide smooth, engaging experiences across various regions and cultures.</span></p>
<h3 dir="ltr"><span>The Growing Demand for Astrology Websites</span></h3>
<p dir="ltr"><span>Astrology has become very popular around the world, fueled by curiosity, spirituality, and the search for guidance in life. With millions of users seeking astrology services online, businesses must have strong digital platforms to meet this growing demand. A well-designed astrology website allows businesses to offer services like daily horoscopes, live consultations, kundli generation, tarot readings, and more.</span></p>
<p dir="ltr"><span>Global astrology businesses need websites that support multiple languages, currencies, and time zones to effectively serve diverse users. This makes it important to invest in flexible development solutions that can grow with the business and manage increasing traffic smoothly.</span></p>
<h3 dir="ltr"><span>Importance of Custom Website Development</span></h3>
<p dir="ltr"><span>Every astrology business offers something unique and targets different audiences, making custom website development essential. A tailored approach ensures that the website reflects the brand while providing a personal user experience. Features like simple navigation, responsive design, and interactive tools help users engage more with the site.</span></p>
<p dir="ltr"><span>Custom astrology websites can include features such as AI-based horoscope predictions, chat systems for live consultations, and secure payment options. These elements not only improve user satisfaction but also open up monetization opportunities through subscriptions, premium services, and consultations.</span></p>
<p dir="ltr"><span>Dinoustech specializes in creating custom astrology websites that meet the specific needs of global businesses. By emphasizing innovation and user experience, the company makes sure each site stands out in a crowded market.</span></p>
<h3 dir="ltr"><span>Key Technologies and Features</span></h3>
<p dir="ltr"><span>Modern astrology website development depends on the latest technologies to ensure high performance and scalability. Cloud-based systems let websites handle large amounts of traffic while remaining fast and reliable. Integrating with APIs provides seamless connections to third-party tools like payment systems and communication platforms.</span></p>
<p dir="ltr"><span>User-friendly dashboards are crucial for both customers and administrators. Customers can easily access services, manage their profiles, and track interactions, while administrators can monitor site performance, manage content, and study user behavior. Security is also vital, protecting user data and transactions at all times.</span></p>
<p dir="ltr"><span>Dinoustech uses the most recent technologies and best practices to create secure, scalable, and feature-rich astrology websites that serve global audiences.</span></p>
<h3 dir="ltr"><span>Enhancing User Engagement and Experience</span></h3>
<p dir="ltr"><span>User experience is key to any astrology website's success. A visually appealing design with easy navigation helps users quickly find what they need. Personalization is important for keeping users engaged, as tailored recommendations and content make the experience more relevant.</span></p>
<p dir="ltr"><span>Interactive features such as live chat, video consultations, and push notifications keep users involved. Moreover, mobile responsiveness ensures the website functions well on all devices, allowing users to access services anytime and anywhere.</span></p>
<p dir="ltr"><span>By focusing on user engagement, astrology businesses can build strong relationships with their audience and encourage return visits. This leads to higher customer retention and increased revenue.</span></p>
<h3 dir="ltr"><span>Global Reach and Business Growth</span></h3>
<p dir="ltr"><span>For astrology businesses looking to grow globally, having a scalable and efficient website is crucial. A well-designed platform can attract users from various parts of the world and provide them with localized experiences. Features like multilingual support and region-specific content help businesses connect with different audiences.</span></p>
<p dir="ltr"><span>A strong online presence also boosts brand credibility and visibility, making it easier to reach new markets. With the right development strategy, astrology websites can handle rising demand and adjust to market changes without losing performance.</span></p>
<p dir="ltr"><span>Dinoustech helps astrology businesses achieve global success by delivering quality website development solutions. The focus on scalability and innovation ensures businesses are ready for long-term growth.</span></p>
<h3 dir="ltr"><span>Future Trends in Astrology Website Development</span></h3>
<p dir="ltr"><span>The future of astrology website development is shaped by technological advancements and changing user expectations. Artificial intelligence and machine learning are increasingly important for offering more accurate and personalized predictions. Voice search and virtual assistants are making it easier for users to access astrology services.</span></p>
<p dir="ltr"><span>Another trend is the use of data analytics, which helps businesses understand user behavior and refine their offerings. As competition grows, businesses need to keep innovating and adopting new technologies to stay ahead.</span></p>
<p dir="ltr"><span>Investing in a forward-thinking astrology website development company allows businesses to take advantage of these trends and maintain a competitive edge in the global market.</span></p>
<h3 dir="ltr"><span>Conclusion</span></h3>
<p dir="ltr"><span>An astrology website development company is crucial for helping businesses create a strong online presence and reach a global audience. With the right mix of technology, design, and flexibility, astrology websites can provide excellent user experiences and support long-term growth.</span></p>
<p dir="ltr"><span>Dinoustech stands out as a reliable partner for astrology website development, offering innovative and scalable solutions tailored to the needs of global businesses. By emphasizing quality and performance, the company helps clients turn their vision into successful digital platforms that thrive in a rapidly changing market.</span></p>]]> </content:encoded>
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<item>
<title>Cocamide DEA Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook </title>
<link>https://news.bangboxonline.com/Cocamide-DEA-Price-71366</link>
<guid>https://news.bangboxonline.com/Cocamide-DEA-Price-71366</guid>
<description><![CDATA[ Cocamide DEA Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3125a68c341.jpg" length="76592" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 15:30:12 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Cocamide DEA Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:77,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1070}"><a href="https://www.chemanalyst.com/Pricing-data/cocamide-dea-2407" bis_size="{&quot;x&quot;:8,&quot;y&quot;:79,&quot;w&quot;:299,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1072}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:79,&quot;w&quot;:299,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1072}">According to ChemAnalyst Cocamide DEA Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:79,&quot;w&quot;:1186,&quot;h&quot;:96,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1072}"> trend in 2026 is expected to be influenced by raw material availability, coconut oil derivatives supply, manufacturing costs, demand from personal care and household cleaning industries, regulatory developments, and global trade dynamics. Cocamide DEA (Diethanolamide) is a nonionic surfactant and foam-boosting agent widely used in shampoos, liquid soaps, detergents, hand washes, cosmetics, and industrial cleaning products. Due to its ability to enhance foam stability, improve viscosity, and provide effective cleansing properties, Cocamide DEA remains an essential ingredient in numerous consumer and industrial formulations. As demand for personal care and cleaning products continues to expand worldwide, the </span><span bis_size="{&quot;x&quot;:166,&quot;y&quot;:159,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:468,&quot;abs_y&quot;:1152}">Cocamide DEA Price</span><span bis_size="{&quot;x&quot;:297,&quot;y&quot;:159,&quot;w&quot;:758,&quot;h&quot;:16,&quot;abs_x&quot;:599,&quot;abs_y&quot;:1152}"> is expected to remain a significant indicator for manufacturers, suppliers, and procurement professionals throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:194,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1187}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:192,&quot;w&quot;:385,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1185}">Overview of the Cocamide DEA Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:232,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1225}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:234,&quot;w&quot;:1182,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1227}">Cocamide DEA is derived from coconut fatty acids and diethanolamine and serves as a multifunctional ingredient in a variety of formulations. It is widely utilized as a foam enhancer, emulsifier, thickening agent, and stabilizer in cleaning and personal care products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:286,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1279}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:288,&quot;w&quot;:279,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1281}">Major applications of Cocamide DEA include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:320,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1313}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:320,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1313}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:320,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1313}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:322,&quot;w&quot;:66,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1315}">Shampoos</span></p>
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<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:354,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1347}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:356,&quot;w&quot;:113,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1349}">Liquid hand soaps</span></p>
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<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:388,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1381}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:390,&quot;w&quot;:83,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1383}">Body washes</span></p>
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<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:422,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1415}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:422,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1415}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:424,&quot;w&quot;:101,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1417}">Facial cleansers</span></p>
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<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:456,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1449}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:458,&quot;w&quot;:137,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1451}">Household detergents</span></p>
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<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:490,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1483}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:492,&quot;w&quot;:172,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1485}">Industrial cleaning solutions</span></p>
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<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:524,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1517}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:526,&quot;w&quot;:116,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1519}">Car wash products</span></p>
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<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:558,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1551}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:558,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1551}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:560,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1553}">Cosmetic formulations</span></p>
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<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:592,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1585}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:594,&quot;w&quot;:618,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1587}">The widespread use of the product across multiple industries continues to support the growth of the </span><span bis_size="{&quot;x&quot;:626,&quot;y&quot;:594,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:928,&quot;abs_y&quot;:1587}">Cocamide DEA Trend Market</span><span bis_size="{&quot;x&quot;:807,&quot;y&quot;:594,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1109,&quot;abs_y&quot;:1587}"> globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:629,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1622}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:627,&quot;w&quot;:432,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1620}">Global Cocamide DEA Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:667,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1660}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:669,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1662}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:669,&quot;w&quot;:170,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1662}">Cocamide DEA Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:669,&quot;w&quot;:1128,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1662}"> has experienced fluctuations over recent years due to changes in feedstock prices, manufacturing expenses, transportation costs, and demand conditions in the personal care and cleaning sectors.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:721,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1714}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:723,&quot;w&quot;:391,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1716}">Several factors have influenced market performance, including:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:755,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1748}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:755,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1748}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:755,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1748}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:757,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1750}">Coconut oil price volatility</span></p>
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<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:789,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1782}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:791,&quot;w&quot;:165,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1784}">Diethanolamine availability</span></p>
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<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:823,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1816}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:825,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1818}">Energy cost fluctuations</span></p>
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<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:857,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1850}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:859,&quot;w&quot;:151,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1852}">Supply chain disruptions</span></p>
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<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:891,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1884}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:891,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1884}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:893,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1886}">Consumer product demand</span></p>
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</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:925,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1918}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:927,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1920}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:927,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1920}">Cocamide DEA Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:927,&quot;w&quot;:1174,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1920}"> is expected to remain influenced by stable demand from personal care and household cleaning industries, while fluctuations in feedstock costs and logistics expenses may contribute to moderate price variations.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:982,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1975}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:980,&quot;w&quot;:450,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1973}">Key Factors Influencing Cocamide DEA Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1020,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2013}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1021,&quot;w&quot;:301,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2014}">Coconut Oil and Feedstock Availability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1056,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2049}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1058,&quot;w&quot;:637,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2051}">The availability of coconut-based raw materials remains one of the most important factors affecting the </span><span bis_size="{&quot;x&quot;:645,&quot;y&quot;:1058,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:947,&quot;abs_y&quot;:2051}">Cocamide DEA Price</span><span bis_size="{&quot;x&quot;:775,&quot;y&quot;:1058,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1077,&quot;abs_y&quot;:2051}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1090,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2083}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1092,&quot;w&quot;:1156,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2085}">Since Cocamide DEA is produced using coconut fatty acids, fluctuations in coconut production, weather conditions, agricultural output, and vegetable oil markets can significantly influence manufacturing costs.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1144,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2137}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1146,&quot;w&quot;:310,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2139}">Changes in feedstock availability often impact the </span><span bis_size="{&quot;x&quot;:318,&quot;y&quot;:1146,&quot;w&quot;:170,&quot;h&quot;:16,&quot;abs_x&quot;:620,&quot;abs_y&quot;:2139}">Cocamide DEA Trend Price</span><span bis_size="{&quot;x&quot;:488,&quot;y&quot;:1146,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:790,&quot;abs_y&quot;:2139}"> across global markets.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1180,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2173}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1181,&quot;w&quot;:181,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2174}">Diethanolamine Supply</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1217,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2210}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1219,&quot;w&quot;:547,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2212}">Diethanolamine is another critical raw material used in the production of Cocamide DEA.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1251,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2244}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1253,&quot;w&quot;:214,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2246}">Factors influencing supply include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1285,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2278}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1285,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2278}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1285,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2278}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1287,&quot;w&quot;:221,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2280}">Petrochemical feedstock availability</span></p>
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<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1319,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2312}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1321,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2314}">Chemical manufacturing activity</span></p>
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<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1353,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2346}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1355,&quot;w&quot;:121,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2348}">Refinery operations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1387,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2380}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1387,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2380}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1389,&quot;w&quot;:202,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2382}">Global chemical trade conditions</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1421,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2414}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1423,&quot;w&quot;:467,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2416}">Variations in diethanolamine costs can directly affect production economics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1457,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2450}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1458,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2451}">Manufacturing Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1493,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2486}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1495,&quot;w&quot;:990,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2488}">The production of Cocamide DEA requires specialized chemical processing, energy consumption, quality control systems, and regulatory compliance measures.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1527,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2520}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1529,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2522}">Increasing costs associated with:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1561,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2554}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1561,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2554}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1561,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2554}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1563,&quot;w&quot;:59,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2556}">Electricity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1595,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2588}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1595,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2588}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1597,&quot;w&quot;:35,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2590}">Labor</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1629,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2622}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1629,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2622}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1631,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2624}">Plant maintenance</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1663,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2656}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1663,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2656}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1665,&quot;w&quot;:65,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2658}">Packaging</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1697,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2690}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1697,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2690}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1699,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2692}">Environmental compliance</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1731,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2724}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1733,&quot;w&quot;:383,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2726}">can influence overall production expenses and market pricing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1768,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2761}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1769,&quot;w&quot;:248,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2762}">Personal Care Industry Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1804,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2797}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1806,&quot;w&quot;:577,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2799}">The personal care sector remains one of the largest consumers of Cocamide DEA worldwide.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1838,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2831}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1840,&quot;w&quot;:229,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2833}">The ingredient is extensively used in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1872,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2865}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1872,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2865}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1872,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2865}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1874,&quot;w&quot;:114,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2867}">Hair care products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1906,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2899}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1906,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2899}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1908,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2901}">Skin care formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1940,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2933}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1940,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2933}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1942,&quot;w&quot;:86,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2935}">Bath products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1974,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2967}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1974,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2967}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1976,&quot;w&quot;:101,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2969}">Liquid cleansers</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2008,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3001}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2008,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3001}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2010,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3003}">Beauty and hygiene products</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2042,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3035}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2044,&quot;w&quot;:598,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3037}">Growing consumer spending on personal care products continues supporting demand within the </span><span bis_size="{&quot;x&quot;:606,&quot;y&quot;:2044,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:908,&quot;abs_y&quot;:3037}">Cocamide DEA Trend Market</span><span bis_size="{&quot;x&quot;:787,&quot;y&quot;:2044,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1089,&quot;abs_y&quot;:3037}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2079,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3072}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2080,&quot;w&quot;:293,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3073}">Household Cleaning Product Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2115,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3108}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2117,&quot;w&quot;:666,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3110}">Cocamide DEA is widely used in cleaning formulations due to its foam-enhancing and thickening properties.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2149,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3142}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2151,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3144}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2183,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3176}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2183,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3176}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2183,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3176}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2185,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3178}">Dishwashing liquids</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2217,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3210}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2217,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3210}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2219,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3212}">Household cleaners</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2251,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3244}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2251,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3244}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2253,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3246}">Surface cleaning products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2285,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3278}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2285,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3278}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2287,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3280}">Industrial detergents</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2319,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3312}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2319,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3312}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2321,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3314}">Institutional cleaning chemicals</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2353,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3346}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2355,&quot;w&quot;:479,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3348}">The continued emphasis on hygiene and cleanliness supports market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2390,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3383}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2388,&quot;w&quot;:441,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3381}">North America Cocamide DEA Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2428,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3421}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2430,&quot;w&quot;:877,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3423}">North America remains a significant market for Cocamide DEA due to strong demand from personal care and cleaning product manufacturers.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2462,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3455}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2464,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3457}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:2464,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3457}">Cocamide DEA Price</span><span bis_size="{&quot;x&quot;:419,&quot;y&quot;:2464,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:721,&quot;abs_y&quot;:3457}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2496,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3489}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2496,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3489}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2496,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3489}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2498,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3491}">Consumer product demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2530,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3523}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2530,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3523}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2532,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3525}">Raw material costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2564,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3557}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2564,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3557}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2566,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3559}">Manufacturing activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2598,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3591}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2598,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3591}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2600,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3593}">Transportation expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2632,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3625}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2632,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3625}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2634,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3627}">Regulatory compliance requirements</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2666,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3659}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2668,&quot;w&quot;:544,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3661}">The region’s mature personal care industry is expected to support stable market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2703,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3696}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2701,&quot;w&quot;:370,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3694}">Europe Cocamide DEA Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2741,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3734}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2743,&quot;w&quot;:744,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3736}">Europe continues to be an important market for surfactants and specialty ingredients used in personal care formulations.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2775,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3768}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2777,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3770}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:2777,&quot;w&quot;:170,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3770}">Cocamide DEA Trend Price</span><span bis_size="{&quot;x&quot;:206,&quot;y&quot;:2777,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:508,&quot;abs_y&quot;:3770}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2809,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3802}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2809,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3802}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2809,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3802}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2811,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3804}">Sustainability initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2843,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3836}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2843,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3836}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2845,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3838}">Regulatory standards</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2877,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3870}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2877,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3870}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2879,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3872}">Personal care consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2911,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3904}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2911,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3904}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2913,&quot;w&quot;:177,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3906}">Household cleaning demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2945,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3938}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2945,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3938}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2947,&quot;w&quot;:156,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3940}">Import and export activity</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2979,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3972}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2981,&quot;w&quot;:788,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3974}">Manufacturers continue focusing on product performance, compliance, and sustainability, supporting long-term market demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3016,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4009}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3014,&quot;w&quot;:417,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4007}">Asia-Pacific Cocamide DEA Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3053,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4046}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3055,&quot;w&quot;:917,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4048}">Asia-Pacific is expected to remain the fastest-growing market for Cocamide DEA due to expanding personal care and household cleaning industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3087,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4080}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3089,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4082}">Countries such as:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3121,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4114}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3121,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4114}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3121,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4114}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3123,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4116}">China</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3155,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4148}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3155,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4148}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3157,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4150}">India</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3189,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4182}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3189,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4182}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3191,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4184}">Japan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3223,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4216}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3223,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4216}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3225,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4218}">South Korea</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3257,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4250}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3257,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4250}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3259,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4252}">Indonesia</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3291,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4284}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3291,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4284}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3293,&quot;w&quot;:53,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4286}">Thailand</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3325,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4318}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3327,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4320}">continue experiencing growth in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3359,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4352}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3359,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4352}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3359,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4352}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3361,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4354}">Cosmetics production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3393,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4386}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3393,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4386}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3395,&quot;w&quot;:242,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4388}">Personal hygiene product consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3427,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4420}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3427,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4420}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3429,&quot;w&quot;:209,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4422}">Household cleaner manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3461,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4454}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3461,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4454}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3463,&quot;w&quot;:190,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4456}">Industrial cleaning applications</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3495,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4488}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3497,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4490}">These developments are expected to strengthen the </span><span bis_size="{&quot;x&quot;:335,&quot;y&quot;:3497,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:4490}">Cocamide DEA Trend Market</span><span bis_size="{&quot;x&quot;:516,&quot;y&quot;:3497,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:818,&quot;abs_y&quot;:4490}"> throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3533,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4526}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3531,&quot;w&quot;:460,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4524}">Personal Care Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3570,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4563}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3572,&quot;w&quot;:572,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4565}">The personal care industry remains the largest contributor to global Cocamide DEA demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3607,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4600}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3608,&quot;w&quot;:191,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4601}">Shampoo Manufacturing</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3643,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4636}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3645,&quot;w&quot;:655,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4638}">Cocamide DEA is extensively used to improve foam stability and product texture in shampoo formulations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3679,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4672}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3680,&quot;w&quot;:292,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4673}">Body Wash and Shower Gel Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3716,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4709}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3718,&quot;w&quot;:557,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4711}">Manufacturers incorporate the ingredient to enhance cleansing performance and viscosity.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3752,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4745}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3753,&quot;w&quot;:241,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4746}">Liquid Hand Soap Applications</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3789,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4782}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3791,&quot;w&quot;:577,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4784}">The ingredient contributes to foam generation and user experience in hand hygiene products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3825,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4818}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3826,&quot;w&quot;:129,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4819}">Facial Cleansers</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3861,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4854}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3863,&quot;w&quot;:585,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4856}">Many facial cleansing formulations utilize Cocamide DEA as a surfactant and thickening agent.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3895,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4888}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3897,&quot;w&quot;:546,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4890}">The growing beauty and personal care industry continues supporting long-term demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3933,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4926}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3931,&quot;w&quot;:422,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4924}">Household Cleaning Industry Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3970,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4963}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3972,&quot;w&quot;:593,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4965}">The household cleaning sector remains another important demand segment for Cocamide DEA.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4004,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4997}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4006,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4999}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4038,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5031}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4038,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5031}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4038,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5031}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4040,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5033}">Dishwashing liquids</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4072,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5065}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4072,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5065}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4074,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5067}">Multipurpose cleaners</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4106,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5099}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4106,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5099}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4108,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5101}">Surface disinfectants</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4140,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5133}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4140,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5133}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4142,&quot;w&quot;:108,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5135}">Laundry products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4174,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5167}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4174,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5167}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4176,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5169}">Institutional cleaning chemicals</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4208,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5201}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4210,&quot;w&quot;:551,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5203}">Growing awareness regarding hygiene and sanitation continues supporting consumption.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4246,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5239}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4244,&quot;w&quot;:351,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5237}">Industrial Cleaning Market Demand</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4283,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5276}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4285,&quot;w&quot;:557,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5278}">Industrial users rely on Cocamide DEA for various cleaning and maintenance applications.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4317,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5310}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4319,&quot;w&quot;:237,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5312}">Industries utilizing the product include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4351,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5344}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4351,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5344}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4351,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5344}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4353,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5346}">Manufacturing facilities</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4385,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5378}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4385,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5378}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4387,&quot;w&quot;:195,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5380}">Automotive cleaning operations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4419,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5412}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4419,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5412}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4421,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5414}">Food processing plants</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5446}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5446}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4455,&quot;w&quot;:185,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5448}">Commercial cleaning services</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5480}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5480}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4489,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5482}">Industrial maintenance programs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4521,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5514}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4523,&quot;w&quot;:386,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5516}">These applications contribute significantly to the growth of the </span><span bis_size="{&quot;x&quot;:394,&quot;y&quot;:4523,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:696,&quot;abs_y&quot;:5516}">Cocamide DEA Trend Market</span><span bis_size="{&quot;x&quot;:575,&quot;y&quot;:4523,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:877,&quot;abs_y&quot;:5516}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4558,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5551}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4556,&quot;w&quot;:402,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5549}">Track Real Time Price Of Cocamide DEA</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4596,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5589}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cocamide%20DEA" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4598,&quot;w&quot;:534,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5591}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4598,&quot;w&quot;:534,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5591}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cocamide%20DEA</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4633,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5626}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4631,&quot;w&quot;:407,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5624}">Consumer Trends Influencing the Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4671,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5664}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4673,&quot;w&quot;:613,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5666}">Several consumer and industry trends are shaping the future outlook of the Cocamide DEA market.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4707,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5700}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4708,&quot;w&quot;:282,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5701}">Rising Personal Hygiene Awareness</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4743,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5736}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4745,&quot;w&quot;:426,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5738}">Consumers continue prioritizing hygiene and personal care products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4780,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5773}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4781,&quot;w&quot;:194,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5774}">Growing Beauty Industry</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4816,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5809}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4818,&quot;w&quot;:683,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5811}">The expanding cosmetics and personal care sector supports demand for surfactants and specialty ingredients.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4853,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5846}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4854,&quot;w&quot;:277,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5847}">Urbanization and Lifestyle Changes</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4889,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5882}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4891,&quot;w&quot;:621,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5884}">Urban consumers increasingly purchase convenience-oriented cleaning and personal care products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4925,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5918}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4926,&quot;w&quot;:208,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5919}">Expansion of E-Commerce</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4962,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5955}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4964,&quot;w&quot;:571,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5957}">Online retail platforms continue increasing accessibility to personal care products worldwide.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4998,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5991}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4999,&quot;w&quot;:149,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5992}">Product Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5034,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6027}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5036,&quot;w&quot;:601,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6029}">Manufacturers continue developing new formulations with enhanced performance characteristics.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5068,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6061}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5070,&quot;w&quot;:330,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6063}">These trends are expected to positively influence the </span><span bis_size="{&quot;x&quot;:338,&quot;y&quot;:5070,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:640,&quot;abs_y&quot;:6063}">Cocamide DEA Trend Market</span><span bis_size="{&quot;x&quot;:520,&quot;y&quot;:5070,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:822,&quot;abs_y&quot;:6063}"> during the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5106,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6099}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5104,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6097}">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5143,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6136}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5145,&quot;w&quot;:470,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6138}">Despite favorable demand fundamentals, several challenges may affect the </span><span bis_size="{&quot;x&quot;:478,&quot;y&quot;:5145,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:780,&quot;abs_y&quot;:6138}">Cocamide DEA Trend Market</span><span bis_size="{&quot;x&quot;:659,&quot;y&quot;:5145,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:961,&quot;abs_y&quot;:6138}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5180,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6173}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5181,&quot;w&quot;:197,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6174}">Feedstock Price Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5216,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6209}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5218,&quot;w&quot;:580,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6211}">Fluctuations in coconut oil and petrochemical feedstock prices can influence production costs.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5252,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6245}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5253,&quot;w&quot;:164,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6246}">Transportation Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5289,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6282}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5291,&quot;w&quot;:470,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6284}">Freight rates and fuel prices remain important contributors to market pricing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5325,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6318}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5326,&quot;w&quot;:199,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6319}">Regulatory Requirements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5362,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6355}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5364,&quot;w&quot;:587,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6357}">Manufacturers must comply with evolving safety, environmental, and product quality standards.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5398,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6391}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5399,&quot;w&quot;:200,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6392}">Supply Chain Disruptions</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5434,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6427}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5436,&quot;w&quot;:556,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6429}">Unexpected logistics challenges may affect product availability and procurement planning.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5468,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6461}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5470,&quot;w&quot;:487,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6463}">Addressing these challenges remains essential for maintaining market stability.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5506,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6499}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5504,&quot;w&quot;:463,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6497}">Environmental and Regulatory Considerations</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5543,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6536}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5545,&quot;w&quot;:438,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6538}">Environmental regulations continue to influence the surfactant industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5577,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6570}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5579,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6572}">Manufacturers must comply with:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5611,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6604}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5611,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6604}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5611,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6604}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5613,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6606}">Product safety regulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5645,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6638}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5645,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6638}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5647,&quot;w&quot;:217,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6640}">Chemical registration requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5679,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6672}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5679,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6672}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5681,&quot;w&quot;:220,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6674}">Environmental protection standards</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5713,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6706}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5713,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6706}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5715,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6708}">Occupational safety guidelines</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5747,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6740}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5747,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6740}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5749,&quot;w&quot;:172,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6742}">Quality assurance protocols</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5781,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6774}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5783,&quot;w&quot;:475,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6776}">Compliance investments may affect production economics and influence the </span><span bis_size="{&quot;x&quot;:483,&quot;y&quot;:5783,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:785,&quot;abs_y&quot;:6776}">Cocamide DEA Price</span><span bis_size="{&quot;x&quot;:613,&quot;y&quot;:5783,&quot;w&quot;:52,&quot;h&quot;:16,&quot;abs_x&quot;:915,&quot;abs_y&quot;:6776}"> outlook.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5819,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6812}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5817,&quot;w&quot;:386,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6810}">Cocamide DEA Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5856,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6849}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5858,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6851}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:5858,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:6851}">Cocamide DEA Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5858,&quot;w&quot;:1170,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6851}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by ongoing demand from personal care, household cleaning, and industrial cleaning sectors.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5910,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6903}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5912,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6905}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5944,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6937}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5944,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6937}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5944,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6937}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5946,&quot;w&quot;:231,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6939}">Growth in personal care consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5978,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6971}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5978,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6971}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5980,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6973}">Rising hygiene awareness</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6012,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7005}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6012,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7005}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6014,&quot;w&quot;:244,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7007}">Expanding household cleaning markets</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6046,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7039}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6046,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7039}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6048,&quot;w&quot;:190,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7041}">Increased manufacturing costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6080,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7073}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6080,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7073}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6082,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7075}">Logistics and transportation expenses</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6114,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7107}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6116,&quot;w&quot;:776,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7109}">At the same time, adequate production capacity and stable feedstock availability may help prevent excessive market volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6148,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7141}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6150,&quot;w&quot;:396,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7143}">Most market participants anticipate moderate fluctuations in the </span><span bis_size="{&quot;x&quot;:404,&quot;y&quot;:6150,&quot;w&quot;:170,&quot;h&quot;:16,&quot;abs_x&quot;:706,&quot;abs_y&quot;:7143}">Cocamide DEA Trend Price</span><span bis_size="{&quot;x&quot;:574,&quot;y&quot;:6150,&quot;w&quot;:491,&quot;h&quot;:16,&quot;abs_x&quot;:876,&quot;abs_y&quot;:7143}">, reflecting regional supply-demand balances and broader economic conditions.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6185,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7178}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6183,&quot;w&quot;:499,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7176}">Future Opportunities in the Cocamide DEA Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6223,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7216}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6225,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7218}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:6225,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:7218}">Cocamide DEA Trend Market</span><span bis_size="{&quot;x&quot;:372,&quot;y&quot;:6225,&quot;w&quot;:392,&quot;h&quot;:16,&quot;abs_x&quot;:674,&quot;abs_y&quot;:7218}"> remains positive due to several emerging growth opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6259,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7252}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6260,&quot;w&quot;:267,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7253}">Expanding Personal Care Industry</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6296,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7289}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6298,&quot;w&quot;:586,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7291}">Growing global demand for beauty and hygiene products continues creating new opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6332,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7325}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6333,&quot;w&quot;:286,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7326}">Household Cleaning Product Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6368,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7361}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6370,&quot;w&quot;:416,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7363}">Consumers increasingly prioritize cleaning and sanitation solutions.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6405,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7398}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6406,&quot;w&quot;:240,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7399}">Emerging Market Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6441,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7434}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6443,&quot;w&quot;:536,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7436}">Developing economies continue experiencing growth in consumer goods consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6477,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7470}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6478,&quot;w&quot;:234,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7471}">Industrial Cleaning Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6514,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7507}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6516,&quot;w&quot;:562,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7509}">Industrial facilities continue increasing investments in cleaning and maintenance programs.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6550,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7543}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6551,&quot;w&quot;:389,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7544}">Product Innovation and Formulation Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6587,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7580}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6589,&quot;w&quot;:589,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7582}">Manufacturers continue improving product performance and expanding application possibilities.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6624,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7617}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6622,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7615}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6661,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7654}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6663,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7656}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:6663,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:7656}">Cocamide DEA Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6663,&quot;w&quot;:1177,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7656}"> outlook for 2026 remains supported by strong demand from personal care, household cleaning, and industrial cleaning industries. Factors such as coconut oil availability, diethanolamine supply, manufacturing costs, transportation expenses, and regulatory compliance requirements will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6715,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7708}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6717,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7710}">The </span><a href="https://www.chemanalyst.com/Pricing-data/cocamide-dea-2407" bis_size="{&quot;x&quot;:36,&quot;y&quot;:6717,&quot;w&quot;:170,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:7710}"><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:6717,&quot;w&quot;:170,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:7710}">Cocamide DEA Trend Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6717,&quot;w&quot;:1177,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7710}"> is expected to experience moderate fluctuations depending on feedstock availability, supply-demand dynamics, and broader economic conditions. Meanwhile, the </span><span bis_size="{&quot;x&quot;:31,&quot;y&quot;:6737,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:333,&quot;abs_y&quot;:7730}">Cocamide DEA Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6737,&quot;w&quot;:1177,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7730}"> is projected to maintain steady growth due to rising personal hygiene awareness, expanding beauty and cosmetics industries, increasing household cleaning product consumption, and continued industrial demand.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6789,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7782}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6791,&quot;w&quot;:1173,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7784}">As consumers and industries continue emphasizing cleanliness, hygiene, and product performance, Cocamide DEA is expected to remain an important surfactant ingredient, supporting long-term market expansion and sustained relevance across global consumer and industrial applications.</span></p>]]> </content:encoded>
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<title>Emergency Pest Control</title>
<link>https://news.bangboxonline.com/emergency-pest-control</link>
<guid>https://news.bangboxonline.com/emergency-pest-control</guid>
<description><![CDATA[ Emergency Pest Control Solutions US provides fast and dependable pest removal services for both residential and commercial properties. Our team responds quickly to urgent infestations, using safe and effective methods to eliminate pests and protect your space. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3122951ed17.jpg" length="126705" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 15:17:58 +0500</pubDate>
<dc:creator>Emergency Pest Control Solutions LLC</dc:creator>
<media:keywords>#Pestcontrol</media:keywords>
<content:encoded><![CDATA[<div class="froala-data field-about_me">
<div data-pasted="true">
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<div>
<div>
<p data-start="0" data-end="340">Emergency Pest Control Solutions US provides fast and dependable pest removal services for both residential and commercial properties. Our team responds quickly to urgent infestations, using safe and effective methods to eliminate pests and protect your space. We focus on delivering immediate relief while ensuring long lasting prevention.</p>
<p data-start="342" data-end="587" data-is-last-node="" data-is-only-node="">We understand how stressful pest problems can be, which is why we offer reliable support whenever you need it most. From inspection to treatment, every step is handled with care and professionalism to restore comfort and safety to your property.</p>
</div>
</div>
</div>
</div>
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<p></p>
</div>]]> </content:encoded>
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<item>
<title>Cefuroxime Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Cefuroxime-Price-71351</link>
<guid>https://news.bangboxonline.com/Cefuroxime-Price-71351</guid>
<description><![CDATA[ Cefuroxime Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a311c952807e.jpg" length="72778" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 14:51:29 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Cefuroxime Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}"></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1041}"><a href="https://www.chemanalyst.com/Pricing-data/cefuroxime-1649" bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:276,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:276,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}">According to ChemAnalyst Cefuroxime Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:1178,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}"> trend in 2026 is expected to be influenced by pharmaceutical demand, active pharmaceutical ingredient (API) production costs, raw material availability, manufacturing efficiency, regulatory compliance requirements, and global healthcare sector developments. Cefuroxime is a second-generation cephalosporin antibiotic widely used to treat a variety of bacterial infections, including respiratory tract infections, urinary tract infections, skin infections, and other microbial conditions. As healthcare systems continue to expand access to essential medicines and pharmaceutical manufacturers focus on ensuring stable antibiotic supplies, the </span><span bis_size="{&quot;x&quot;:713,&quot;y&quot;:110,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:1015,&quot;abs_y&quot;:1103}">Cefuroxime Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:110,&quot;w&quot;:1122,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1103}"> is anticipated to remain a key market indicator for producers, distributors, procurement professionals, and healthcare stakeholders throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:165,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1158}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:163,&quot;w&quot;:351,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1156}">Overview of the Cefuroxime Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:202,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1195}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:204,&quot;w&quot;:1177,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1197}">Cefuroxime is a broad-spectrum cephalosporin antibiotic that is commonly formulated into tablets, injectable products, and oral suspensions. Its effectiveness against a wide range of bacterial infections has made it a critical component of modern healthcare systems. The growing prevalence of infectious diseases, increasing healthcare access, and rising pharmaceutical production capacities have contributed significantly to market demand.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:276,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1269}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:278,&quot;w&quot;:194,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1271}">Cefuroxime is widely utilized in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:310,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1303}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:310,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1303}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:310,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1303}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:312,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1305}">Antibiotic formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:344,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1337}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:344,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1337}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:346,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1339}">Hospital medications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:378,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1371}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:378,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1371}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:380,&quot;w&quot;:216,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1373}">Injectable pharmaceutical products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:412,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1405}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:412,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1405}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:414,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1407}">Oral tablet manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:446,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1439}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:446,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1439}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:448,&quot;w&quot;:158,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1441}">Oral suspension products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:480,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1473}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:480,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1473}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:482,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1475}">Generic medicine production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:514,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1507}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:514,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1507}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:516,&quot;w&quot;:206,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1509}">Retail pharmaceutical distribution</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:548,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1541}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:548,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1541}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:550,&quot;w&quot;:170,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1543}">Public healthcare programs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:582,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1575}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:584,&quot;w&quot;:560,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1577}">The continued demand for effective antibacterial treatments supports the expansion of the </span><span bis_size="{&quot;x&quot;:568,&quot;y&quot;:584,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:870,&quot;abs_y&quot;:1577}">Cefuroxime Trend Market</span><span bis_size="{&quot;x&quot;:726,&quot;y&quot;:584,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1028,&quot;abs_y&quot;:1577}"> globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:620,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1613}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:618,&quot;w&quot;:398,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1611}">Global Cefuroxime Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:657,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1650}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:659,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1652}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:659,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1652}">Cefuroxime Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:659,&quot;w&quot;:1141,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1652}"> has experienced fluctuations over recent years due to changing pharmaceutical demand, variations in API production costs, supply chain disruptions, logistics expenses, and regulatory requirements.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:711,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1704}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:713,&quot;w&quot;:399,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1706}">Several factors have contributed to market movement, including:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:745,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1738}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:745,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1738}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:745,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1738}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:747,&quot;w&quot;:185,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1740}">Raw material cost fluctuations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:779,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1772}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:779,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1772}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:781,&quot;w&quot;:252,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1774}">Pharmaceutical manufacturing expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:813,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1806}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:813,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1806}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:815,&quot;w&quot;:213,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1808}">Transportation and freight charges</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:847,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1840}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:847,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1840}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:849,&quot;w&quot;:176,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1842}">Healthcare demand patterns</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:881,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1874}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:881,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1874}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:883,&quot;w&quot;:221,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1876}">Regulatory compliance investments</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:915,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1908}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:917,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1910}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:917,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1910}">Cefuroxime Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:917,&quot;w&quot;:1148,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1910}"> is expected to remain supported by consistent pharmaceutical demand and healthcare sector growth. While stable production capacities may help maintain supply balance, fluctuations in raw material and energy costs may contribute to moderate pricing variations.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:973,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1966}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:971,&quot;w&quot;:416,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1964}">Key Factors Influencing Cefuroxime Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1010,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2003}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1011,&quot;w&quot;:399,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2004}">Active Pharmaceutical Ingredient Production Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1046,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2039}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1048,&quot;w&quot;:437,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2041}">API production remains one of the most important factors affecting the </span><span bis_size="{&quot;x&quot;:445,&quot;y&quot;:1048,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:747,&quot;abs_y&quot;:2041}">Cefuroxime Price</span><span bis_size="{&quot;x&quot;:553,&quot;y&quot;:1048,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:855,&quot;abs_y&quot;:2041}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1080,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2073}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1082,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2075}">The manufacturing process requires:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1114,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2107}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1114,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2107}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1114,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2107}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1116,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2109}">Pharmaceutical-grade intermediates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1148,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2141}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1148,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2141}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1150,&quot;w&quot;:192,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2143}">Specialized chemical synthesis</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1182,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2175}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1182,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2175}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1184,&quot;w&quot;:185,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2177}">Advanced production facilities</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1216,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2209}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1216,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2209}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1218,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2211}">Quality assurance procedures</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1250,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2243}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1250,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2243}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1252,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2245}">Regulatory-compliant manufacturing systems</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1284,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2277}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1286,&quot;w&quot;:561,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2279}">Any increase in production costs can directly influence pricing throughout the supply chain.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1321,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2314}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1322,&quot;w&quot;:189,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2315}">Raw Material Availability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1357,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2350}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1359,&quot;w&quot;:724,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2352}">The availability of chemical intermediates and pharmaceutical feedstocks significantly impacts production economics.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1391,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2384}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1393,&quot;w&quot;:279,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2386}">Factors affecting raw material supply include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1425,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2418}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1425,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2418}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1425,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2418}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1427,&quot;w&quot;:190,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2420}">Chemical feedstock availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1459,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2452}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1459,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2452}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1461,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2454}">Supply chain efficiency</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1493,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2486}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1493,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2486}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1495,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2488}">Manufacturing capacity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1527,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2520}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1527,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2520}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1529,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2522}">International trade activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1561,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2554}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1561,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2554}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1563,&quot;w&quot;:116,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2556}">Procurement costs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1595,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2588}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1597,&quot;w&quot;:428,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2590}">Changes in raw material pricing often contribute to fluctuations in the </span><span bis_size="{&quot;x&quot;:436,&quot;y&quot;:1597,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:738,&quot;abs_y&quot;:2590}">Cefuroxime Trend Price</span><span bis_size="{&quot;x&quot;:583,&quot;y&quot;:1597,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:885,&quot;abs_y&quot;:2590}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1632,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2625}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1633,&quot;w&quot;:259,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2626}">Pharmaceutical Industry Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1668,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2661}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1670,&quot;w&quot;:514,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2663}">The pharmaceutical sector remains the largest consumer of Cefuroxime worldwide.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1702,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2695}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1704,&quot;w&quot;:216,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2697}">Demand continues to be driven by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1736,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2729}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1736,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2729}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1736,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2729}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1738,&quot;w&quot;:199,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2731}">Hospital treatment requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1770,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2763}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1770,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2763}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1772,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2765}">Outpatient antibiotic prescriptions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1804,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2797}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1804,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2797}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1806,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2799}">Generic medicine production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1838,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2831}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1838,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2831}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1840,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2833}">Public healthcare initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1872,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2865}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1872,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2865}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1874,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2867}">Growing healthcare access</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1906,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2899}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1908,&quot;w&quot;:323,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2901}">These factors continue supporting growth within the </span><span bis_size="{&quot;x&quot;:331,&quot;y&quot;:1908,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:633,&quot;abs_y&quot;:2901}">Cefuroxime Trend Market</span><span bis_size="{&quot;x&quot;:489,&quot;y&quot;:1908,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:791,&quot;abs_y&quot;:2901}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1942,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2935}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1943,&quot;w&quot;:296,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2936}">Regulatory Compliance Requirements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1979,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2972}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1981,&quot;w&quot;:496,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2974}">Pharmaceutical manufacturers operate under strict quality and safety standards.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2013,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3006}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2015,&quot;w&quot;:192,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3008}">Compliance costs may include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2047,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3040}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2047,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3040}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2047,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3040}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2049,&quot;w&quot;:325,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3042}">Good Manufacturing Practice (GMP) implementation</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2081,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3074}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2081,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3074}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2083,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3076}">Product testing and validation</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2115,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3108}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2115,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3108}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2117,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3110}">Regulatory documentation</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2149,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3142}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2149,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3142}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2151,&quot;w&quot;:117,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3144}">Facility inspections</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2183,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3176}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2183,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3176}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2185,&quot;w&quot;:175,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3178}">Quality assurance programs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2217,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3210}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2219,&quot;w&quot;:517,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3212}">These expenses contribute to overall production costs and influence market pricing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2253,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3246}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2254,&quot;w&quot;:274,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3247}">Logistics and Transportation Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2289,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3282}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2291,&quot;w&quot;:517,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3284}">Global pharmaceutical distribution networks rely on efficient transportation systems.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2323,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3316}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2325,&quot;w&quot;:259,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3318}">Several logistics-related factors affect the </span><span bis_size="{&quot;x&quot;:267,&quot;y&quot;:2325,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:569,&quot;abs_y&quot;:3318}">Cefuroxime Price</span><span bis_size="{&quot;x&quot;:375,&quot;y&quot;:2325,&quot;w&quot;:66,&quot;h&quot;:16,&quot;abs_x&quot;:677,&quot;abs_y&quot;:3318}">, including:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2357,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3350}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2357,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3350}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2357,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3350}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2359,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3352}">Freight rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2391,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3384}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2391,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3384}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2393,&quot;w&quot;:63,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3386}">Fuel costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2425,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3418}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2425,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3418}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2427,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3420}">Warehousing expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2459,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3452}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2459,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3452}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2461,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3454}">Distribution infrastructure</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2493,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3486}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2493,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3486}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2495,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3488}">International shipping conditions</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2527,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3520}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2529,&quot;w&quot;:628,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3522}">Transportation disruptions may occasionally influence product availability and procurement expenses.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2565,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3558}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2563,&quot;w&quot;:407,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3556}">North America Cefuroxime Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2602,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3595}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2604,&quot;w&quot;:930,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3597}">North America remains an important market for Cefuroxime due to its advanced healthcare infrastructure and substantial pharmaceutical consumption.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2636,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3629}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2638,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3631}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:2638,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3631}">Cefuroxime Price</span><span bis_size="{&quot;x&quot;:396,&quot;y&quot;:2638,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:698,&quot;abs_y&quot;:3631}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2670,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3663}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2670,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3663}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2670,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3663}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2672,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3665}">Healthcare spending levels</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2704,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3697}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2704,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3697}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2706,&quot;w&quot;:212,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3699}">Pharmaceutical production activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2738,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3731}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2738,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3731}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2740,&quot;w&quot;:111,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3733}">Antibiotic demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2772,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3765}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2772,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3765}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2774,&quot;w&quot;:132,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3767}">Distribution efficiency</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2806,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3799}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2806,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3799}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2808,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3801}">Regulatory compliance standards</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2840,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3833}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2842,&quot;w&quot;:765,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3835}">The region’s emphasis on healthcare accessibility and pharmaceutical quality is expected to support stable market demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2878,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3871}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2876,&quot;w&quot;:336,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3869}">Europe Cefuroxime Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2915,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3908}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2917,&quot;w&quot;:628,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3910}">Europe continues to be a significant consumer of antibiotic medications and pharmaceutical products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2949,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3942}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2951,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3944}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:2951,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3944}">Cefuroxime Trend Price</span><span bis_size="{&quot;x&quot;:183,&quot;y&quot;:2951,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:485,&quot;abs_y&quot;:3944}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2983,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3976}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2983,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3976}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2983,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3976}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2985,&quot;w&quot;:215,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3978}">Healthcare reimbursement policies</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3017,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4010}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3017,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4010}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3019,&quot;w&quot;:244,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4012}">Pharmaceutical manufacturing capacity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3051,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4044}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3051,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4044}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3053,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4046}">Regulatory requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3085,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4078}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3085,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4078}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3087,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4080}">Generic medicine demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3119,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4112}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3119,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4112}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3121,&quot;w&quot;:156,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4114}">Import and export activity</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3153,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4146}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3155,&quot;w&quot;:850,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4148}">The presence of established pharmaceutical companies and strong healthcare systems is expected to maintain steady market conditions.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3191,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4184}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3189,&quot;w&quot;:368,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4182}">Track Real-Time Price Of Cefuroxime</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3228,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4221}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cefuroxime" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3230,&quot;w&quot;:486,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4223}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3230,&quot;w&quot;:486,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4223}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cefuroxime</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3265,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4258}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3263,&quot;w&quot;:382,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4256}">Asia-Pacific Cefuroxime Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3303,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4296}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3305,&quot;w&quot;:688,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4298}">Asia-Pacific is expected to remain a major production and consumption center for Cefuroxime throughout 2026.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3337,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4330}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3339,&quot;w&quot;:321,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4332}">Key countries contributing to market growth include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3371,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4364}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3371,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4364}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3371,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4364}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3373,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4366}">China</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3405,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4398}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3405,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4398}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3407,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4400}">India</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3439,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4432}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3439,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4432}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3441,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4434}">Japan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3473,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4466}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3473,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4466}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3475,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4468}">South Korea</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3507,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4500}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3507,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4500}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3509,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4502}">Indonesia</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3541,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4534}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3541,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4534}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3543,&quot;w&quot;:53,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4536}">Thailand</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3575,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4568}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3577,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4570}">Growth drivers include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3609,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4602}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3609,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4602}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3609,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4602}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3611,&quot;w&quot;:257,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4604}">Expanding pharmaceutical manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3643,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4636}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3643,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4636}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3645,&quot;w&quot;:212,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4638}">Increasing healthcare investments</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3677,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4670}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3677,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4670}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3679,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4672}">Rising population levels</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3711,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4704}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3711,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4704}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3713,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4706}">Growing access to medicines</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3745,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4738}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3745,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4738}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3747,&quot;w&quot;:217,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4740}">Enhanced healthcare infrastructure</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3779,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4772}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3781,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4774}">These developments are expected to strengthen the </span><span bis_size="{&quot;x&quot;:335,&quot;y&quot;:3781,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:4774}">Cefuroxime Trend Market</span><span bis_size="{&quot;x&quot;:493,&quot;y&quot;:3781,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:795,&quot;abs_y&quot;:4774}"> across the region.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3816,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4809}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3814,&quot;w&quot;:474,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4807}">Pharmaceutical Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3854,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4847}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3856,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4849}">The pharmaceutical industry remains the primary driver of global Cefuroxime demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3890,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4883}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3891,&quot;w&quot;:221,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4884}">Generic Drug Manufacturing</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3926,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4919}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3928,&quot;w&quot;:726,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4921}">Many pharmaceutical companies produce generic Cefuroxime formulations to meet growing healthcare requirements.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3963,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4956}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3964,&quot;w&quot;:182,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4957}">Hospital Supply Chains</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3999,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4992}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4001,&quot;w&quot;:537,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4994}">Hospitals rely on a stable supply of Cefuroxime for the treatment of bacterial infections.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4036,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5029}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4037,&quot;w&quot;:223,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5030}">Retail Pharmacy Distribution</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4072,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5065}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4074,&quot;w&quot;:713,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5067}">Pharmacy networks continue distributing Cefuroxime products to patients across developed and emerging markets.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4108,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5101}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4109,&quot;w&quot;:265,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5102}">Government Healthcare Programs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4145,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5138}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4147,&quot;w&quot;:582,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5140}">Public healthcare initiatives contribute significantly to antibiotic procurement and consumption.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4179,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5172}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4181,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5174}">These applications continue supporting long-term market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4216,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5209}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4214,&quot;w&quot;:267,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5207}">Healthcare Sector Demand</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4253,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5246}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4255,&quot;w&quot;:458,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5248}">Healthcare systems worldwide continue to drive Cefuroxime consumption.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4287,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5280}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4289,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5282}">Demand is supported by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4321,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5314}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4321,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5314}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4321,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5314}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4323,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5316}">Expanding healthcare access</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4355,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5348}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4355,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5348}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4357,&quot;w&quot;:211,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5350}">Increased disease diagnosis rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4389,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5382}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4389,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5382}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4391,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5384}">Growing healthcare expenditures</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4423,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5416}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4423,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5416}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4425,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5418}">Improved pharmaceutical distribution</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4457,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5450}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4457,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5450}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4459,&quot;w&quot;:267,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5452}">Rising awareness of infection management</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4491,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5484}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4493,&quot;w&quot;:491,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5486}">Healthcare modernization initiatives are expected to contribute positively to the </span><span bis_size="{&quot;x&quot;:499,&quot;y&quot;:4493,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:801,&quot;abs_y&quot;:5486}">Cefuroxime Trend Market</span><span bis_size="{&quot;x&quot;:657,&quot;y&quot;:4493,&quot;w&quot;:194,&quot;h&quot;:16,&quot;abs_x&quot;:959,&quot;abs_y&quot;:5486}"> throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4529,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5522}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4527,&quot;w&quot;:442,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5520}">Antibiotic Market Trends Influencing Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4566,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5559}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4568,&quot;w&quot;:444,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5561}">Several trends are shaping the future outlook of the Cefuroxime market.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4603,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5596}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4604,&quot;w&quot;:235,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5597}">Growing Access to Healthcare</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4639,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5632}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4641,&quot;w&quot;:620,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5634}">Many developing countries continue expanding healthcare coverage and pharmaceutical availability.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4675,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5668}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4676,&quot;w&quot;:294,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5669}">Rising Demand for Generic Medicines</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4712,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5705}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4714,&quot;w&quot;:562,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5707}">Cost-effective generic formulations remain a major driver of pharmaceutical market growth.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4748,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5741}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4749,&quot;w&quot;:146,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5742}">Population Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4785,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5778}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4787,&quot;w&quot;:444,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5780}">Increasing population levels contribute to long-term healthcare demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4821,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5814}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4822,&quot;w&quot;:302,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5815}">Healthcare Infrastructure Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4857,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5850}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4859,&quot;w&quot;:619,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5852}">Governments worldwide continue investing in hospitals, clinics, and pharmaceutical supply systems.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4894,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5887}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4895,&quot;w&quot;:325,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5888}">Pharmaceutical Manufacturing Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4930,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5923}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4932,&quot;w&quot;:537,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5925}">Growing production capacities help improve medicine accessibility and market stability.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4964,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5957}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4966,&quot;w&quot;:330,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5959}">These trends are expected to positively influence the </span><span bis_size="{&quot;x&quot;:338,&quot;y&quot;:4966,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:640,&quot;abs_y&quot;:5959}">Cefuroxime Trend Market</span><span bis_size="{&quot;x&quot;:496,&quot;y&quot;:4966,&quot;w&quot;:81,&quot;h&quot;:16,&quot;abs_x&quot;:798,&quot;abs_y&quot;:5959}"> during 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5001,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5994}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4999,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5992}">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5039,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6032}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5041,&quot;w&quot;:462,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6034}">Despite favorable market fundamentals, several challenges may affect the </span><span bis_size="{&quot;x&quot;:470,&quot;y&quot;:5041,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:772,&quot;abs_y&quot;:6034}">Cefuroxime Trend Market</span><span bis_size="{&quot;x&quot;:628,&quot;y&quot;:5041,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:930,&quot;abs_y&quot;:6034}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5075,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6068}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5076,&quot;w&quot;:212,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6069}">Raw Material Cost Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5112,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6105}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5114,&quot;w&quot;:470,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6107}">Fluctuations in chemical feedstock prices can impact production economics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5148,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6141}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5149,&quot;w&quot;:178,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6142}">Regulatory Complexity</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5184,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6177}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5186,&quot;w&quot;:537,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6179}">Compliance with international pharmaceutical standards requires ongoing investments.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5221,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6214}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5222,&quot;w&quot;:167,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6215}">Logistics Disruptions</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5257,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6250}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5259,&quot;w&quot;:481,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6252}">Transportation delays and freight cost increases may affect supply availability.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5294,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6287}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5295,&quot;w&quot;:218,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6288}">Manufacturing Interruptions</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5330,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6323}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5332,&quot;w&quot;:508,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6325}">Unexpected production issues can temporarily impact market balance and pricing.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5364,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6357}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5366,&quot;w&quot;:510,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6359}">Addressing these challenges remains important for ensuring stable market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5401,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6394}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5399,&quot;w&quot;:434,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6392}">Regulatory Environment and Market Impact</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5439,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6432}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5441,&quot;w&quot;:538,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6434}">Regulatory authorities continue to play a crucial role in shaping the Cefuroxime market.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5473,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6466}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5475,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6468}">Manufacturers must comply with:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5507,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6500}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5507,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6500}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5507,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6500}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5509,&quot;w&quot;:233,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6502}">Good Manufacturing Practices (GMP)</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5541,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6534}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5541,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6534}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5543,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6536}">Product quality standards</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5575,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6568}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5575,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6568}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5577,&quot;w&quot;:112,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6570}">Safety regulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5609,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6602}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5609,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6602}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5611,&quot;w&quot;:255,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6604}">Pharmaceutical registration requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5643,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6636}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5643,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6636}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5645,&quot;w&quot;:218,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6638}">International compliance guidelines</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5677,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6670}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5679,&quot;w&quot;:675,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6672}">These regulations help maintain product quality while influencing manufacturing expenses and pricing trends.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5714,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6707}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5712,&quot;w&quot;:542,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6705}">Cefuroxime Applications Across Healthcare Segments</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5752,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6745}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5754,&quot;w&quot;:495,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6747}">Cefuroxime continues to be widely used across multiple healthcare applications.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5788,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6781}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5789,&quot;w&quot;:290,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6782}">Respiratory Tract Infection Treatment</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5824,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6817}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5826,&quot;w&quot;:545,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6819}">Healthcare providers frequently prescribe Cefuroxime for respiratory bacterial infections.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5861,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6854}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5862,&quot;w&quot;:278,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6855}">Urinary Tract Infection Management</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5897,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6890}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5899,&quot;w&quot;:488,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6892}">The antibiotic is commonly utilized in urinary tract infection treatment protocols.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5933,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6926}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5934,&quot;w&quot;:242,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6927}">Skin and Soft Tissue Infections</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5970,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6963}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5972,&quot;w&quot;:487,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6965}">Cefuroxime remains an important therapeutic option for various skin infections.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6006,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6999}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6007,&quot;w&quot;:211,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7000}">Hospital-Based Treatments</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6043,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7036}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6045,&quot;w&quot;:583,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7038}">Hospitals rely on Cefuroxime formulations as part of broader infection management strategies.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6077,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7070}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6079,&quot;w&quot;:476,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7072}">The broad range of applications continues supporting stable market demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6114,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7107}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6112,&quot;w&quot;:352,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7105}">Cefuroxime Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6151,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7144}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6153,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7146}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:6153,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:7146}">Cefuroxime Price</span><span bis_size="{&quot;x&quot;:188,&quot;y&quot;:6153,&quot;w&quot;:946,&quot;h&quot;:16,&quot;abs_x&quot;:490,&quot;abs_y&quot;:7146}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by continued pharmaceutical demand and healthcare sector expansion.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6185,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7178}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6187,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7180}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6219,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7212}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6219,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7212}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6219,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7212}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6221,&quot;w&quot;:217,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7214}">Increasing healthcare expenditures</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6253,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7246}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6253,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7246}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6255,&quot;w&quot;:243,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7248}">Growing pharmaceutical manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6287,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7280}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6287,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7280}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6289,&quot;w&quot;:152,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7282}">Rising antibiotic demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6321,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7314}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6321,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7314}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6323,&quot;w&quot;:221,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7316}">Regulatory compliance investments</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6355,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7348}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6355,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7348}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6357,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:7350}">Higher logistics and production costs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6389,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7382}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6391,&quot;w&quot;:811,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7384}">At the same time, stable production capacities and efficient supply chain management may help prevent excessive market volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6423,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7416}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6425,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7418}">Most industry participants anticipate moderate fluctuations in the </span><span bis_size="{&quot;x&quot;:410,&quot;y&quot;:6425,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:712,&quot;abs_y&quot;:7418}">Cefuroxime Trend Price</span><span bis_size="{&quot;x&quot;:557,&quot;y&quot;:6425,&quot;w&quot;:491,&quot;h&quot;:16,&quot;abs_x&quot;:859,&quot;abs_y&quot;:7418}">, reflecting regional supply-demand balances and broader economic conditions.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6461,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7454}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6459,&quot;w&quot;:465,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7452}">Future Opportunities in the Cefuroxime Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6498,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7491}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6500,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7493}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:6500,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:7493}">Cefuroxime Trend Market</span><span bis_size="{&quot;x&quot;:349,&quot;y&quot;:6500,&quot;w&quot;:347,&quot;h&quot;:16,&quot;abs_x&quot;:651,&quot;abs_y&quot;:7493}"> remains positive due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6535,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7528}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6536,&quot;w&quot;:302,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7529}">Expansion of Healthcare Infrastructure</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6571,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7564}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6573,&quot;w&quot;:496,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7566}">Investments in healthcare facilities continue supporting pharmaceutical demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6607,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7600}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6608,&quot;w&quot;:307,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7601}">Growth in Generic Medicine Production</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6644,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7637}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6646,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7639}">The increasing adoption of generic drugs provides opportunities for market expansion.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6680,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7673}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6681,&quot;w&quot;:240,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7674}">Emerging Market Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6717,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7710}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6719,&quot;w&quot;:685,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7712}">Developing economies continue experiencing growth in pharmaceutical consumption and healthcare spending.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6753,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7746}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6754,&quot;w&quot;:303,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7747}">Improved Pharmaceutical Accessibility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6789,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7782}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6791,&quot;w&quot;:565,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7784}">Global initiatives focused on medicine accessibility continue creating demand opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6826,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7819}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6827,&quot;w&quot;:272,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7820}">Manufacturing Capacity Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6862,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7855}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6864,&quot;w&quot;:659,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7857}">Pharmaceutical companies continue investing in production capabilities to meet growing healthcare needs.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6899,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7892}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6897,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7890}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6937,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7930}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6939,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7932}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:6939,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:7932}">Cefuroxime Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6939,&quot;w&quot;:1169,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7932}"> outlook for 2026 remains supported by strong demand from pharmaceutical manufacturers, healthcare providers, hospitals, and public health programs. Factors such as API production costs, raw material availability, manufacturing expenses, regulatory compliance requirements, and healthcare sector investments will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7011,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8004}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7013,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8006}">The </span><a href="https://www.chemanalyst.com/Pricing-data/cefuroxime-1649" bis_size="{&quot;x&quot;:36,&quot;y&quot;:7013,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8006}"><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:7013,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:8006}">Cefuroxime Trend Price</span></a><span bis_size="{&quot;x&quot;:183,&quot;y&quot;:7013,&quot;w&quot;:994,&quot;h&quot;:16,&quot;abs_x&quot;:485,&quot;abs_y&quot;:8006}"> is expected to experience moderate fluctuations depending on production economics, supply-demand dynamics, and broader market conditions. Meanwhile, the </span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7033,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8026}">Cefuroxime Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7033,&quot;w&quot;:1170,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8026}"> is projected to maintain steady growth due to expanding healthcare infrastructure, increasing pharmaceutical production, rising demand for antibiotic therapies, and broader access to essential medicines worldwide.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7085,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8078}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7087,&quot;w&quot;:1183,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8080}">As healthcare systems continue prioritizing infection management and reliable pharmaceutical supply chains, Cefuroxime is expected to remain an essential antibiotic product, supporting long-term market growth and sustained relevance within the global pharmaceutical industry.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:7139,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:8132}"></p>]]> </content:encoded>
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<title>How Association Conferences Drive Member Engagement Growth</title>
<link>https://news.bangboxonline.com/how-association-conferences-drive-member-engagement-growth</link>
<guid>https://news.bangboxonline.com/how-association-conferences-drive-member-engagement-growth</guid>
<description><![CDATA[ Discover how association conferences strengthen networking, boost participation, and drive long-term member engagement growth. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a311c3f4357a.jpg" length="73340" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 14:50:41 +0500</pubDate>
<dc:creator>Jacson Sanders</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr"><span>Introduction</span></h2>
<p dir="ltr"><span>In today's competitive professional landscape, organizations are continually seeking effective ways to strengthen relationships with their members, increase participation, and deliver meaningful value. One of the most powerful tools available for achieving these goals is association conferences. These events bring together professionals, industry leaders, sponsors, and stakeholders in a collaborative environment that encourages learning, networking, and long-term engagement.</span></p>
<p dir="ltr"><span>Association conferences are much more than annual gatherings. They serve as strategic platforms that help associations connect with members, foster professional development, and create lasting communities. When planned effectively, association conferences can significantly improve member satisfaction, retention, and overall organizational growth.</span></p>
<h2 dir="ltr"><span>Creating Meaningful Connections Among Members</span></h2>
<p dir="ltr"><span>One of the primary reasons association conferences are so effective is their ability to create valuable networking opportunities. Members often join professional associations to expand their industry connections, learn from peers, and build relationships that support their career growth.</span></p>
<p dir="ltr"><span>Through structured networking sessions, social events, panel discussions, and interactive workshops, association conferences provide members with opportunities to engage face-to-face with like-minded professionals. These interactions help strengthen personal and professional relationships, making members feel more connected to the association and its community.</span></p>
<p dir="ltr"><span>Strong relationships developed during conferences often continue long after the event concludes, creating ongoing engagement throughout the year.</span></p>
<h2 dir="ltr"><span>Delivering High-Value Educational Experiences</span></h2>
<p dir="ltr"><span>Professional development remains a key reason many individuals join associations. Association conferences provide a unique opportunity to deliver educational content in an engaging and impactful format.</span></p>
<p dir="ltr"><span>Industry experts, keynote speakers, and thought leaders can share the latest trends, innovations, and best practices that help attendees stay informed and competitive. Members gain access to valuable knowledge that they can immediately apply within their organizations and careers.</span></p>
<p dir="ltr"><span>By offering relevant educational sessions, associations demonstrate their commitment to supporting member success. This increased value strengthens member loyalty and encourages continued participation in future events and association programs.</span></p>
<h2 dir="ltr"><span>Building a Strong Sense of Community</span></h2>
<p dir="ltr"><span>A thriving association depends on a strong sense of belonging among its members. Association conferences play a critical role in creating this community atmosphere.</span></p>
<p dir="ltr"><span>When members gather in person, they experience the collective energy of their professional network. They see firsthand the impact of the association, meet leadership teams, and engage with individuals who share similar goals and challenges.</span></p>
<p dir="ltr"><span>This sense of community often leads to increased involvement in committees, volunteer opportunities, mentorship programs, and other association initiatives. Members who feel connected to a community are far more likely to remain engaged and active over the long term.</span></p>
<h2 dir="ltr"><span>Encouraging Member Participation and Involvement</span></h2>
<p dir="ltr"><span>Engagement grows when members have opportunities to contribute and participate. Association conferences provide numerous ways for attendees to become actively involved.</span></p>
<p dir="ltr"><span>Members can serve as speakers, panelists, workshop facilitators, moderators, or committee representatives. These opportunities allow individuals to showcase their expertise while strengthening their connection to the association.</span></p>
<p dir="ltr"><span>Active participation increases member investment in the organization's success. Individuals who contribute to conference programming often become ambassadors for the association, helping attract new members and encouraging greater participation across the membership base.</span></p>
<h2 dir="ltr"><span>Showcasing Industry Innovation and Trends</span></h2>
<p dir="ltr"><span>Industries evolve rapidly, and professionals need access to current information to remain competitive. Association conferences provide a platform for showcasing emerging trends, new technologies, and innovative solutions.</span></p>
<p dir="ltr"><span>Exhibition halls, product demonstrations, and sponsor showcases allow attendees to explore new tools and services that can improve their professional performance. Exposure to industry advancements helps members stay informed while reinforcing the association's role as a trusted source of knowledge.</span></p>
<p dir="ltr"><span>By positioning themselves as leaders in industry education and innovation, associations can increase member trust and strengthen engagement across their communities.</span></p>
<h2 dir="ltr"><span>Strengthening Member Retention</span></h2>
<p dir="ltr"><span>Member retention is a major priority for most associations. Retaining existing members is often more cost-effective than acquiring new ones, making engagement strategies essential for long-term success.</span></p>
<p dir="ltr"><span>Association conferences contribute directly to retention by delivering tangible value that members can see and experience. Attendees gain knowledge, build relationships, discover resources, and connect with industry leaders—all within a single event.</span></p>
<p dir="ltr"><span>When members perceive clear value from their conference experience, they are more likely to renew their memberships and remain involved in association activities. The positive experiences created through conferences often become key reasons members continue their relationship with the organization.</span></p>
<h2 dir="ltr"><span>Supporting Leadership Development</span></h2>
<p dir="ltr"><span>Future organizational success depends on developing the next generation of leaders. Association conferences create ideal environments for leadership development by connecting emerging professionals with experienced industry experts.</span></p>
<p dir="ltr"><span>Mentorship sessions, leadership workshops, and networking opportunities allow members to learn from established professionals while gaining confidence in their own abilities. These experiences help cultivate future volunteers, board members, and committee leaders.</span></p>
<p dir="ltr"><span>Associations that invest in leadership development through conferences create stronger organizations while simultaneously increasing member engagement and participation.</span></p>
<h2 dir="ltr"><span>Enhancing Communication Between Members and Leadership</span></h2>
<p dir="ltr"><span>Effective communication is essential for building trust within any association. Association conferences provide valuable opportunities for members to interact directly with organizational leaders.</span></p>
<p dir="ltr"><span>Town hall meetings, Q&amp;A sessions, leadership panels, and strategic discussions create transparency and encourage open dialogue. Members gain insight into organizational goals, future initiatives, and industry challenges.</span></p>
<p dir="ltr"><span>This direct communication helps members feel heard and valued. When members believe their opinions matter, they become more engaged and invested in the association's success.</span></p>
<h2 dir="ltr"><span>Creating Memorable Experiences That Inspire Loyalty</span></h2>
<p dir="ltr"><span>People often remember experiences more than information. Well-designed </span><a href="https://nectarcc.com.au/events-associations/"><span>association conferences</span></a><span> create memorable moments that leave lasting impressions on attendees.</span></p>
<p dir="ltr"><span>Inspirational keynote presentations, interactive workshops, networking events, recognition ceremonies, and collaborative activities contribute to positive conference experiences. These moments strengthen emotional connections between members and the association.</span></p>
<p dir="ltr"><span>Members who have positive conference experiences are more likely to recommend the association to colleagues, attend future events, and remain active participants within the community.</span></p>
<h2 dir="ltr"><span>Leveraging Technology to Expand Engagement</span></h2>
<p dir="ltr"><span>Modern association conferences increasingly incorporate technology to enhance attendee experiences and improve engagement. Event apps, live polling, virtual networking, mobile scheduling, and digital content platforms help members stay connected before, during, and after the conference.</span></p>
<p dir="ltr"><span>Hybrid and virtual conference options also allow associations to engage members who may not be able to attend in person. This expanded accessibility helps increase participation while providing additional value to members.</span></p>
<p dir="ltr"><span>Technology enables associations to maintain engagement throughout the year, transforming conferences from single events into ongoing member experiences.</span></p>
<h2 dir="ltr"><span>Supporting Sponsorship and Partnership Opportunities</span></h2>
<p dir="ltr"><span>Association conferences create valuable opportunities for sponsors and strategic partners to connect with members. These partnerships often enhance conference experiences while providing additional resources and educational opportunities.</span></p>
<p dir="ltr"><span>Sponsors can contribute expertise, showcase solutions, and support networking activities that benefit attendees. When partnerships are aligned with member needs, they create additional value for conference participants.</span></p>
<p dir="ltr"><span>Strong sponsor relationships can help associations invest in improved programming, expanded educational offerings, and enhanced member services, all of which contribute to greater engagement.</span></p>
<h2 dir="ltr"><span>Measuring Engagement and Improving Future Events</span></h2>
<p dir="ltr"><span>Successful associations use conferences as opportunities to gather valuable feedback and measure member engagement. Surveys, attendance data, session participation rates, and networking metrics provide insights into member interests and preferences.</span></p>
<p dir="ltr"><span>By analyzing this information, associations can continuously improve future conference experiences and better align programming with member expectations.</span></p>
<p dir="ltr"><span>Data-driven event planning ensures that association conferences remain relevant, valuable, and impactful, supporting long-term engagement growth.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Association conferences remain one of the most effective strategies for driving member engagement growth. By creating opportunities for networking, education, leadership development, and community building, these events deliver meaningful value that strengthens relationships between members and associations.</span></p>
<p dir="ltr"><span>From fostering professional connections to supporting industry innovation, association conferences help organizations create lasting engagement that extends far beyond the event itself. Associations that invest in high-quality conference experiences are better positioned to increase member satisfaction, improve retention, develop future leaders, and achieve sustainable growth.</span></p>
<p dir="ltr"><span>As member expectations continue to evolve, association conferences will remain essential tools for building stronger communities, delivering valuable experiences, and creating meaningful engagement that drives organizational success for years to come.</span></p>]]> </content:encoded>
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<title>Why Hiring a Shopify Website Development Agency Is the Smartest Move for Your Online Store</title>
<link>https://news.bangboxonline.com/why-hiring-a-shopify-website-development-agency-is-the-smartest-move-for-your-online-store</link>
<guid>https://news.bangboxonline.com/why-hiring-a-shopify-website-development-agency-is-the-smartest-move-for-your-online-store</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="73340" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 14:49:59 +0500</pubDate>
<dc:creator>Neetu Wadhwa</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a311ab7195bf.jpg" alt=""></p>
<p>Launching an online store has never been easier, but building a successful eCommerce business requires more than simply selecting a theme and uploading products. As competition continues to grow, businesses need a store that is fast, scalable, user-friendly, and optimized for conversions. This is why many brands choose professional Shopify development services to create a strong foundation for long-term growth.</p>
<p>Whether you're launching a new store or upgrading an existing one, partnering with a Shopify website development agency can help you maximize the platform's capabilities while avoiding common development challenges.</p>
<h2>The Growing Popularity of Shopify</h2>
<p>Shopify has become one of the most trusted eCommerce platforms for businesses of all sizes. Its flexibility, security, and extensive ecosystem of apps make it an attractive solution for entrepreneurs and established brands alike.</p>
<p>However, while Shopify simplifies many aspects of online selling, creating a high-performing store often requires technical expertise and strategic planning.</p>
<h2>Why Businesses Choose Shopify Development Services</h2>
<p>Professional <a href="https://bloomagency.in/shopify-development-services/">Shopify development services</a> go beyond basic store setup. They focus on creating customized shopping experiences that improve user engagement and drive sales.</p>
<p>Some common areas of expertise include:</p>
<ul>
<li>
<p>Custom Shopify store development</p>
</li>
<li>
<p>Theme customization</p>
</li>
<li>
<p>App integration</p>
</li>
<li>
<p>Shopify Plus development</p>
</li>
<li>
<p>Store migration</p>
</li>
<li>
<p>Performance optimization</p>
</li>
<li>
<p>Conversion-focused design</p>
</li>
<li>
<p>Third-party system integration</p>
</li>
</ul>
<p>These services help businesses build stores that align with their brand identity and operational requirements.</p>
<h2>Benefits of Hiring a Shopify Website Development Agency</h2>
<h3>Access to Specialized Expertise</h3>
<p>A dedicated agency brings experience working with various industries, business models, and Shopify projects. Their knowledge helps businesses avoid costly mistakes and implement proven solutions.</p>
<p>From custom coding to advanced integrations, experienced developers understand how to leverage Shopify effectively.</p>
<h3>Customized Store Design</h3>
<p>Many businesses begin with pre-built themes, but customization is often necessary to stand out in a competitive market.</p>
<p>Professional developers can create:</p>
<ul>
<li>
<p>Unique storefront designs</p>
</li>
<li>
<p>Custom product pages</p>
</li>
<li>
<p>Enhanced navigation systems</p>
</li>
<li>
<p>Personalized shopping experiences</p>
</li>
</ul>
<p>A tailored design helps improve brand perception and customer engagement.</p>
<h3>Faster Development Process</h3>
<p>Building an eCommerce store involves multiple tasks, including design, development, testing, optimization, and deployment.</p>
<p>When businesses <a href="https://bloomagency.in/hire-shopify-developers/">hire Shopify developers</a>, they gain access to professionals who can efficiently manage these tasks while reducing project timelines.</p>
<h3>Improved Website Performance</h3>
<p>Website speed and usability directly impact customer satisfaction and conversion rates.</p>
<p>Experienced developers focus on:</p>
<ul>
<li>
<p>Faster page loading times</p>
</li>
<li>
<p>Mobile responsiveness</p>
</li>
<li>
<p>Optimized code structure</p>
</li>
<li>
<p>Enhanced user experience</p>
</li>
</ul>
<p>A well-optimized Shopify store creates a smoother shopping journey for customers.</p>
<h3>Seamless App Integration</h3>
<p>Many online stores rely on apps for marketing, inventory management, customer support, analytics, and payment processing.</p>
<p>A Shopify development agency can ensure proper integration while maintaining website stability and performance.</p>
<h2>When Should You Hire Shopify Developers?</h2>
<p>Businesses often decide to hire Shopify developers when they encounter challenges that exceed basic platform functionality.</p>
<p>Common scenarios include:</p>
<h3>Launching a New eCommerce Business</h3>
<p>Developers can help create a professional online store from the ground up, ensuring that it is optimized for growth from day one.</p>
<h3>Migrating to Shopify</h3>
<p>Moving from platforms such as WooCommerce, Magento, or BigCommerce requires careful planning to preserve data, SEO performance, and user experience.</p>
<h3>Custom Functionality Requirements</h3>
<p>Some businesses require features that are not available through standard Shopify themes or apps.</p>
<p>Examples include:</p>
<ul>
<li>
<p>Subscription systems</p>
</li>
<li>
<p>Product customization tools</p>
</li>
<li>
<p>Advanced filtering</p>
</li>
<li>
<p>Custom checkout experiences</p>
</li>
<li>
<p>ERP integrations</p>
</li>
</ul>
<p>Professional developers can build these features while maintaining platform compatibility.</p>
<h3>Scaling an Existing Store</h3>
<p>As businesses grow, their operational and technical requirements often become more complex.</p>
<p>Hiring developers can help support:</p>
<ul>
<li>
<p>Higher traffic volumes</p>
</li>
<li>
<p>Expanded product catalogs</p>
</li>
<li>
<p>International selling</p>
</li>
<li>
<p>Multi-store management</p>
</li>
<li>
<p>Advanced automation</p>
</li>
</ul>
<h2>Long-Term Value of Professional Development</h2>
<p>While some store owners attempt to manage development internally, professional expertise often delivers better long-term value.</p>
<p>Benefits include:</p>
<ul>
<li>
<p>Reduced technical issues</p>
</li>
<li>
<p>Improved store performance</p>
</li>
<li>
<p>Better security practices</p>
</li>
<li>
<p>Scalability for future growth</p>
</li>
<li>
<p>Ongoing maintenance and support</p>
</li>
</ul>
<p>Investing in professional development can help businesses focus on marketing, customer service, and business expansion rather than technical challenges.</p>
<h2>Choosing the Right Shopify Development Partner</h2>
<p>When evaluating agencies, businesses should consider:</p>
<ul>
<li>
<p>Shopify experience</p>
</li>
<li>
<p>Portfolio quality</p>
</li>
<li>
<p>Technical expertise</p>
</li>
<li>
<p>Communication processes</p>
</li>
<li>
<p>Support capabilities</p>
</li>
<li>
<p>Client reviews and case studies</p>
</li>
</ul>
<p>A reliable partner should understand both the technical and business aspects of eCommerce success.</p>
<h2>Conclusion</h2>
<p>As online competition continues to increase, having a professionally developed Shopify store can provide a significant advantage. Expert Shopify development services help businesses create customized, high-performing stores that support customer engagement and long-term growth.</p>
<p>Whether you're launching a new venture, migrating from another platform, or scaling an existing store, choosing to hire Shopify developers can help ensure that your eCommerce website is built for performance, flexibility, and future success.</p>
<p>A strong Shopify store is more than just an online storefront—it is a strategic business asset that can support growth for years to come.</p>]]> </content:encoded>
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<title>The Innovation Race Is Happening Right Now</title>
<link>https://news.bangboxonline.com/the-innovation-race-is-happening-right-now</link>
<guid>https://news.bangboxonline.com/the-innovation-race-is-happening-right-now</guid>
<description><![CDATA[ Perform a novelty search patent service to assess the uniqueness of your inventions. Identify prior art, evaluate patentability, and gain expert insights to protect your intellectual property and strengthen your chances of successful patent filings. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a311adfd7f90.jpg" length="88850" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 14:45:01 +0500</pubDate>
<dc:creator>patentmaniac</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Every groundbreaking invention starts with a single idea, but not every idea survives the fierce competition of today’s innovation landscape. Inventors, startups, and businesses are racing against time to secure intellectual property before someone else reaches the finish line first. A novelty search patent process is often the critical first step that separates winning innovations from costly mistakes. The sooner you uncover the uniqueness of your concept, the sooner you can move forward with confidence and claim your place in the market.<br><br><b style="mso-bidi-font-weight: normal;">Why Waiting Could Cost You Everything</b><br>Many inventors make the dangerous assumption that their idea is automatically unique. Unfortunately, that belief can lead to wasted investments, rejected applications, and lost opportunities. A professional <b style="mso-bidi-font-weight: normal;"><a href="https://www.patentmaniac.com/patentability-search.html">novelty search patent</a></b> assessment helps identify existing inventions, publications, and technologies that may affect your filing strategy. Instead of moving forward blindly, you gain valuable insights that can save time, money, and frustration. In a world where innovation moves at lightning speed, every day matters.<br><br><b style="mso-bidi-font-weight: normal;">The Secret Weapon Behind Strong Patent Applications</b><br>Success in intellectual property protection is rarely accidental. Strong applications are built on research, precision, and strategic planning. That is why experienced professionals focus on evaluating every aspect of an invention before submission. By understanding the competitive landscape, inventors can strengthen their claims, reduce risks, and improve their chances of approval. This proactive approach transforms uncertainty into opportunity and positions innovations for long-term success.<br><br><b style="mso-bidi-font-weight: normal;">PatentManiac Delivers Confidence from Day One<br></b>When inventors need reliable support, <b style="mso-bidi-font-weight: normal;"><a href="https://www.patentmaniac.com/">PatentManiac</a></b> provides solutions designed to simplify the journey. The company helps innovators navigate complex intellectual property requirements with efficiency and accuracy. From early-stage evaluation to detailed preparation, every step is focused on maximizing value and minimizing obstacles. For entrepreneurs eager to protect their breakthrough concepts, expert guidance can make a remarkable difference.<br><br><b style="mso-bidi-font-weight: normal;">Visual Precision That Makes Applications Stand Out</b><br>A patent application is not only about written descriptions. Clear and accurate illustrations often play a vital role in communicating the details of an invention. Professional patent drawing services ensure that every component, feature, and function is represented with exceptional clarity. High-quality drawings help examiners understand innovations more effectively while enhancing the overall presentation of the application. This attention to detail can significantly strengthen the filing process.<br><br><b style="mso-bidi-font-weight: normal;">The Competitive Advantage Inventors Cannot Ignore</b><br>The marketplace rewards those who act quickly and strategically. Businesses that secure intellectual property protections early gain a powerful edge over competitors. Thorough research combined with expert documentation creates a strong foundation for future growth. Whether launching a startup or expanding an established company, protecting innovation today can open doors to licensing opportunities, investor confidence, and long-term market leadership.<br><br><b style="mso-bidi-font-weight: normal;">Accuracy and Speed Working Together<br></b>Modern innovators cannot afford delays. Every stage of intellectual property preparation should be handled with precision and urgency. PatentManiac understands this reality and works to streamline the process without compromising quality. By combining detailed research with efficient execution, inventors can move forward faster while maintaining confidence in their protection strategy. The result is a smoother path from concept to ownership.<br><br><b style="mso-bidi-font-weight: normal;">Professional Drawings Create Powerful First Impressions</b><br>Examiners, stakeholders, and potential partners often evaluate inventions based on how clearly they are presented. This is where professional <b style="mso-bidi-font-weight: normal;"><a href="https://www.patentmaniac.com/design-patent-drawings.html">patent drawing services</a></b> become a valuable asset. Detailed illustrations help eliminate confusion, support technical explanations, and elevate the professionalism of an application. In competitive industries, even small improvements in presentation can have a meaningful impact on outcomes.<br><br><b style="mso-bidi-font-weight: normal;">The Opportunity Window Is Closing Faster Than Ever</b><br>Innovation does not wait, and neither should inventors. Every moment spent delaying protection increases the risk of missed opportunities. A comprehensive novelty search patent review can reveal critical information before resources are committed, while expertly prepared documentation helps position inventions for success. Acting now can mean the difference between securing exclusive rights and watching opportunities slip away.<br><br><b style="mso-bidi-font-weight: normal;">Read more information:<br><a href="https://www.patentmaniac.com/design-patent-drawings.html">design patent drawings</a><br><a href="https://www.patentmaniac.com/accelerated-examination-search.html">accelerated examination search</a><br><a href="https://www.patentmaniac.com/design-patent-drawings.html">patent illustration services</a></b><o:p></o:p></p>]]> </content:encoded>
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<title>Why Businesses Choose The Obsidians for Complete Digital Solutions</title>
<link>https://news.bangboxonline.com/why-businesses-choose-the-obsidians-for-complete-digital-solutions</link>
<guid>https://news.bangboxonline.com/why-businesses-choose-the-obsidians-for-complete-digital-solutions</guid>
<description><![CDATA[ The Obsidians delivers expert web development, mobile app development, UI/UX design, QA testing, and digital marketing solutions for business growth. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a31041372457.jpg" length="67065" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 14:43:31 +0500</pubDate>
<dc:creator>the obsidians</dc:creator>
<media:keywords>web development company, mobile app development company</media:keywords>
<content:encoded><![CDATA[<h1 dir="ltr"><span>Why Businesses Choose The Obsidians for Complete Digital Solutions</span></h1>
<p dir="ltr"><span>In today's fast-paced digital world, businesses need more than just a website to succeed. They require innovative technology, engaging user experiences, reliable software performance, and strategic marketing to stay ahead of the competition. This is where </span><a href="https://theobsidians.com/"><span>The Obsidians</span></a><span> delivers exceptional value through comprehensive digital solutions designed to help businesses grow and thrive.</span></p>
<h2 dir="ltr"><span>The Obsidians: A Trusted Web Development Company</span></h2>
<p dir="ltr"><span>As a leading </span><a href="https://theobsidians.com/service/web-development-services/"><span>web development company</span></a><span>, The Obsidians creates modern, responsive, and high-performing websites tailored to each client's unique goals. A professionally developed website serves as the foundation of a successful online presence, helping businesses attract customers, build credibility, and generate conversions.</span></p>
<p dir="ltr"><span>From corporate websites and eCommerce platforms to custom web applications, The Obsidians develops scalable solutions that combine functionality, security, and exceptional user experiences.</span></p>
<h2 dir="ltr"><span>Mobile App Development Company Focused on Innovation</span></h2>
<p dir="ltr"><span>Mobile technology has transformed the way businesses interact with customers. As an experienced </span><a href="https://theobsidians.com/service/web-development-services/"><span>mobile app development company</span></a><span>, The Obsidians builds powerful mobile applications that help brands engage users, streamline operations, and increase revenue.</span></p>
<p dir="ltr"><span>Whether developing native Android and iOS apps or cross-platform solutions, the team at The Obsidians ensures every application is optimized for performance, usability, and long-term scalability.</span></p>
<h2 dir="ltr"><span>Professional UI UX Designer Services That Drive Results</span></h2>
<p dir="ltr"><span>Outstanding digital products begin with thoughtful design. The Obsidians offer expert </span><a href="https://theobsidians.com/service/ui-ux-design-services/"><span>UI UX designer services</span></a><span> that focus on creating intuitive and visually appealing experiences for users.</span></p>
<p dir="ltr"><span>By understanding customer behavior and business objectives, The Obsidians designs interfaces that improve engagement, simplify navigation, and encourage conversions. Every design decision is guided by usability principles that enhance customer satisfaction and strengthen brand identity.</span></p>
<h2 dir="ltr"><span>Reliable QA Testing Services for Quality Assurance</span></h2>
<p dir="ltr"><span>Launching software without proper testing can lead to performance issues, security vulnerabilities, and poor user experiences. The Obsidians provides comprehensive </span><a href="https://theobsidians.com/service/qa-testing-services/"><span>QA testing services</span></a><span> to ensure every website, application, and software solution performs flawlessly.</span></p>
<p dir="ltr"><span>The testing process includes functionality testing, performance testing, usability testing, compatibility testing, and security validation. Through rigorous quality assurance practices, The Obsidians helps businesses deliver reliable digital products with confidence.</span></p>
<h2 dir="ltr"><span>Digital Marketing Services Company That Accelerates Growth</span></h2>
<p dir="ltr"><span>Creating a great website or application is only part of the journey. Businesses also need visibility to attract potential customers. As a trusted digital marketing services company, The Obsidians helps brands increase their online presence through effective marketing strategies.</span></p>
<p dir="ltr"><span>Services include search engine optimization (SEO), pay-per-click advertising (PPC), content marketing, social media management, and conversion optimization. These data-driven strategies help businesses generate qualified leads, increase brand awareness, and achieve measurable growth.</span></p>
<h2 dir="ltr"><span>Why Businesses Partner with The Obsidians</span></h2>
<p dir="ltr"><span>The Obsidians combine technical expertise, creative design, quality assurance, and digital marketing under one roof. This integrated approach allows businesses to streamline their digital transformation journey while working with a dedicated team committed to delivering results.</span></p>
<h3 dir="ltr"><span>What Sets The Obsidians Apart?</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Custom solutions tailored to business needs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Experienced developers, designers, and marketers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Agile development methodologies</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>End-to-end project management</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Transparent communication</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ongoing support and maintenance</span></p>
</li>
</ul>
<h2 dir="ltr"><span>Empowering Businesses Through Technology</span></h2>
<p dir="ltr"><span>Technology continues to reshape industries and customer expectations. The Obsidians helps businesses stay competitive by developing innovative solutions that improve efficiency, enhance customer experiences, and drive sustainable growth.</span></p>
<p dir="ltr"><span>Whether you need a modern website, a feature-rich mobile application, expert UI/UX design, dependable QA testing, or strategic digital marketing, The Obsidians provides the expertise and support needed to achieve your goals.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Success in the digital age requires a combination of technology, creativity, and strategic execution. As a trusted web development company, mobile app development company, provider of UI UX designer services, QA testing services, and digital marketing services company, The Obsidians empowers businesses to transform ideas into impactful digital experiences.</span></p>
<p dir="ltr"><span>Partner with The Obsidians and discover how innovative digital solutions can help your business grow, scale, and succeed in an increasingly connected world.</span></p>]]> </content:encoded>
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<title>5 Errors Procurement Teams Make When Vetting a Fabricator for Precision Parts</title>
<link>https://news.bangboxonline.com/5-errors-procurement-teams-make-when-vetting-a-fabricator-for-precision-parts</link>
<guid>https://news.bangboxonline.com/5-errors-procurement-teams-make-when-vetting-a-fabricator-for-precision-parts</guid>
<description><![CDATA[ Avoid costly vetting mistakes when selecting a precision machining company. Learn what procurement teams overlook before awarding a fabrication contract. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a311929d4d08.jpg" length="46175" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 14:41:45 +0500</pubDate>
<dc:creator>markbragger</dc:creator>
<media:keywords>precision machining company</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Qualifying a fabricator for tight-tolerance components is one of the highest-stakes decisions in a procurement cycle. The wrong choice surfaces late, often after tooling investment, first-article failures, or missed delivery windows. For OEM buyers and engineers sourcing a </span><a href="https://www.pen-mfg.com/services/machining"><strong>precision machining company</strong></a><span>, the vetting process must go beyond price sheets and lead time promises. The factors below are ordered for procurement decisions and cover the most consequential mistakes teams make before awarding a contract.</span></p>
<h2 dir="ltr"><span>1. Introduction to Vetting a </span><span>Precision Machining Company</span></h2>
<p dir="ltr"><span>Selecting a fabrication partner requires evaluating technical depth, not just capacity. Procurement teams frequently underestimate the extent to which a supplier's process maturity affects downstream production reliability. A shop that looks capable on paper may lack the documented systems, equipment calibration records, or engineering bandwidth to support complex programs. Vetting mistakes compound quickly, turning a sourcing shortcut into a rework cycle or supply disruption. Thorough qualification protects schedule, quality, and total program cost.</span></p>
<h2 dir="ltr"><span>2. Overlooking Certifications for a </span><span>Precision machining Company</span></h2>
<p dir="ltr"><span>Certifications are not administrative formalities. They represent audited evidence that a shop operates within a defined quality management system. ISO certification, for example, establishes baseline controls for documentation, nonconformance handling, and continuous improvement. Aerospace and medical programs typically require additional compliance layers, and a shop without the relevant credentials cannot legally or practically support those supply chains.</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Confirm the certification scope covers the specific processes you need</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Request the most recent audit date and any corrective action history</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Verify that certifications are current, not lapsed or conditionally maintained</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ask whether the shop has been audited by a customer or a third party recently</span></p>
</li>
</ul>
<p dir="ltr"><span>Skipping this step introduces regulatory and quality risk that surfaces at the worst possible time, often during a production ramp.</span></p>
<h2 dir="ltr"><span>3. Ignoring Manufacturability in </span><span>Custom Precision Machining</span></h2>
<p dir="ltr"><span>Design-for-manufacturability feedback is one of the most undervalued services a </span><span>custom precision machining</span><span> supplier can offer. When procurement teams treat fabricators as passive quote-and-build vendors, they forfeit the opportunity to catch tolerance stack-ups, material selection issues, or feature geometries that drive unnecessary cycle time. Shops with strong engineering support will flag these issues before cutting metal, not after.</span></p>
<p dir="ltr"><span>Ignoring manufacturability consistently leads to extended lead times and elevated per-part costs. The risk is highest on first-run programs where design assumptions have not been validated against real tooling constraints.</span></p>
<p dir="ltr"><span>Key procurement questions to ask:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Does your engineering team review drawings before quoting?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>How do you communicate design concerns back to the customer?</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Can you provide DFM feedback as part of the RFQ process?</span></p>
</li>
</ul>
<h2 dir="ltr"><span>4. Failing to Verify </span><span>High-Precision Machining</span><span> Inspection</span></h2>
<p dir="ltr"><span>High-precision machining</span><span> demands more than capable equipment. It requires a documented inspection infrastructure, including calibrated measuring tools, traceable standards, and first-article inspection reports that travel with the part. Shops that cannot produce dimensional reports on request are operating without the verification layer required by tight-tolerance programs.</span></p>
<p dir="ltr"><span>Advanced metrology capability, such as coordinate measuring machines and optical comparators, signals that a shop can validate conformance rather than assume it. Buyers should treat inspection documentation as a contractual deliverable, not an optional add-on.</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Confirm the shop maintains calibration records for all measuring equipment</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Request a sample inspection report before awarding the program</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ask whether the first article inspection is standard or quoted separately</span></p>
</li>
</ul>
<h2 dir="ltr"><span>5. Choosing a </span><span>Precision Machining Company</span><span> Based on The Price</span></h2>
<p dir="ltr"><span>Unit cost is a visible metric, but it captures only a fraction of total program value. A lower quoted price from a less capable </span><span>precision machining company</span><span> frequently results in higher costs across rework, expediting, and supplier management overhead. Reliability, engineering support, and quality consistency carry real financial weight that a price-only comparison obscures.</span></p>
<p dir="ltr"><span><a href="https://www.pen-mfg.com/"><strong>Pen Manufacturing</strong></a> provides turnkey fabrication solutions that balance technical expertise with supply chain efficiency, making them a strong fit for OEM buyers who need dependable output across complex programs. Procurement teams are encouraged to contact Pen Manufacturing directly to discuss their specific fabrication requirements and evaluate fit before the next RFQ cycle.</span></p>
<p></p>]]> </content:encoded>
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<title>Cefpodoxime Proxetil Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Cefpodoxime-Proxetil-Price-71343</link>
<guid>https://news.bangboxonline.com/Cefpodoxime-Proxetil-Price-71343</guid>
<description><![CDATA[ Cefpodoxime Proxetil Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3117d7ae977.jpg" length="46038" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 14:31:22 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Cefpodoxime Proxetil Price</media:keywords>
<content:encoded><![CDATA[<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}"></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1041}"><a href="https://www.chemanalyst.com/Pricing-data/cefpodoxime-proxetil-1646" bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:365,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:365,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}">According to ChemAnalyst Cefpodoxime Proxetil Price</strong></a><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:1189,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}"><span bis_size="{&quot;x&quot;:373,&quot;y&quot;:50,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:675,&quot;abs_y&quot;:1043}"> </span>trend in 2026 is expected to be influenced by pharmaceutical industry demand, active pharmaceutical ingredient (API) production costs, raw material availability, regulatory compliance requirements, and global healthcare market developments. Cefpodoxime Proxetil is a widely used third-generation cephalosporin antibiotic that serves as an important treatment option for a variety of bacterial infections. As healthcare systems continue expanding access to essential medicines and pharmaceutical manufacturers focus on maintaining reliable supply chains, the<span bis_size="{&quot;x&quot;:301,&quot;y&quot;:110,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:603,&quot;abs_y&quot;:1103}"> </span></span><strong bis_size="{&quot;x&quot;:305,&quot;y&quot;:110,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:607,&quot;abs_y&quot;:1103}">Cefpodoxime Proxetil Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:110,&quot;w&quot;:1115,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1103}"><span bis_size="{&quot;x&quot;:487,&quot;y&quot;:110,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:789,&quot;abs_y&quot;:1103}"> </span>is expected to remain a critical market indicator for producers, suppliers, distributors, and procurement professionals throughout 2026.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:165,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1158}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:160,&quot;w&quot;:523,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1153}">Overview of the Cefpodoxime Proxetil Market</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:203,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1196}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:205,&quot;w&quot;:1169,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1198}">Cefpodoxime Proxetil is an orally administered cephalosporin antibiotic that is commonly used in the treatment of respiratory tract infections, urinary tract infections, skin infections, and other bacterial diseases. The drug belongs to the beta-lactam class of antibiotics and is valued for its broad-spectrum antibacterial activity.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:257,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1250}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:259,&quot;w&quot;:378,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1252}">The pharmaceutical industry utilizes Cefpodoxime Proxetil in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:291,&quot;w&quot;:1190,&quot;h&quot;:160,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1284}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:291,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1284}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:293,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1286}">Antibiotic formulations</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:311,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1304}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:313,&quot;w&quot;:158,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1306}">Oral suspension products</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:331,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1324}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:333,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1326}">Tablet manufacturing</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:351,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1344}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:353,&quot;w&quot;:217,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1346}">Generic pharmaceutical production</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:371,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1364}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:373,&quot;w&quot;:177,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1366}">Hospital medication supplies</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:391,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1384}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:393,&quot;w&quot;:206,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1386}">Retail pharmaceutical distribution</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:411,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1404}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:413,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1406}">Healthcare treatment programs</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:431,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1424}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:433,&quot;w&quot;:200,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1426}">Infection management therapies</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:465,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1458}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:467,&quot;w&quot;:604,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1460}">The growing need for effective antimicrobial treatments continues to support the expansion of the<span bis_size="{&quot;x&quot;:608,&quot;y&quot;:467,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:910,&quot;abs_y&quot;:1460}"> </span></span><strong bis_size="{&quot;x&quot;:612,&quot;y&quot;:467,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:914,&quot;abs_y&quot;:1460}">Cefpodoxime Proxetil Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:847,&quot;y&quot;:467,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1149,&quot;abs_y&quot;:1460}"><span bis_size="{&quot;x&quot;:847,&quot;y&quot;:467,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1149,&quot;abs_y&quot;:1460}"> </span>globally.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:503,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1496}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:498,&quot;w&quot;:570,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1491}">Global Cefpodoxime Proxetil Price Trend Analysis</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:541,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1534}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:543,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1536}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:543,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:1536}"> </span></span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:543,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1536}">Cefpodoxime Proxetil Trend Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:543,&quot;w&quot;:1176,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1536}"><span bis_size="{&quot;x&quot;:301,&quot;y&quot;:543,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:603,&quot;abs_y&quot;:1536}"> </span>has experienced fluctuations in recent years due to changing API production costs, pharmaceutical demand patterns, regulatory requirements, and supply chain conditions.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:595,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1588}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:597,&quot;w&quot;:382,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1590}">Several factors have contributed to market volatility, including:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:629,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1622}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:629,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1622}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:631,&quot;w&quot;:190,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1624}">Raw material price fluctuations</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:649,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1642}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:651,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1644}">API manufacturing expenses</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:669,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1662}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:671,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1664}">Logistics and transportation costs</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:689,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1682}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:691,&quot;w&quot;:221,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1684}">Regulatory compliance investments</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:709,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1702}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:711,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1704}">Global healthcare demand</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:743,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1736}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:745,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1738}">In 2026, the<span bis_size="{&quot;x&quot;:81,&quot;y&quot;:745,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:1738}"> </span></span><strong bis_size="{&quot;x&quot;:85,&quot;y&quot;:745,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1738}">Cefpodoxime Proxetil Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:745,&quot;w&quot;:1120,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1738}"><span bis_size="{&quot;x&quot;:267,&quot;y&quot;:745,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:569,&quot;abs_y&quot;:1738}"> </span>is expected to remain influenced by pharmaceutical production economics and growing demand from healthcare sectors worldwide. Stable consumption of antibiotic medications is likely to support market growth while supply chain efficiencies may help moderate price fluctuations.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:801,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1794}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:796,&quot;w&quot;:592,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1789}">Key Factors Influencing Cefpodoxime Proxetil Price</strong></h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:839,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1832}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:837,&quot;w&quot;:461,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1830}">Active Pharmaceutical Ingredient Production Costs</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:875,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1868}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:877,&quot;w&quot;:465,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1870}">API manufacturing remains one of the most significant factors affecting the<span bis_size="{&quot;x&quot;:469,&quot;y&quot;:877,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:771,&quot;abs_y&quot;:1870}"> </span></span><strong bis_size="{&quot;x&quot;:473,&quot;y&quot;:877,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:775,&quot;abs_y&quot;:1870}">Cefpodoxime Proxetil Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:655,&quot;y&quot;:877,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:957,&quot;abs_y&quot;:1870}">.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:909,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1902}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:911,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1904}">The production process requires:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:943,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1936}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:943,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1936}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:945,&quot;w&quot;:214,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1938}">High-purity chemical intermediates</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:963,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1956}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:965,&quot;w&quot;:217,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1958}">Specialized manufacturing facilities</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:983,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1976}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:985,&quot;w&quot;:167,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1978}">Quality assurance systems</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1003,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1996}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1005,&quot;w&quot;:289,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1998}">Regulatory-compliant production environments</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1023,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2016}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1025,&quot;w&quot;:165,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2018}">Skilled technical personnel</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1057,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2050}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1059,&quot;w&quot;:528,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2052}">Changes in production costs can directly impact pricing trends across global markets.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1094,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2087}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1092,&quot;w&quot;:223,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2085}">Raw Material Availability</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1130,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2123}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1132,&quot;w&quot;:678,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2125}">The availability of pharmaceutical-grade raw materials plays a critical role in determining manufacturing costs.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1164,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2157}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1166,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2159}">Any disruptions involving:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1198,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2191}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1198,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2191}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1200,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2193}">Chemical intermediates</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1218,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2211}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1220,&quot;w&quot;:167,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2213}">Pharmaceutical feedstocks</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1238,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2231}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1240,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2233}">Specialty reagents</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1258,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2251}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1260,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2253}">Supply chain logistics</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1292,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2285}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1294,&quot;w&quot;:306,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2287}">can influence production efficiency and affect the<span bis_size="{&quot;x&quot;:310,&quot;y&quot;:1294,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:612,&quot;abs_y&quot;:2287}"> </span></span><strong bis_size="{&quot;x&quot;:314,&quot;y&quot;:1294,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:616,&quot;abs_y&quot;:2287}">Cefpodoxime Proxetil Trend Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:538,&quot;y&quot;:1294,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:840,&quot;abs_y&quot;:2287}">.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1329,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2322}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1327,&quot;w&quot;:300,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2320}">Pharmaceutical Industry Demand</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1365,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2358}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1367,&quot;w&quot;:571,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2360}">The pharmaceutical sector remains the primary driver of Cefpodoxime Proxetil consumption.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1399,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2392}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1401,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2394}">Demand is supported by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1433,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2426}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1433,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2426}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1435,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2428}">Increasing healthcare access</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1453,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2446}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1455,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2448}">Growing patient populations</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1473,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2466}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1475,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2468}">Rising antibiotic prescriptions</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1493,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2486}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1495,&quot;w&quot;:257,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2488}">Expanding pharmaceutical manufacturing</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1513,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2506}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1515,&quot;w&quot;:170,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2508}">Public healthcare programs</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1547,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2540}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1549,&quot;w&quot;:354,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2542}">These factors contribute significantly to the growth of the<span bis_size="{&quot;x&quot;:358,&quot;y&quot;:1549,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:660,&quot;abs_y&quot;:2542}"> </span></span><strong bis_size="{&quot;x&quot;:362,&quot;y&quot;:1549,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:664,&quot;abs_y&quot;:2542}">Cefpodoxime Proxetil Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:597,&quot;y&quot;:1549,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:899,&quot;abs_y&quot;:2542}">.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1583,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2576}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1581,&quot;w&quot;:338,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2574}">Regulatory Compliance Requirements</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1620,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2613}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1622,&quot;w&quot;:753,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2615}">Pharmaceutical manufacturers operate under strict regulatory frameworks that govern product quality, safety, and efficacy.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1654,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2647}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1656,&quot;w&quot;:237,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2649}">Compliance-related expenses include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1688,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2681}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1688,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2681}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1690,&quot;w&quot;:291,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2683}">Good Manufacturing Practice (GMP) standards</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1708,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2701}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1710,&quot;w&quot;:93,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2703}">Product testing</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1728,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2721}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1730,&quot;w&quot;:106,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2723}">Quality validation</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1748,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2741}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1750,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2743}">Documentation requirements</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1768,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2761}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1770,&quot;w&quot;:132,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2763}">Regulatory approvals</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1802,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2795}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1804,&quot;w&quot;:302,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2797}">These costs can influence overall market pricing.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1838,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2831}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1836,&quot;w&quot;:337,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2829}">Transportation and Distribution Costs</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1874,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2867}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1876,&quot;w&quot;:503,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2869}">Global pharmaceutical supply chains depend on efficient transportation networks.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1908,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2901}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1910,&quot;w&quot;:245,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2903}">Factors affecting logistics costs include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1942,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2935}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1942,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2935}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1944,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2937}">Freight rates</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1962,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2955}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1964,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2957}">Fuel prices</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1982,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2975}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1984,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2977}">Warehousing expenses</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2002,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2995}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2004,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2997}">Distribution infrastructure</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2022,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3015}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2024,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3017}">International trade conditions</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2056,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3049}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2058,&quot;w&quot;:630,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3051}">Changes in transportation costs can impact the final delivered price of Cefpodoxime Proxetil products.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2094,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3087}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2089,&quot;w&quot;:584,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3082}">North America Cefpodoxime Proxetil Price Outlook</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2132,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3125}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2134,&quot;w&quot;:992,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3127}">North America remains an important market for Cefpodoxime Proxetil due to its advanced healthcare infrastructure and substantial pharmaceutical consumption.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2166,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3159}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2168,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3161}">Several factors are expected to influence the<span bis_size="{&quot;x&quot;:285,&quot;y&quot;:2168,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:587,&quot;abs_y&quot;:3161}"> </span></span><strong bis_size="{&quot;x&quot;:288,&quot;y&quot;:2168,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3161}">Cefpodoxime Proxetil Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:471,&quot;y&quot;:2168,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:773,&quot;abs_y&quot;:3161}"><span bis_size="{&quot;x&quot;:471,&quot;y&quot;:2168,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:773,&quot;abs_y&quot;:3161}"> </span>in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2200,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3193}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2200,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3193}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2202,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3195}">Healthcare spending levels</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2220,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3213}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2222,&quot;w&quot;:202,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3215}">Generic pharmaceutical demand</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2240,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3233}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2242,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3235}">Regulatory compliance requirements</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2260,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3253}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2262,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3255}">Pharmaceutical manufacturing activity</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2280,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3273}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2282,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3275}">Distribution network efficiency</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2314,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3307}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2316,&quot;w&quot;:679,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3309}">The region’s focus on ensuring access to essential medications is expected to support stable market demand.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2352,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3345}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2347,&quot;w&quot;:497,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3340}">Europe Cefpodoxime Proxetil Price Outlook</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2390,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3383}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2392,&quot;w&quot;:600,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3385}">Europe continues to be a major consumer of antibiotic medications and pharmaceutical products.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2424,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3417}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2426,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3419}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:2426,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:3419}"> </span></span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:2426,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3419}">Cefpodoxime Proxetil Trend Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:260,&quot;y&quot;:2426,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:562,&quot;abs_y&quot;:3419}"><span bis_size="{&quot;x&quot;:260,&quot;y&quot;:2426,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:562,&quot;abs_y&quot;:3419}"> </span>in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2458,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3451}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2458,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3451}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2460,&quot;w&quot;:215,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3453}">Healthcare reimbursement policies</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2478,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3471}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2480,&quot;w&quot;:212,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3473}">Pharmaceutical production activity</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2498,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3491}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2500,&quot;w&quot;:165,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3493}">Antibiotic demand patterns</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2518,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3511}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2520,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3513}">Regulatory standards</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2538,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3531}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2540,&quot;w&quot;:172,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3533}">Import and export dynamics</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2572,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3565}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2574,&quot;w&quot;:803,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3567}">The presence of established pharmaceutical manufacturers and robust healthcare systems is expected to support market stability.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2610,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3603}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2605,&quot;w&quot;:552,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3598}">Asia-Pacific Cefpodoxime Proxetil Price Outlook</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2648,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3641}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2650,&quot;w&quot;:615,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3643}">Asia-Pacific is expected to remain a key production and consumption hub for Cefpodoxime Proxetil.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2682,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3675}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2684,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3677}">Countries such as:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2716,&quot;w&quot;:1190,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3709}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2716,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3709}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2718,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3711}">China</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2736,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3729}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2738,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3731}">India</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2756,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3749}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2758,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3751}">Japan</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2776,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3769}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2778,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3771}">South Korea</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2796,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3789}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2798,&quot;w&quot;:60,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3791}">Indonesia</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2816,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3809}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2818,&quot;w&quot;:53,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3811}">Thailand</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2850,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3843}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2852,&quot;w&quot;:483,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3845}">play significant roles in pharmaceutical manufacturing and healthcare delivery.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2884,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3877}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2886,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3879}">Key growth drivers include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2918,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3911}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2918,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3911}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2920,&quot;w&quot;:221,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3913}">Expanding healthcare infrastructure</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2938,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3931}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2940,&quot;w&quot;:275,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3933}">Growing pharmaceutical production capacity</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2958,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3951}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2960,&quot;w&quot;:172,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3953}">Increasing population levels</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2978,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3971}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2980,&quot;w&quot;:192,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3973}">Rising healthcare expenditures</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2998,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3991}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3000,&quot;w&quot;:177,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3993}">Greater access to medicines</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3032,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4025}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3034,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4027}">These developments are expected to strengthen the<span bis_size="{&quot;x&quot;:331,&quot;y&quot;:3034,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:633,&quot;abs_y&quot;:4027}"> </span></span><strong bis_size="{&quot;x&quot;:335,&quot;y&quot;:3034,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:4027}">Cefpodoxime Proxetil Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:570,&quot;y&quot;:3034,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:872,&quot;abs_y&quot;:4027}"><span bis_size="{&quot;x&quot;:570,&quot;y&quot;:3034,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:872,&quot;abs_y&quot;:4027}"> </span>throughout 2026.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3069,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4062}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3064,&quot;w&quot;:550,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4057}">Pharmaceutical Industry Driving Market Growth</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3108,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4101}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3110,&quot;w&quot;:570,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4103}">The pharmaceutical industry remains the largest consumer of Cefpodoxime Proxetil globally.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3144,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4137}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3142,&quot;w&quot;:252,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4135}">Generic Drug Manufacturing</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3181,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4174}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3183,&quot;w&quot;:748,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4176}">Many pharmaceutical companies produce generic versions of Cefpodoxime Proxetil to meet growing healthcare demand.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3217,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4210}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3215,&quot;w&quot;:206,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4208}">Hospital Supply Chains</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3253,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4246}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3255,&quot;w&quot;:600,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4248}">Hospitals and healthcare facilities rely on consistent antibiotic supplies for infection management.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3290,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4283}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3288,&quot;w&quot;:239,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4281}">Retail Pharmacy Networks</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3326,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4319}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3328,&quot;w&quot;:705,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4321}">Community pharmacies continue distributing antibiotic medications across both developed and emerging markets.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3362,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4355}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3360,&quot;w&quot;:252,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4353}">Public Healthcare Programs</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3399,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4392}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3401,&quot;w&quot;:578,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4394}">Government-supported healthcare initiatives contribute significantly to antibiotic consumption.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3433,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4426}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3435,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4428}">These applications continue supporting long-term market growth.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3470,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4463}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3465,&quot;w&quot;:310,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4458}">Healthcare Sector Demand</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3509,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4502}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3511,&quot;w&quot;:363,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4504}">The healthcare industry remains a major contributor to the<span bis_size="{&quot;x&quot;:367,&quot;y&quot;:3511,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:669,&quot;abs_y&quot;:4504}"> </span></span><strong bis_size="{&quot;x&quot;:371,&quot;y&quot;:3511,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:673,&quot;abs_y&quot;:4504}">Cefpodoxime Proxetil Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:606,&quot;y&quot;:3511,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:908,&quot;abs_y&quot;:4504}">.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3543,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4536}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3545,&quot;w&quot;:445,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4538}">Growing healthcare investments worldwide are driving demand through:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3577,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4570}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3577,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4570}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3579,&quot;w&quot;:236,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4572}">Improved access to medical treatment</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3597,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4590}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3599,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4592}">Expansion of healthcare infrastructure</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3617,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4610}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3619,&quot;w&quot;:211,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4612}">Increased disease diagnosis rates</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3637,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4630}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3639,&quot;w&quot;:217,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4632}">Broader pharmaceutical availability</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3657,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4650}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3659,&quot;w&quot;:267,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4652}">Enhanced infection management programs</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3691,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4684}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3693,&quot;w&quot;:649,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4686}">Healthcare modernization efforts are expected to continue supporting demand during the forecast period.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3728,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4721}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3723,&quot;w&quot;:553,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4716}">Track Real Time Prices Of Cefpodoxime Proxetil</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3766,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4759}"><a href="http://chemanalyst.com/ChemAnalyst/PricingForm?Product=Cefpodoxime%20Proxetil" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3768,&quot;w&quot;:573,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4761}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3768,&quot;w&quot;:573,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4761}">http://chemanalyst.com/ChemAnalyst/PricingForm?Product=Cefpodoxime%20Proxetil</strong></a></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3804,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4797}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3799,&quot;w&quot;:511,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4792}">Antibiotic Market Trends Influencing Growth</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3842,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4835}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3844,&quot;w&quot;:487,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4837}">Several market trends are shaping the future of Cefpodoxime Proxetil demand.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3879,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4872}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3877,&quot;w&quot;:265,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4870}">Rising Healthcare Awareness</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3915,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4908}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3917,&quot;w&quot;:688,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4910}">Patients increasingly seek timely treatment for bacterial infections, contributing to stable antibiotic consumption.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3951,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4944}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3949,&quot;w&quot;:329,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4942}">Expanding Healthcare Infrastructure</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3988,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4981}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3990,&quot;w&quot;:642,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4983}">Developing economies continue investing in hospitals, clinics, and pharmaceutical distribution networks.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4024,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5017}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4022,&quot;w&quot;:241,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5015}">Generic Medicine Adoption</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4061,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5054}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4063,&quot;w&quot;:549,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5056}">Growing acceptance of generic pharmaceuticals supports increased market accessibility.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4097,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5090}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4095,&quot;w&quot;:165,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5088}">Population Growth</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4133,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5126}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4135,&quot;w&quot;:636,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5128}">Rising global populations contribute to long-term healthcare demand and pharmaceutical consumption.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4170,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5163}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4168,&quot;w&quot;:241,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5161}">Pharmaceutical Innovation</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4206,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5199}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4208,&quot;w&quot;:605,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5201}">Manufacturers continue investing in process optimization and production efficiency improvements.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4240,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5233}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4242,&quot;w&quot;:330,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5235}">These trends are expected to positively influence the<span bis_size="{&quot;x&quot;:334,&quot;y&quot;:4242,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:636,&quot;abs_y&quot;:5235}"> </span></span><strong bis_size="{&quot;x&quot;:338,&quot;y&quot;:4242,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:640,&quot;abs_y&quot;:5235}">Cefpodoxime Proxetil Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:573,&quot;y&quot;:4242,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:875,&quot;abs_y&quot;:5235}">.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4277,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5270}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4272,&quot;w&quot;:637,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5265}">Supply Chain Challenges Affecting Market Performance</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4316,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5309}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4318,&quot;w&quot;:460,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5311}">Despite positive demand fundamentals, several challenges may affect the<span bis_size="{&quot;x&quot;:464,&quot;y&quot;:4318,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:766,&quot;abs_y&quot;:5311}"> </span></span><strong bis_size="{&quot;x&quot;:468,&quot;y&quot;:4318,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:770,&quot;abs_y&quot;:5311}">Cefpodoxime Proxetil Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:703,&quot;y&quot;:4318,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1005,&quot;abs_y&quot;:5311}">.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4352,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5345}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4350,&quot;w&quot;:255,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5343}">Raw Material Price Volatility</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4389,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5382}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4391,&quot;w&quot;:524,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5384}">Fluctuations in pharmaceutical feedstock prices can influence production economics.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4425,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5418}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4423,&quot;w&quot;:203,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5416}">Regulatory Complexity</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4461,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5454}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4463,&quot;w&quot;:498,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5456}">Compliance with global pharmaceutical standards requires ongoing investments.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4498,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5491}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4496,&quot;w&quot;:189,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5489}">Logistics Disruptions</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4534,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5527}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4536,&quot;w&quot;:477,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5529}">Transportation delays and freight cost increases can affect supply availability.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4571,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5564}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4569,&quot;w&quot;:323,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5562}">Manufacturing Capacity Constraints</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4607,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5600}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4609,&quot;w&quot;:486,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5602}">Unexpected production interruptions may influence regional market conditions.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4641,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5634}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4643,&quot;w&quot;:525,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5636}">Addressing these challenges remains essential for maintaining stable market growth.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4678,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5671}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4673,&quot;w&quot;:501,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5666}">Regulatory Environment and Market Impact</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4717,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5710}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4719,&quot;w&quot;:544,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5712}">Regulatory agencies play an important role in shaping the Cefpodoxime Proxetil market.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4751,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5744}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4753,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5746}">Manufacturers must comply with:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4785,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5778}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4785,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5778}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4787,&quot;w&quot;:233,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5780}">Good Manufacturing Practices (GMP)</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4805,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5798}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4807,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5800}">Product quality standards</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4825,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5818}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4827,&quot;w&quot;:125,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5820}">Safety requirements</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4845,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5838}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4847,&quot;w&quot;:243,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5840}">Pharmaceutical registration procedures</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4865,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5858}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4867,&quot;w&quot;:210,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5860}">International regulatory guidelines</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4899,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5892}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4901,&quot;w&quot;:628,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5894}">These requirements help ensure product quality while influencing production costs and pricing trends.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4936,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5929}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4931,&quot;w&quot;:521,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5924}">Cefpodoxime Proxetil Price Forecast for 2026</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4975,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5968}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4977,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5970}">The overall<span bis_size="{&quot;x&quot;:77,&quot;y&quot;:4977,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:5970}"> </span></span><strong bis_size="{&quot;x&quot;:81,&quot;y&quot;:4977,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:5970}">Cefpodoxime Proxetil Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:263,&quot;y&quot;:4977,&quot;w&quot;:913,&quot;h&quot;:16,&quot;abs_x&quot;:565,&quot;abs_y&quot;:5970}"><span bis_size="{&quot;x&quot;:263,&quot;y&quot;:4977,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:565,&quot;abs_y&quot;:5970}"> </span>forecast for 2026 suggests a stable to moderately firm market outlook supported by ongoing pharmaceutical demand and healthcare sector growth.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5009,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6002}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5011,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6004}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5043,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6036}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5043,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6036}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5045,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6038}">Expanding healthcare access</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5063,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6056}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5065,&quot;w&quot;:220,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6058}">Growing pharmaceutical production</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5083,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6076}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5085,&quot;w&quot;:277,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6078}">Increasing demand for antibiotic medications</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5103,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6096}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5105,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6098}">Rising compliance costs</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5123,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6116}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5125,&quot;w&quot;:278,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6118}">Higher logistics and manufacturing expenses</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5157,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6150}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5159,&quot;w&quot;:752,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6152}">At the same time, efficient production management and stable supply chains may help prevent excessive market volatility.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5191,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6184}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5193,&quot;w&quot;:396,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6186}">Most market participants anticipate moderate fluctuations in the<span bis_size="{&quot;x&quot;:400,&quot;y&quot;:5193,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:702,&quot;abs_y&quot;:6186}"> </span></span><strong bis_size="{&quot;x&quot;:404,&quot;y&quot;:5193,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:706,&quot;abs_y&quot;:6186}">Cefpodoxime Proxetil Trend Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:628,&quot;y&quot;:5193,&quot;w&quot;:491,&quot;h&quot;:16,&quot;abs_x&quot;:930,&quot;abs_y&quot;:6186}">, reflecting regional supply-demand balances and broader economic conditions.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5228,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6221}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5223,&quot;w&quot;:652,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6216}">Future Opportunities in the Cefpodoxime Proxetil Market</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5266,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6259}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5268,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6261}">The long-term outlook for the<span bis_size="{&quot;x&quot;:187,&quot;y&quot;:5268,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:489,&quot;abs_y&quot;:6261}"> </span></span><strong bis_size="{&quot;x&quot;:191,&quot;y&quot;:5268,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:6261}">Cefpodoxime Proxetil Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:426,&quot;y&quot;:5268,&quot;w&quot;:347,&quot;h&quot;:16,&quot;abs_x&quot;:728,&quot;abs_y&quot;:6261}"><span bis_size="{&quot;x&quot;:426,&quot;y&quot;:5268,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:728,&quot;abs_y&quot;:6261}"> </span>remains positive due to several emerging opportunities.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5303,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6296}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5301,&quot;w&quot;:352,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6294}">Healthcare Infrastructure Development</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5339,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6332}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5341,&quot;w&quot;:545,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6334}">Governments continue investing in healthcare facilities and pharmaceutical accessibility.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5376,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6369}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5374,&quot;w&quot;:375,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6367}">Expanding Pharmaceutical Manufacturing</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5412,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6405}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5414,&quot;w&quot;:433,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6407}">Growing production capacities support increased medicine availability.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5448,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6441}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5446,&quot;w&quot;:224,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6439}">Emerging Market Growth</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5485,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6478}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5487,&quot;w&quot;:685,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6480}">Developing economies continue experiencing rising healthcare expenditures and pharmaceutical consumption.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5521,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6514}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5519,&quot;w&quot;:254,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6512}">Generic Medicine Expansion</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5557,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6550}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5559,&quot;w&quot;:533,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6552}">The increasing adoption of cost-effective generic medications supports market growth.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5594,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6587}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5592,&quot;w&quot;:258,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6585}">Improved Healthcare Access</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5630,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6623}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5632,&quot;w&quot;:732,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6625}">Global initiatives aimed at expanding access to essential medicines create additional opportunities for demand growth.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5668,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6661}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:5663,&quot;w&quot;:126,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6656}">Conclusion</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5706,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6699}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5708,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6701}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:5708,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:6701}"> </span></span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:5708,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:6701}">Cefpodoxime Proxetil Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5708,&quot;w&quot;:1159,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6701}"><span bis_size="{&quot;x&quot;:259,&quot;y&quot;:5708,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:561,&quot;abs_y&quot;:6701}"> </span>outlook for 2026 remains supported by strong demand from the pharmaceutical and healthcare sectors. Factors such as API production costs, raw material availability, manufacturing expenses, regulatory compliance, and healthcare investments will continue influencing market performance throughout the year.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5760,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6753}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5762,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6755}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:5762,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:6755}"> </span></span><a href="https://www.chemanalyst.com/Pricing-data/cefpodoxime-proxetil-1646" bis_size="{&quot;x&quot;:36,&quot;y&quot;:5762,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:6755}"><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:5762,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:6755}">Cefpodoxime Proxetil Trend Price</strong></a><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5762,&quot;w&quot;:1148,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6755}"><span bis_size="{&quot;x&quot;:260,&quot;y&quot;:5762,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:562,&quot;abs_y&quot;:6755}"> </span>is expected to experience moderate fluctuations depending on supply-demand dynamics, production economics, and broader market conditions. Meanwhile, the<span bis_size="{&quot;x&quot;:102,&quot;y&quot;:5782,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:404,&quot;abs_y&quot;:6775}"> </span></span><strong bis_size="{&quot;x&quot;:106,&quot;y&quot;:5782,&quot;w&quot;:234,&quot;h&quot;:16,&quot;abs_x&quot;:408,&quot;abs_y&quot;:6775}">Cefpodoxime Proxetil Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5782,&quot;w&quot;:1142,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6775}"><span bis_size="{&quot;x&quot;:341,&quot;y&quot;:5782,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:643,&quot;abs_y&quot;:6775}"> </span>is projected to maintain steady growth due to expanding healthcare infrastructure, increasing pharmaceutical manufacturing, rising antibiotic demand, and greater access to medical treatments worldwide.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5834,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6827}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5836,&quot;w&quot;:1142,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6829}">As healthcare systems continue prioritizing effective infection management and reliable pharmaceutical supply chains, Cefpodoxime Proxetil is expected to remain an essential antibiotic product, supporting long-term market expansion and sustained relevance within the global pharmaceutical industry.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5888,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6881}"></p>]]> </content:encoded>
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<item>
<title>Benefits of Hiring Experienced Local Roofing Contractors for Your Home</title>
<link>https://news.bangboxonline.com/benefits-of-hiring-experienced-local-roofing-contractors-for-your-home</link>
<guid>https://news.bangboxonline.com/benefits-of-hiring-experienced-local-roofing-contractors-for-your-home</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://img.magnific.com/premium-photo/worker-repairs-sloped-roof-clear-blue-sky-daylight-hours_941468-14725.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 14:28:59 +0500</pubDate>
<dc:creator>Susan Armadale</dc:creator>
<media:keywords>palmerton roofing contractors</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>A roof is one of those things people forget about until something goes wrong. One leak after a storm, a few missing shingles, maybe a stain creeping across the ceiling, and suddenly it’s the most important part of the house. Truth is, roofing problems rarely happen overnight. Most of the time they build slowly, hidden from view, until repairs turn into something much bigger. That’s why working with experienced </span><strong><a href="https://www.poconoroofs.com/palmerton">palmerton roofing contractors</a></strong><span> can save homeowners a lot of money and frustration down the road.</span></p>
<p dir="ltr"><span>Local roofing companies understand the weather, the neighborhoods, and the common issues homes in this part of Pennsylvania deal with every year. They’ve seen what heavy snow, wind, and summer storms can do. And honestly, that local experience matters more than a flashy sales pitch.</span></p>
<h2 dir="ltr"><strong>Why Local Experience Beats a Traveling Roofing Crew</strong></h2>
<p dir="ltr"><span>There’s a big difference between hiring a contractor who works in your community and bone</span></p>
<p dir="ltr"><span>that just rolls through after a storm. Original roofers have a character to  cover. They ca n’t  vanish after the job is done because chances are they’ll be working down the  road coming month. That responsibility gives homeowners a little  further confidence. </span><b></b></p>
<p dir="ltr"><span>The stylish palmerton roofing contractors know the accoutrements  that hold up stylish in the region’s climate. They know how  nipping  layoffs affect shingles and why proper  garret ventilation can add times to the life of a roof. It’s practical knowledge earned from times on real rooftops, not from reading a primer. </span><b></b></p>
<h3 dir="ltr"><strong>Small Roofing Problems Infrequently Stay Small </strong></h3>
<p dir="ltr"><span>Let’s be real. nothing wants to spend  plutocrat on roof repairs. A lot of people see one missing subsoil and  suppose it can  stay until coming season. The trouble is that water does n’t need  important space to get outside. A  bitsy opening can let  humidity  transude into the decking,  sequestration, and indeed the walls. </span><b></b></p>
<p dir="ltr"><span>What starts as a minor  form can end up  taking a full structural fix if ignored long enough. That’s why routine  examinations and quick repairs are so important. A professional roofer can spot weak areas before they come  precious  extremities, and homeowners avoid the shock of dealing with major water damage  latterly. </span><b></b></p>
<h3 dir="ltr"><strong>Knowing When Roof relief Is the More Option </strong></h3>
<p dir="ltr"><span>Repairs make sense when the damage is  insulated. But there comes a point where doctoring the same roof again and again just does n’t add up.However, showing signs of sagging, or constantly oohing after storms, If your roof is over twenty times old. </span><b></b></p>
<p dir="ltr"><span>Numerous families looking into roof  relief in gilbert  launch because of one visible problem. During the  examination, they  frequently discover times of  retired wear and tear underneath the shingles. Replacing an aging roof improves protection, boosts energy  effectiveness, and can indeed increase the value of the home if selling is ever on the table. </span><b></b></p>
<h3 dir="ltr"><strong>The Real Value Behind a Professional Roof examination </strong></h3>
<p dir="ltr"><span>A roof  examination is n’t just someone climbing a graduation and taking a quick look around. A good contractor checks flashing,  denes, reflections, gutters, underlayment, and ventilation systems. They’re looking for the small warning signs that homeowners  nearly  noway  notice from the ground. </span><b></b></p>
<p dir="ltr"><span>The short answer is this  examinations catch problems beforehand. They help homeowners plan for repairs  rather of getting blindsided by  unforeseen failures. In  numerous cases, a simple  conservation visit extends the roof’s life by several times. That’s a enough good return for a little precautionary care. </span><b></b></p>
<p dir="ltr"><span><img src="https://img.magnific.com/premium-photo/master-uniform-helmet-repairs-tiles-roof-house-roofing-repair-reconstruction_1062399-11510.jpg"></span></p>
<h3 dir="ltr"><strong>How Weather in Pennsylvania Takes a Risk on Roofing Systems </strong></h3>
<p dir="ltr"><span>Pennsylvania rainfall is n’t exactly gentle on roofs. Winter ice can force water under shingles. Spring rains expose weak flashing around chimneys and reflections. Summer heat expands roofing accoutrements , while afterlife leaves clog gutters and trap  humidity. It’s a cycle that repeats every time. </span><b></b></p>
<p dir="ltr"><span>That’s why homeowners  frequently calculate on trusted palmerton roofing contractors who understand these original conditions. They know that a roof designed for a different climate may not perform the same way then. Material choices, installation  styles, and ventilation plans all need to fit the  terrain, not just the budget. </span><b></b></p>
<h3 dir="ltr"><strong>Choosing the Right Roofing Accoutrements for Long- Term Results </strong></h3>
<p dir="ltr"><span>Not every roof needs the same  result. Asphalt shingles remain popular because they balance affordability and  continuity. Essence roofing is  getting more common too, especially for homeowners looking for a longer  lifetime and lower  conservation. Some  parcels  profit from architectural shingles that offer  redundant protection against wind and rainfall. </span><b></b></p>
<p dir="ltr"><span>A good contractor wo n’t push one product for every house. rather, they’ll explain the advantages and trade- offs actually. perhaps one option costs a little  further  outspoken but lasts ten times longer. perhaps another works more because of the roof’s pitch. Those  exchanges matter because roofing is a long- term investment, not an impulse purchase. </span><b></b></p>
<h3 dir="ltr"><strong>Roof relief Is further Than Just New Shingles </strong></h3>
<p dir="ltr"><span>A lot of homeowners  suppose a roof  relief simply means tearing off old shingles and putting on new ones. In reality, the process is much more detailed. Contractors  check  the decking  under, replace damaged wood, install defensive  walls, ameliorate ventilation if  demanded, and  insure flashing is sealed  rightly. </span><b></b></p>
<p dir="ltr"><span>That’s why a quality roof  relief in gilbert can make such a  conspicuous difference. It’s not only about appearance. It’s about  erecting a complete roofing system that works together to keep water out, regulate temperature, and stand up to changing seasons. Done right, a  relief gives homeowners peace of mind for decades. </span><b></b></p>
<h3 dir="ltr"><strong>How Good Roofing Improves Energy Efficiency </strong></h3>
<p dir="ltr"><span>People  generally connect  sequestration with energy savings, but roofing plays a huge  part too. An old or damaged roof lets conditioned air escape and allows outside temperatures to affect the inside of the home. Poor  garret ventilation can trap heat in summer and  humidity in downtime, creating problems that go far beyond comfort. </span><b></b></p>
<p dir="ltr"><span>Ultramodern roofing systems are designed to ameliorate tailwind and reduce energy loss. Combined with quality  sequestration, they help hotting and cooling systems work more efficiently. Over time, those yearly  mileage savings add up, making a roofing upgrade indeed more worthwhile. </span><b></b></p>
<h3 dir="ltr"><strong>Chancing a Roofing Contractor You Can Actually Trust </strong></h3>
<p dir="ltr"><span>Hiring the cheapest company  nearly  noway  works out the way people hope. Roofing is  professed labor, and experience counts. Homeowners should look for  certified and  ensured contractors with a solid original character, clear communication, and transparent estimates.However, that’s  generally a bad sign, If a company avoids questions or pressures you into  subscribing right down. </span><b></b></p>
<p dir="ltr"><span>The stylish palmerton roofing contractors take the time to explain what they  set up during an  examination and why they recommend certain repairs or  relief options. They do n’t calculate on  dread tactics. They  give information, answer  enterprises, and let homeowners make informed  opinions without  gratuitous pressure. </span><b></b></p>
<h3 dir="ltr"><strong>Investing in Your Home Before Problems Get Worse </strong></h3>
<p dir="ltr"><span>Your roof protects everything underneath it. The  cabinetwork, the flooring, family  prints, and all the  effects that make a house feel like home. staying until there’s water  trickling into the living room is n’t really a strategy. It  generally means paying  further than necessary because the damage has spread.</span></p>
<p dir="ltr"><span>Scheduling regular inspections and dealing with issues early keeps costs under control. And when the time comes for a full </span><strong><a href="https://www.poconoroofs.com/gilbert">roof replacement in gilbert</a></strong><span>, working with an experienced team ensures the investment is done right the first time. The goal isn’t just fixing today’s leak. It’s avoiding tomorrow’s headaches too.</span></p>
<h3><strong>Protect Your Home with a Roofing Team That Knows the Area</strong></h3>
<p dir="ltr"><span>At the end of the day, roofs wear out. Storms happen. Materials age. That part is unavoidable. What homeowners can control is who they trust to handle repairs and replacements. A local contractor brings experience, accountability, and an understanding of what homes in the area actually need.</span></p>
<p dir="ltr"><span>If you’ve noticed signs of wear, missing shingles, leaks, or if your roof is simply getting older, don’t put it off another season. A professional inspection can provide clarity before small issues turn into major expenses. Visit </span><strong><a href="https://share.google/R53A7mdwWhjrX3M1e">Asch Poconos Roofing</a></strong><span> to start your next roofing project with a team that values honest work, dependable craftsmanship, and long-term protection for your home.</span></p>
<h3><strong>FAQs</strong></h3>
<h4 dir="ltr"><strong>Why should I hire local palmerton roofing contractors instead of a national company?</strong><span><br></span><span></span></h4>
<p dir="ltr"><span>Local contractors understand regional weather conditions, building styles, and common roofing issues. They also have a reputation within the community, which often means better accountability and customer service.</span></p>
<h4 dir="ltr"><strong>How do I know if I need roof replacement in gilbert instead of a repair?</strong><span><br></span><span></span></h4>
<p dir="ltr"><span>If your roof is over twenty years old, has recurring leaks, widespread shingle damage, or structural issues, a replacement may be more cost-effective than repeated repairs.</span></p>
<h4 dir="ltr"><strong>How often should I schedule a roof inspection?</strong><span><br></span><span></span></h4>
<p dir="ltr"><span>Most roofing professionals recommend having your roof inspected at least once a year and after any major storm. Regular inspections help catch small issues before they become expensive repairs.</span></p>
<h4 dir="ltr"><strong>What roofing material lasts the longest?</strong><span><br></span><span></span></h4>
<p dir="ltr"><span>Metal roofing generally offers one of the longest lifespans, often lasting 40 to 70 years. High-quality architectural shingles are also a durable and popular option for many homeowners.</span></p>
<h4 dir="ltr"><strong>Can a new roof improve my home's energy efficiency?</strong><span><br></span><span></span></h4>
<p dir="ltr"><span>Yes. Modern roofing systems, combined with proper ventilation and insulation, help regulate indoor temperatures and reduce strain on heating and cooling systems, which can lower energy costs over time.</span><b id="docs-internal-guid-96a77454-7fff-ab15-9203-43e9e5d64abb"></b></p>]]> </content:encoded>
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<title>Leicester Local Business Directory for UK Businesses</title>
<link>https://news.bangboxonline.com/leicester-local-business-directory-for-uk-businesses</link>
<guid>https://news.bangboxonline.com/leicester-local-business-directory-for-uk-businesses</guid>
<description><![CDATA[ Boost your online presence with the ultimate Leicester business directory. Discover how to improve local SEO, attract more customers, and grow your brand.&quot; ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a311711ef4b3.jpg" length="150941" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 14:28:54 +0500</pubDate>
<dc:creator>London Local SEO</dc:creator>
<media:keywords>Leicester business directory, Leicester business listing, Leicester free business listing</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;">In the bustling digital landscape of the United Kingdom, local visibility is the lifeblood of small and medium-sized enterprises (SMEs). For businesses operating in the East Midlands, having a presence in a trusted<span> </span><a title="null" href="https://localpage.uk/leicester">Leicester business directory</a><span> </span>is no longer an optional marketing strategy—it is a fundamental requirement for growth. Whether you are a local artisan, a professional service provider, or a growing retail brand, positioning your business where local customers are already searching is essential.</p>
<p style="text-align: justify;">Understanding the role of directories in the modern digital ecosystem requires looking beyond simple contact information. It is about building trust, enhancing your digital footprint, and ensuring that when someone searches for a service in the region, your name appears at the top of the results.</p>
<h2 style="text-align: justify;">Why Local Visibility Matters in Leicester</h2>
<p style="text-align: justify;">The way consumers interact with businesses has fundamentally changed. Today, the customer journey almost always begins with a search engine query. When a potential client needs a specific service, they rarely reach for a physical book. Instead, they use digital tools to identify reliable providers in their immediate vicinity.</p>
<p style="text-align: justify;">A Leicester business listing provides the digital infrastructure necessary to capture this high-intent traffic. By maintaining an accurate profile, you are not just providing an address; you are signaling to search engines like Google and Bing that your business is legitimate, active, and relevant to the local community. This is a critical component of Local SEO, which helps you rank higher in localized search results, often referred to as the "Map Pack" or "Local Finder."</p>
<h2 style="text-align: justify;">Leveraging Directories for SEO and Growth</h2>
<p style="text-align: justify;">Many business owners view directories as passive repositories of contact info. In reality, they are dynamic assets. A well-optimized profile in a Leicester online business directory acts as a signal of trust. Search engines crawl these sites to verify your business details—your name, address, and phone number (NAP consistency). When these match across the web, your authority increases.</p>
<h3 style="text-align: justify;">The Role of Free Listings</h3>
<p style="text-align: justify;">For startups and smaller shops, cost management is key. Utilizing a<span> </span><a title="null" href="https://localpage.uk/free-listing">Leicester free business listing</a><span> </span>allows you to establish a footprint without upfront investment. This is an excellent way to test the platform's traffic-driving capabilities and build foundational backlinks that contribute to your site’s overall Domain Authority (DA).</p>
<h3 style="text-align: justify;">The Competitive Edge: Sponsored Listings</h3>
<p style="text-align: justify;">While organic reach is vital, visibility in competitive niches often requires a boost. A<span> </span><a title="null" href="https://localpage.uk/sponsored-booster">Leicester sponsored listing</a><span> </span>allows your business to bypass the clutter and appear prominently when customers are actively searching for your category. This is particularly effective for service-based businesses—such as plumbers, electricians, or consultants—where capturing immediate leads is the primary goal.</p>
<h2 style="text-align: justify;">Navigating the Digital Marketplace</h2>
<p style="text-align: justify;">Not all<span> </span><a title="null" href="https://localpage.uk/">Leicester business listings sites</a><span> </span>are created equal. The most effective platforms are those that prioritize user experience and maintain high-quality data. When choosing where to list your company, look for platforms that offer clear categorization, mobile optimization, and regular updates to ensure your business remains visible on every device.</p>
<h3 style="text-align: justify;">How Customers Use Local Search</h3>
<p style="text-align: justify;">Understanding the mindset of the local customer is key to AEO (Answer Engine Optimization). When a user looks for a service, they often ask specific questions: "Who is the best accountant in Leicester?" or "Where can I find a reliable mechanic?" An<span> </span><a title="null" href="https://localpage.uk/">online directory Leicester</a><span> </span>users trust should be structured to answer these questions directly. By providing detailed descriptions, operating hours, and clear service offerings, you ensure that your business is the one the search engine recommends.</p>
<h3 style="text-align: justify;">Strategy for Success: How to Find Businesses in Leicester</h3>
<p style="text-align: justify;">For the savvy consumer, the ability to<span> </span><a title="null" href="https://localpage.uk/">find businesses in Leicester</a><span> </span>quickly and accurately is a convenience that saves time and fosters loyalty. When a directory offers filtering tools—by industry, location, or rating—it enhances the user experience. As a business owner, ensuring your profile is complete with high-quality images and a compelling bio makes it easier for these users to choose you over a competitor who has left their profile empty.</p>
<h2 style="text-align: justify;">Strategic Implementation of Business Listings</h2>
<p style="text-align: justify;">Beyond the keywords and the links, there is a science to getting the most out of your presence in a Leicester local business directory. Here are the core pillars to focus on:</p>
<ul style="text-align: justify;">
<li>
<p><strong>Consistency:</strong><span> </span>Ensure your business name, address, and contact details are identical across every platform. Inconsistencies confuse search algorithms and can hurt your rankings.</p>
</li>
<li>
<p><strong>Rich Media:</strong><span> </span>A profile with professional photography, a clean logo, and perhaps a video tour is significantly more engaging than a plain text entry.</p>
</li>
<li>
<p><strong>Customer Reviews:</strong><span> </span>Actively encourage satisfied customers to leave reviews on your directory profiles. These reviews act as "social proof" that influences both human decision-making and search engine ranking algorithms.</p>
</li>
<li>
<p><strong>Category Precision:</strong><span> </span>Ensure you are listed under the most relevant industry categories. If you are a landscape gardener, do not just list under "Home Services"; drill down to "Garden Maintenance" if available.</p>
</li>
</ul>
<h2 style="text-align: justify;">Addressing Common Misconceptions</h2>
<p style="text-align: justify;">There is a common belief that because social media exists, business directories are obsolete. This is a dangerous misconception. While social media is for engagement, a directory is for<span> </span><em>intent</em>. Users on social media are browsing; users on a directory are searching to buy or hire. By ignoring directories, you are effectively ignoring customers who are at the bottom of the sales funnel—the ones most likely to convert.</p>
<p style="text-align: justify;">Furthermore, some believe that having a website is enough. While your website is your digital storefront, a directory profile is like having a billboard on the busiest high street in town. It funnels traffic to your door.</p>
<h2 style="text-align: justify;">Future Outlook for Local Search in the UK</h2>
<p style="text-align: justify;">The future of local search is increasingly mobile and voice-based. As AI-powered assistants become the default interface for searching, your business information needs to be structured in a way that AI can read and understand instantly. This is why "entity-rich" content—detailing your services, your history, and your specific local expertise—is vital. By utilizing a robust directory, you are effectively feeding these AI systems the structured data they need to recommend your business to future customers.</p>
<h2 style="text-align: justify;">Frequently Asked Questions</h2>
<h3 style="text-align: justify;">Why should I add my business to a directory?</h3>
<p style="text-align: justify;">Adding your business improves your digital footprint, helps with Local SEO, builds trust with potential customers, and makes you easier to find when people are actively searching for your services.</p>
<h3 style="text-align: justify;">Is it necessary to pay for a listing?</h3>
<p style="text-align: justify;">While free options provide a baseline, paid or sponsored options offer increased visibility and placement, which can significantly accelerate lead generation in competitive industries.</p>
<h3 style="text-align: justify;">How does a directory help with SEO?</h3>
<p style="text-align: justify;">Directories provide high-quality backlinks and consistent business data (NAP), which are major ranking factors for search engines like Google.</p>
<h3 style="text-align: justify;">Can I update my listing later?</h3>
<p style="text-align: justify;">Yes. It is highly recommended to keep your information current, especially if you change your hours, location, or service offerings.</p>
<h3 style="text-align: justify;">Do online directories work for service-based businesses?</h3>
<p style="text-align: justify;">Absolutely. In fact, service-based businesses often benefit the most, as local customers frequently search for specific trade services in their immediate area.</p>
<h3 style="text-align: justify;">How do I ensure my listing stands out?</h3>
<p style="text-align: justify;">Focus on high-quality images, a detailed business description, and an active review management strategy to build social proof.</p>
<h3 style="text-align: justify;">What is NAP consistency?</h3>
<p style="text-align: justify;">NAP stands for Name, Address, and Phone number. Maintaining consistency across all your directory listings is crucial for local search rankings.</p>
<h3 style="text-align: justify;">How quickly will I see results?</h3>
<p style="text-align: justify;">SEO is a long-term strategy. While some changes might reflect in a few days, building authority usually takes consistent effort over several months.</p>
<h3 style="text-align: justify;">Are there benefits to niche-specific directories?</h3>
<p style="text-align: justify;">Yes, but a general, well-maintained Leicester-based directory is often more powerful for broad local discoverability.</p>
<h3 style="text-align: justify;">What should I include in my business description?</h3>
<p style="text-align: justify;">Focus on your unique value proposition, your service area, your core services, and keywords that customers might use when searching for you.</p>
<h3 style="text-align: justify;">Can reviews affect my ranking?</h3>
<p style="text-align: justify;">Yes. Search engines view positive reviews as a signal of quality, which can improve your placement in local search results.</p>
<h3 style="text-align: justify;">How often should I check my listing?</h3>
<p style="text-align: justify;">A quarterly check is recommended to ensure that all information remains accurate and that you have responded to any new reviews.</p>
<h3 style="text-align: justify;">Can I include links to my social media?</h3>
<p style="text-align: justify;">Most reputable directories allow you to link your social media profiles, which helps integrate your digital presence and build brand authority.</p>
<h3 style="text-align: justify;">Does the directory support mobile users?</h3>
<p style="text-align: justify;">Modern directories are responsive. Your listing will automatically adjust to fit smartphones, which is where the vast majority of local searches happen today.</p>
<h3 style="text-align: justify;">What is the difference between a listing and an ad?</h3>
<p style="text-align: justify;">A listing is a foundational profile for your business. An ad or sponsored placement is a paid mechanism to ensure that your listing appears above others in search results.</p>
<p style="text-align: justify;">Building a successful business in Leicester requires a combination of quality service and strategic digital positioning. By ensuring your business is listed in a reputable directory, you are laying the groundwork for sustainable growth. Start with a free listing to build your foundation, and consider upgrading to sponsored placements as your business grows to capture more of the local market share.</p>
<p style="text-align: justify;">The digital marketplace is crowded, but with the right approach to Local SEO and entity management, your business can stand out to the people who need your services the most.</p>
<p style="text-align: justify;"><strong>Get In Touch</strong></p>
<p style="text-align: justify;"><strong>Email:<span> </span>contact@localpage.uk</strong><br><strong>Website: www.localpage.uk</strong></p>]]> </content:encoded>
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<title>Cis 3 Hexenol Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook</title>
<link>https://news.bangboxonline.com/Cis-3-Hexenol-Price</link>
<guid>https://news.bangboxonline.com/Cis-3-Hexenol-Price</guid>
<description><![CDATA[ Cis 3 Hexenol Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a31109a85af0.jpg" length="69788" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 14:00:17 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Cis 3 Hexenol Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1056}"></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1090}"><a href="https://www.chemanalyst.com/Pricing-data/cis-3-hexenol-2405" bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:291,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:291,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}">According to ChemAnalyst Cis 3 Hexenol Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:1186,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}"> trend in 2026 is expected to be influenced by raw material availability, demand from the fragrance and flavor industries, production costs, supply chain dynamics, and global trade developments. Cis 3 Hexenol, often referred to as “leaf alcohol,” is a naturally occurring unsaturated alcohol known for its fresh green, grassy aroma. It is widely used in fragrances, flavors, personal care products, household products, and specialty chemical formulations. As consumer demand for natural and nature-inspired ingredients continues to rise, the </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:110,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1152}">Cis 3 Hexenol Price</span><span bis_size="{&quot;x&quot;:200,&quot;y&quot;:110,&quot;w&quot;:809,&quot;h&quot;:16,&quot;abs_x&quot;:502,&quot;abs_y&quot;:1152}"> is expected to remain an important market indicator for manufacturers, suppliers, and procurement professionals throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:145,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1187}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:143,&quot;w&quot;:373,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1185}">Overview of the Cis 3 Hexenol Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:182,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1224}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:184,&quot;w&quot;:1160,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1226}">Cis 3 Hexenol is an organic compound commonly found in plants and is responsible for the characteristic scent of freshly cut grass and green leaves. Due to its pleasant and natural aroma profile, it has become an essential ingredient in fragrance compositions and flavor formulations across multiple industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:236,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1278}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:238,&quot;w&quot;:216,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1280}">The compound is widely utilized in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:270,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1312}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:270,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1312}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:270,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1312}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:272,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1314}">Fine fragrances</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:304,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1346}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:304,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1346}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:306,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1348}">Personal care products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:338,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1380}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:338,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1380}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:340,&quot;w&quot;:87,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1382}">Air fresheners</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:372,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1414}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:372,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1414}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:374,&quot;w&quot;:180,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1416}">Household cleaning products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:406,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1448}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:406,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1448}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:408,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1450}">Food flavoring applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:440,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1482}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:440,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1482}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:442,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1484}">Beverage formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:474,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1516}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:474,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1516}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:476,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1518}">Cosmetic products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:508,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1550}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:508,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1550}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:510,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1552}">Specialty chemical intermediates</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:542,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1584}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:544,&quot;w&quot;:786,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1586}">The increasing preference for natural aroma ingredients and botanical-inspired products continues to support the growth of the </span><span bis_size="{&quot;x&quot;:794,&quot;y&quot;:544,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:1096,&quot;abs_y&quot;:1586}">Cis 3 Hexenol Trend Market</span><span bis_size="{&quot;x&quot;:967,&quot;y&quot;:544,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1269,&quot;abs_y&quot;:1586}"> globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:580,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1622}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:578,&quot;w&quot;:420,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1620}">Global Cis 3 Hexenol Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:617,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1659}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:619,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1661}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:619,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1661}">Cis 3 Hexenol Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:619,&quot;w&quot;:1162,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1661}"> has experienced fluctuations over recent years due to variations in raw material costs, manufacturing expenses, transportation charges, and changing demand patterns across fragrance and flavor industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:671,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1713}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:673,&quot;w&quot;:357,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1715}">Market participants have also faced challenges related to:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:705,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1747}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:705,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1747}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:705,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1747}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:707,&quot;w&quot;:152,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1749}">Feedstock price volatility</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:739,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1781}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:739,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1781}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:741,&quot;w&quot;:151,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1783}">Supply chain disruptions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:773,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1815}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:773,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1815}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:775,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1817}">Energy cost fluctuations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:807,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1849}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:807,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1849}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:809,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1851}">International trade conditions</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:841,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1883}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:841,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1883}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:843,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1885}">Changing consumer preferences</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:875,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1917}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:877,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1919}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:877,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1919}">Cis 3 Hexenol Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:877,&quot;w&quot;:1140,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1919}"> is expected to remain supported by growing demand from fragrance, cosmetics, and food flavor industries. Stable consumption patterns and expanding product applications are anticipated to contribute to overall market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:933,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1975}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:931,&quot;w&quot;:438,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1973}">Key Factors Influencing Cis 3 Hexenol Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:970,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2012}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:971,&quot;w&quot;:189,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2013}">Raw Material Availability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1006,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2048}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1008,&quot;w&quot;:450,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2050}">Raw material availability remains one of the primary factors affecting the </span><span bis_size="{&quot;x&quot;:458,&quot;y&quot;:1008,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:760,&quot;abs_y&quot;:2050}">Cis 3 Hexenol Price</span><span bis_size="{&quot;x&quot;:581,&quot;y&quot;:1008,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:883,&quot;abs_y&quot;:2050}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1040,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2082}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1042,&quot;w&quot;:1177,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2084}">The production of Cis 3 Hexenol depends on specific chemical feedstocks and processing inputs. Any fluctuations in feedstock supply, agricultural production, or specialty chemical availability can directly impact manufacturing costs and market pricing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1097,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2139}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1098,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2140}">Manufacturing Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1133,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2175}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1135,&quot;w&quot;:991,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2177}">The production of Cis 3 Hexenol involves specialized synthesis and purification processes that require energy, labor, equipment, and quality assurance systems.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1167,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2209}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1169,&quot;w&quot;:206,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2211}">Rising expenses associated with:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1201,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2243}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1201,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2243}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1201,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2243}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1203,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2245}">Energy consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1235,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2277}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1235,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2277}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1237,&quot;w&quot;:72,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2279}">Labor costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1269,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2311}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1269,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2311}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1271,&quot;w&quot;:158,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2313}">Manufacturing operations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1303,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2345}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1303,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2345}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1305,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2347}">Regulatory compliance</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1337,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2379}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1337,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2379}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1339,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2381}">Plant maintenance</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1371,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2413}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1373,&quot;w&quot;:366,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2415}">can contribute to higher production costs and influence the </span><span bis_size="{&quot;x&quot;:374,&quot;y&quot;:1373,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:676,&quot;abs_y&quot;:2415}">Cis 3 Hexenol Trend Price</span><span bis_size="{&quot;x&quot;:537,&quot;y&quot;:1373,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:839,&quot;abs_y&quot;:2415}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1408,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2450}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1409,&quot;w&quot;:217,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2451}">Fragrance Industry Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1444,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2486}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1446,&quot;w&quot;:505,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2488}">The fragrance industry remains the largest consumer of Cis 3 Hexenol worldwide.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1478,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2520}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1480,&quot;w&quot;:433,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2522}">Its distinctive green and fresh aroma makes it a valuable ingredient in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1512,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2554}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1512,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2554}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1512,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2554}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1514,&quot;w&quot;:59,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2556}">Perfumes</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1546,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2588}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1546,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2588}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1548,&quot;w&quot;:72,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2590}">Deodorants</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1580,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2622}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1580,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2622}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1582,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2624}">Body sprays</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1614,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2656}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1614,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2656}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1616,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2658}">Personal care products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1648,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2690}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1648,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2690}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1650,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2692}">Home fragrance products</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1682,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2724}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1684,&quot;w&quot;:600,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2726}">Growing consumer interest in nature-inspired fragrances continues to support demand within the </span><span bis_size="{&quot;x&quot;:608,&quot;y&quot;:1684,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:910,&quot;abs_y&quot;:2726}">Cis 3 Hexenol Trend Market</span><span bis_size="{&quot;x&quot;:782,&quot;y&quot;:1684,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1084,&quot;abs_y&quot;:2726}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1718,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2760}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1719,&quot;w&quot;:220,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2761}">Flavor Industry Applications</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1755,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2797}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1757,&quot;w&quot;:791,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2799}">Cis 3 Hexenol is also widely used in flavor formulations due to its ability to impart fresh, green, and natural flavor characteristics.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1789,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2831}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1791,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2833}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1823,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2865}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1823,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2865}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1823,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2865}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1825,&quot;w&quot;:117,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2867}">Beverage products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1857,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2899}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1857,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2899}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1859,&quot;w&quot;:95,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2901}">Food flavorings</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1891,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2933}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1891,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2933}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1893,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2935}">Confectionery products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1925,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2967}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1925,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2967}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1927,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2969}">Specialty flavor compounds</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1959,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3001}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1961,&quot;w&quot;:540,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3003}">The increasing demand for natural flavor ingredients supports long-term market growth.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1995,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3037}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1996,&quot;w&quot;:274,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3038}">Transportation and Logistics Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2031,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3073}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2033,&quot;w&quot;:427,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3075}">Global logistics costs significantly impact specialty chemical markets.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2065,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3107}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2067,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3109}">Factors influencing transportation expenses include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2099,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3141}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2099,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3141}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2099,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3141}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2101,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3143}">Freight rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2133,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3175}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2133,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3175}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2135,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3177}">Fuel prices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2167,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3209}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2167,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3209}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2169,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3211}">Shipping availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2201,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3243}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2201,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3243}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2203,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3245}">Warehousing costs</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2235,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3277}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2235,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3277}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2237,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3279}">International trade routes</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2269,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3311}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2271,&quot;w&quot;:661,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3313}">Logistics disruptions may occasionally affect product availability and pricing trends across different regions.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2307,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3349}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2305,&quot;w&quot;:429,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3347}">North America Cis 3 Hexenol Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2344,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3386}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2346,&quot;w&quot;:841,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3388}">North America remains a significant market for Cis 3 Hexenol due to strong demand from fragrance, flavor, and personal care industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2378,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3420}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2380,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3422}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:2380,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3422}">Cis 3 Hexenol Price</span><span bis_size="{&quot;x&quot;:411,&quot;y&quot;:2380,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:713,&quot;abs_y&quot;:3422}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2412,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3454}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2412,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3454}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2412,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3454}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2414,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3456}">Personal care product demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2446,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3488}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2446,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3488}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2448,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3490}">Fragrance manufacturing activity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2480,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3522}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2480,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3522}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2482,&quot;w&quot;:274,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3524}">Consumer preference for natural ingredients</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2514,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3556}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2514,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3556}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2516,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3558}">Transportation expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2548,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3590}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2548,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3590}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2550,&quot;w&quot;:165,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3592}">Industrial production levels</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2582,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3624}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2584,&quot;w&quot;:569,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3626}">The region's advanced consumer goods sector is expected to support stable market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2620,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3662}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2618,&quot;w&quot;:397,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3660}">Track Real Time Prices of Cis 3 Hexenol</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2657,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3699}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cis%203%20Hexenol" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2659,&quot;w&quot;:550,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3701}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2659,&quot;w&quot;:550,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3701}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Cis%203%20Hexenol</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2695,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3737}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2693,&quot;w&quot;:358,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3735}">Europe Cis 3 Hexenol Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2732,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3774}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2734,&quot;w&quot;:620,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3776}">Europe continues to be one of the largest consumers of aroma chemicals and fragrance ingredients.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2766,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3808}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2768,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3810}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:2768,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3810}">Cis 3 Hexenol Trend Price</span><span bis_size="{&quot;x&quot;:198,&quot;y&quot;:2768,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:500,&quot;abs_y&quot;:3810}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2800,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3842}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2800,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3842}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2800,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3842}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2802,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3844}">Premium fragrance demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2834,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3876}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2834,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3876}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2836,&quot;w&quot;:188,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3878}">Natural ingredient preferences</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2868,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3910}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2868,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3910}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2870,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3912}">Sustainability initiatives</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2902,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3944}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2902,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3944}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2904,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3946}">Regulatory requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2936,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3978}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2936,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3978}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2938,&quot;w&quot;:156,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3980}">Import and export activity</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2970,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4012}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2972,&quot;w&quot;:1126,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4014}">European consumers increasingly seek products formulated with naturally derived and environmentally responsible ingredients, creating favorable opportunities for market expansion.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3007,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4049}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3005,&quot;w&quot;:404,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4047}">Asia-Pacific Cis 3 Hexenol Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3045,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4087}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3047,&quot;w&quot;:893,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4089}">Asia-Pacific is expected to remain the fastest-growing market for Cis 3 Hexenol due to expanding fragrance, flavor, and personal care industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3079,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4121}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3081,&quot;w&quot;:712,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4123}">Countries such as China, India, Japan, South Korea, and Southeast Asian nations continue experiencing growth in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3113,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4155}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3113,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4155}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3113,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4155}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3115,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4157}">Cosmetics manufacturing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3147,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4189}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3147,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4189}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3149,&quot;w&quot;:190,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4191}">Food and beverage production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3181,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4223}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3181,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4223}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3183,&quot;w&quot;:220,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4225}">Personal care product consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3215,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4257}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3215,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4257}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3217,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4259}">Fragrance production</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3249,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4291}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3249,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4291}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3251,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4293}">Specialty chemical industries</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3283,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4325}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3285,&quot;w&quot;:393,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4327}">These developments are expected to support growth within the </span><span bis_size="{&quot;x&quot;:401,&quot;y&quot;:3285,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:703,&quot;abs_y&quot;:4327}">Cis 3 Hexenol Trend Market</span><span bis_size="{&quot;x&quot;:575,&quot;y&quot;:3285,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:877,&quot;abs_y&quot;:4327}"> throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3320,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4362}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3318,&quot;w&quot;:421,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4360}">Fragrance Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3358,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4400}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3360,&quot;w&quot;:512,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4402}">The fragrance industry remains the primary driver of global Cis 3 Hexenol demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3394,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4436}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3395,&quot;w&quot;:126,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4437}">Fine Fragrances</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3430,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4472}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3432,&quot;w&quot;:714,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4474}">Manufacturers utilize Cis 3 Hexenol to create fresh green notes that enhance fragrance complexity and authenticity.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3467,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4509}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3468,&quot;w&quot;:185,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4510}">Personal Care Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3503,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4545}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3505,&quot;w&quot;:547,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4547}">The ingredient is frequently incorporated into shampoos, soaps, lotions, and deodorants.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3540,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4582}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3541,&quot;w&quot;:204,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4583}">Home Fragrance Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3576,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4618}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3578,&quot;w&quot;:657,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4620}">Air fresheners, scented candles, and room sprays often contain Cis 3 Hexenol-derived aroma compounds.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3612,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4654}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3613,&quot;w&quot;:233,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4655}">Household Cleaning Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3649,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4691}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3651,&quot;w&quot;:485,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4693}">Manufacturers use the ingredient to provide fresh and clean fragrance profiles.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3683,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4725}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3685,&quot;w&quot;:587,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4727}">The continued growth of the fragrance sector is expected to support long-term market demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3720,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4762}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3718,&quot;w&quot;:455,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4760}">Flavor Industry Supporting Market Expansion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3757,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4799}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3759,&quot;w&quot;:529,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4801}">The flavor industry represents another significant demand segment for Cis 3 Hexenol.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3791,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4833}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3793,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4835}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3825,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4867}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3825,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4867}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3825,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4867}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3827,&quot;w&quot;:116,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4869}">Beverage flavoring</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3859,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4901}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3859,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4901}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3861,&quot;w&quot;:146,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4903}">Fruit flavor formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3893,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4935}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3893,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4935}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3895,&quot;w&quot;:176,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4937}">Vegetable flavor compounds</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3927,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4969}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3927,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4969}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3929,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4971}">Confectionery products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3961,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5003}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3961,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5003}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3963,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5005}">Specialty food ingredients</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3995,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5037}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3997,&quot;w&quot;:715,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5039}">The increasing popularity of natural flavor systems continues to support demand across food and beverage sectors.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4033,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5075}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4031,&quot;w&quot;:360,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5073}">Personal Care Industry Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4070,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5112}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4072,&quot;w&quot;:403,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5114}">The personal care sector remains an important contributor to the </span><span bis_size="{&quot;x&quot;:411,&quot;y&quot;:4072,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:713,&quot;abs_y&quot;:5114}">Cis 3 Hexenol Trend Market</span><span bis_size="{&quot;x&quot;:584,&quot;y&quot;:4072,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:886,&quot;abs_y&quot;:5114}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4104,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5146}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4106,&quot;w&quot;:266,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5148}">Products containing Cis 3 Hexenol include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4138,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5180}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4138,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5180}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4138,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5180}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4140,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5182}">Skin care products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4172,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5214}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4172,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5214}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4174,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5216}">Hair care formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4206,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5248}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4206,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5248}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4208,&quot;w&quot;:120,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5250}">Body care products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4240,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5282}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4240,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5282}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4242,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5284}">Cosmetic preparations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4274,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5316}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4274,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5316}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4276,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5318}">Premium beauty products</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4308,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5350}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4310,&quot;w&quot;:680,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5352}">The growing beauty and wellness industry continues creating opportunities for specialty fragrance ingredients.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4346,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5388}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4344,&quot;w&quot;:407,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5386}">Consumer Trends Influencing the Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4383,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5425}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4385,&quot;w&quot;:338,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5427}">Several consumer trends are shaping the future of the </span><span bis_size="{&quot;x&quot;:346,&quot;y&quot;:4385,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:648,&quot;abs_y&quot;:5427}">Cis 3 Hexenol Trend Market</span><span bis_size="{&quot;x&quot;:520,&quot;y&quot;:4385,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:822,&quot;abs_y&quot;:5427}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4420,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5462}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4421,&quot;w&quot;:264,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5463}">Preference for Natural Ingredients</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4456,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5498}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4458,&quot;w&quot;:577,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5500}">Consumers increasingly seek products formulated with natural and plant-inspired ingredients.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4492,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5534}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4493,&quot;w&quot;:167,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5535}">Clean Label Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4529,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5571}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4531,&quot;w&quot;:560,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5573}">Demand for transparent ingredient sourcing and simplified formulations continues growing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4565,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5607}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4566,&quot;w&quot;:196,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5608}">Sustainability Awareness</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4601,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5643}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4603,&quot;w&quot;:656,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5645}">Manufacturers are focusing on sustainable sourcing and environmentally responsible production methods.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4638,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5680}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4639,&quot;w&quot;:222,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5681}">Premium Fragrance Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4674,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5716}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4676,&quot;w&quot;:570,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5718}">Consumers are increasingly investing in high-quality fragrances and personal care products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4711,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5753}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4712,&quot;w&quot;:233,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5754}">Wellness and Lifestyle Trends</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4747,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5789}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4749,&quot;w&quot;:711,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5791}">The growing emphasis on wellness supports demand for products featuring fresh and natural sensory experiences.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4781,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5823}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4783,&quot;w&quot;:590,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5825}">These trends are expected to positively influence market growth throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4818,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5860}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4816,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5858}">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4856,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5898}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4858,&quot;w&quot;:438,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5900}">Despite favorable growth prospects, several challenges may affect the </span><span bis_size="{&quot;x&quot;:446,&quot;y&quot;:4858,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:748,&quot;abs_y&quot;:5900}">Cis 3 Hexenol Trend Market</span><span bis_size="{&quot;x&quot;:620,&quot;y&quot;:4858,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:922,&quot;abs_y&quot;:5900}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4892,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5934}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4893,&quot;w&quot;:197,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5935}">Feedstock Price Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4929,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5971}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4931,&quot;w&quot;:494,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5973}">Changes in raw material costs can significantly influence production economics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4965,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6007}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4966,&quot;w&quot;:210,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6008}">Transportation Constraints</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5001,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6043}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5003,&quot;w&quot;:623,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6045}">Freight disruptions and logistics challenges may affect procurement planning and product availability.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5038,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6080}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5039,&quot;w&quot;:182,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6081}">Regulatory Compliance</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5074,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6116}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5076,&quot;w&quot;:656,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6118}">Manufacturers must comply with fragrance, flavor, and chemical safety regulations across various regions.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5110,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6152}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5111,&quot;w&quot;:255,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6153}">Competitive Market Environment</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5147,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6189}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5149,&quot;w&quot;:642,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6191}">The market faces competition from alternative aroma ingredients and evolving formulation technologies.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5184,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6226}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5182,&quot;w&quot;:374,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6224}">Cis 3 Hexenol Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5222,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6264}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5224,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6266}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:5224,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:6266}">Cis 3 Hexenol Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5224,&quot;w&quot;:1140,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6266}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by growing demand from fragrance, flavor, personal care, and specialty chemical industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5276,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6318}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5278,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6320}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5310,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6352}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5310,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6352}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5310,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6352}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5312,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6354}">Expanding fragrance applications</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5344,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6386}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5344,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6386}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5346,&quot;w&quot;:210,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6388}">Increasing flavor industry demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5378,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6420}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5378,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6420}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5380,&quot;w&quot;:210,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6422}">Rising personal care consumption</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5412,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6454}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5412,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6454}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5414,&quot;w&quot;:262,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6456}">Growing preference for natural ingredients</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5446,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6488}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5446,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6488}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5448,&quot;w&quot;:251,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6490}">Higher manufacturing and logistics costs</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5480,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6522}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5482,&quot;w&quot;:825,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6524}">At the same time, stable raw material availability and efficient supply chain management may help moderate excessive price volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5514,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6556}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5516,&quot;w&quot;:397,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6558}">Most market participants anticipate moderate movements in the </span><span bis_size="{&quot;x&quot;:405,&quot;y&quot;:5516,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:707,&quot;abs_y&quot;:6558}">Cis 3 Hexenol Trend Price</span><span bis_size="{&quot;x&quot;:568,&quot;y&quot;:5516,&quot;w&quot;:515,&quot;h&quot;:16,&quot;abs_x&quot;:870,&quot;abs_y&quot;:6558}">, reflecting regional supply-demand balances and broader economic developments.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5551,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6593}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5549,&quot;w&quot;:487,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6591}">Future Opportunities in the Cis 3 Hexenol Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5588,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6630}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5590,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6632}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:5590,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:6632}">Cis 3 Hexenol Trend Market</span><span bis_size="{&quot;x&quot;:365,&quot;y&quot;:5590,&quot;w&quot;:397,&quot;h&quot;:16,&quot;abs_x&quot;:667,&quot;abs_y&quot;:6632}"> remains highly favorable due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5625,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6667}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5626,&quot;w&quot;:227,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6668}">Natural Fragrance Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5661,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6703}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5663,&quot;w&quot;:657,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6705}">The increasing popularity of natural and botanical fragrances continues creating new market opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5698,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6740}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5699,&quot;w&quot;:211,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6741}">Clean Label Food Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5734,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6776}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5736,&quot;w&quot;:491,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6778}">Growing demand for natural flavor ingredients supports long-term consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5770,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6812}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5771,&quot;w&quot;:265,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6813}">Sustainable Product Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5807,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6849}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5809,&quot;w&quot;:702,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6851}">Manufacturers increasingly prioritize renewable ingredients and environmentally responsible production practices.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5843,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6885}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5844,&quot;w&quot;:194,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6886}">Emerging Market Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5879,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6921}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5881,&quot;w&quot;:750,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6923}">Developing economies continue experiencing rising demand for cosmetics, fragrances, and premium consumer products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5916,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6958}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5917,&quot;w&quot;:149,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6959}">Product Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5952,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6994}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5954,&quot;w&quot;:711,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6996}">Ongoing research and development efforts may expand applications for Cis 3 Hexenol across additional industries.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5990,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7032}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5988,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7030}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6027,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7069}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6029,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7071}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:6029,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:7071}">Cis 3 Hexenol Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6029,&quot;w&quot;:1160,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7071}"> outlook for 2026 remains supported by strong demand from fragrance, flavor, personal care, and specialty chemical industries. Factors such as raw material availability, manufacturing costs, transportation expenses, and consumer preference for natural ingredients will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6081,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7123}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6083,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7125}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:6083,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:7125}">Cis 3 Hexenol Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6083,&quot;w&quot;:1170,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7125}"> is expected to experience moderate fluctuations depending on feedstock availability, supply-demand dynamics, and broader economic conditions. Meanwhile, the </span><a href="https://www.chemanalyst.com/Pricing-data/cis-3-hexenol-2405" bis_size="{&quot;x&quot;:31,&quot;y&quot;:6103,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:333,&quot;abs_y&quot;:7145}"><span bis_size="{&quot;x&quot;:31,&quot;y&quot;:6103,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:333,&quot;abs_y&quot;:7145}">Cis 3 Hexenol Trend Market</span></a><span bis_size="{&quot;x&quot;:204,&quot;y&quot;:6103,&quot;w&quot;:782,&quot;h&quot;:16,&quot;abs_x&quot;:506,&quot;abs_y&quot;:7145}"> is projected to maintain steady growth due to expanding applications in fragrances, flavors, cosmetics, and wellness products.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6135,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7177}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6137,&quot;w&quot;:1178,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7179}">As industries continue emphasizing natural ingredients, sustainability, and product innovation, Cis 3 Hexenol is expected to remain a valuable aroma chemical ingredient, supporting long-term market expansion and sustained relevance across global consumer and industrial markets.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6189,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7231}"><b id="docs-internal-guid-c79f4c37-7fff-9a91-33d4-2e44a43a0a74" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6211,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7253}"><br bis_size="{&quot;x&quot;:8,&quot;y&quot;:6191,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7233}"><br bis_size="{&quot;x&quot;:8,&quot;y&quot;:6211,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7253}"></b></p>]]> </content:encoded>
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<item>
<title>Why a Crew Cab Truck Is Becoming a Popular Choice for Australian Travellers</title>
<link>https://news.bangboxonline.com/why-a-crew-cab-truck-is-becoming-a-popular-choice-for-australian-travellers</link>
<guid>https://news.bangboxonline.com/why-a-crew-cab-truck-is-becoming-a-popular-choice-for-australian-travellers</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a31079a1bc0c.jpg" length="8828" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 13:52:23 +0500</pubDate>
<dc:creator>mediapost34</dc:creator>
<media:keywords>crew cab truck</media:keywords>
<content:encoded><![CDATA[<h1 dir="ltr"> <span style="font-size: 14px;">Australia has become one of the most popular destinations for road trips and outdoor adventures, with more travellers choosing flexible ways to explore the country. From coastal drives and national parks to remote outback regions, people are increasingly looking for travel setups that provide both comfort and practicality. As a result, the </span><a href="https://otgcampers.com.au/dctxlcamper/" style="font-size: 14px;">crew cab truck</a><span style="font-size: 14px;"> is becoming a popular choice among Australian travellers who want more space, convenience, and flexibility during their journeys.</span></h1>
<p dir="ltr"><span>Modern travel is no longer only about reaching a destination. Travellers now value comfort, organised living space, and the freedom to travel without depending heavily on traditional accommodation. This growing shift in travel preferences has increased interest in truck-based touring setups that support longer and more comfortable adventures across Australia.</span></p>
<p dir="ltr"><span><img 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" width="624" height="351"></span></p>
<h2 dir="ltr"><span>Why More Australian Travellers Are Choosing Crew Cab Trucks</span></h2>
<p dir="ltr"><span>Travel today is about more than reaching a destination. Many Australians want the freedom to travel at their own pace and experience locations in a more flexible way.</span></p>
<p dir="ltr"><span>Traditional travel options often involve fixed bookings and limited flexibility. In comparison, a crew cab truck provides a practical foundation for travellers who want to carry living essentials while exploring different regions.</span></p>
<p dir="ltr"><span>The larger cabin layout also makes it easier for travellers to bring family members, friends, or additional gear while maintaining a comfortable travel experience. This combination of practicality and convenience has contributed to the growing popularity of crew cab truck setups across Australia.</span></p>
<h2 dir="ltr"><span>How a Crew Cab Truck Supports Comfortable Travel</span></h2>
<p dir="ltr"><span>Comfort has become one of the biggest priorities for travellers planning extended road trips. Spending long periods on the road requires a setup that supports both movement and daily living.</span></p>
<p dir="ltr"><span>A </span><a href="https://www.postscontent.com/things-to-know-about-crew-cab-truck-in-australia-before-you-buy/"><span>crew cab truck provides </span></a><span>additional interior space that can improve the overall touring experience. Travellers often value having more room during long drives, especially when covering large distances across Australia.</span></p>
<p dir="ltr"><span>When combined with a camper setup, the truck becomes more than transportation—it creates a travel environment that supports relaxation, organisation, and convenience throughout the journey.</span></p>
<h2 dir="ltr"><span>Features That Make Crew Cab Truck Setups More Popular</span></h2>
<p dir="ltr"><span>Several practical features continue to attract Australian travellers to crew cab truck touring setups.</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>More passenger space:</span><span> Extra cabin room creates a more comfortable experience during long journeys and supports different travel styles.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved travel comfort:</span><span> Travellers benefit from a setup designed to make extended touring feel more practical and enjoyable.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Support for longer adventures:</span><span> More interior capacity allows travellers to carry additional equipment and supplies for extended trips.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Flexible touring capability:</span><span> A truck-based setup makes it easier to adapt travel plans and explore different destinations.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better everyday convenience:</span><span> Having transport and living facilities working together creates a smoother overall experience.</span></p>
</li>
</ul>
<p dir="ltr"><span>These advantages continue to make crew cab truck setups attractive for people exploring Australia.</span></p>
<h2 dir="ltr"><span>Why Truck-Based Camper Travel Continues to Grow</span></h2>
<p dir="ltr"><span>Truck-based travel has become increasingly appealing because travellers want more flexibility and independence while exploring.</span></p>
<p dir="ltr"><span>Many Australians are moving away from fixed accommodation and instead choosing solutions that allow them to travel more freely. This shift has increased interest in touring setups that support comfort while remaining practical for changing travel conditions.</span></p>
<p dir="ltr"><span>A truck camper Australia setup appeals to travellers who want greater control over where they travel and how long they stay in each destination.</span></p>
<p dir="ltr"><span>This ability to combine movement with everyday convenience continues to support growing interest in truck-based touring.</span></p>
<h2 dir="ltr"><span>How Slide-On Camper Setups Add More Flexibility</span></h2>
<p dir="ltr"><span>One reason crew cab truck setups are attracting attention is their compatibility with practical camper designs.</span></p>
<p dir="ltr"><span>A slide on camper dual cab arrangement allows travellers to bring living facilities with them while maintaining mobility throughout the journey. This flexibility supports a wide range of travel styles, from short weekend escapes to extended off-grid adventures.</span></p>
<p dir="ltr"><span>Travellers also appreciate having a setup that supports changing destinations without relying heavily on accommodation planning.</span></p>
<p dir="ltr"><span>As a result, interest in </span><a href="https://otgcampers.com.au/dcucamper/"><span>slide on campers for dual cab utes</span></a><span> continues to increase among Australian travellers.</span></p>
<h2 dir="ltr"><span>Benefits That Continue to Drive Demand</span></h2>
<p dir="ltr"><span>The popularity of crew cab truck touring is influenced by several practical benefits.</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Greater freedom while travelling:</span><span> Travellers can explore at their own pace and adjust plans more easily.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Better organisation:</span><span> Dedicated travel space supports more efficient packing and everyday routines.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improved comfort during long trips:</span><span> Additional room and practical layouts help make touring more enjoyable.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Support for off-grid experiences:</span><span> Travellers can spend more time exploring remote destinations.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>More convenient travel overall:</span><span> Combining transport and camper capability creates a practical touring solution.</span></p>
</li>
</ul>
<p dir="ltr"><span>These benefits continue to attract people who want a more flexible way to travel across Australia.</span></p>
<h2 dir="ltr"><span>Why Crew Cab Trucks Suit Modern Australian Travel</span></h2>
<p dir="ltr"><span>Australian travel often involves long distances, changing environments, and a mix of touring styles. Travellers increasingly want setups that can adapt to these conditions without reducing comfort.</span></p>
<p dir="ltr"><span>A crew cab truck supports these expectations by offering space, practicality, and flexibility in one platform. Whether travelling along the coast, visiting regional areas, or heading into remote landscapes, this setup allows travellers to enjoy greater convenience while staying prepared for longer journeys.</span></p>
<p dir="ltr"><span>As touring preferences continue to evolve, truck-based travel solutions remain a strong option for people seeking more comfortable adventures.</span></p>
<p dir="ltr"><span><img 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" width="624" height="351"></span></p>
<h2 dir="ltr"><span>A Practical Travel Choice for Modern Adventures</span></h2>
<p dir="ltr"><span>The growing popularity of the crew cab truck reflects changing travel preferences across Australia. Travellers are increasingly looking for comfortable, practical, and flexible ways to explore the country while enjoying more freedom on the road.</span></p>
<p dir="ltr"><span>For travellers exploring options such as truck camper Australia, slide on camper dual cab, slide on campers for dual cab utes, or slide on campers for sale, </span><a href="https://otgcampers.com.au/"><span>Off The Grid Campers</span></a><span> offers purpose-built solutions designed for Australian touring conditions. With a <a href="https://news.bangboxonline.com/">focus on comfort</a>, functionality, and adventure-ready design, Off The Grid Campers helps travellers enjoy more capable and rewarding journeys across Australia.</span></p>]]> </content:encoded>
</item>

<item>
<title>Scalable Grocery App Development Services for Growing Businesses</title>
<link>https://news.bangboxonline.com/scalable-grocery-app-development-services-for-growing-businesses</link>
<guid>https://news.bangboxonline.com/scalable-grocery-app-development-services-for-growing-businesses</guid>
<description><![CDATA[ Dinoustech offers Grocery App Development Services with scalable, user-friendly, and secure solutions to help businesses launch powerful online grocery apps. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a31076e2537a.jpg" length="54264" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 13:51:15 +0500</pubDate>
<dc:creator>Dinoustech</dc:creator>
<media:keywords>online grocery app solutions, custom grocery app development, grocery app development company</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The grocery industry has undergone a major change in recent years. This change is fueled by shifting consumer habits and the quick rise of digital technology. Customers now want convenience, speed, and reliability when they order groceries online. This shift presents huge opportunities for businesses to create a strong digital presence using feature-rich grocery apps. Scalable </span><a href="https://www.dinoustech.com/grocery-app-development.html"><span>grocery app development company</span></a><span>  services are vital for companies that want to grow and succeed in a competitive market.</span></p>
<h3 dir="ltr"><span>The Need for Scalable Grocery Apps</span></h3>
<p dir="ltr"><span>Scalability is a key element in today’s app development. As a grocery business grows, its digital platform needs to handle more user traffic, an expanding product catalog, and increased transaction volumes without losing performance. A scalable grocery app ensures smooth operations during busy times, holidays, and promotions. It allows businesses to grow effortlessly without needing frequent redevelopment or expensive system upgrades.</span></p>
<p dir="ltr"><span>With the right development strategy, grocery apps can support thousands of users at once while keeping loading times quick and transactions secure. This is especially important for businesses aiming to expand into new areas or serve a larger customer base.</span></p>
<h3 dir="ltr"><span>Key Features of a Scalable Grocery App</span></h3>
<p dir="ltr"><span>A well-designed grocery app should include various features that improve user experience and simplify business operations. An easy-to-use interface is crucial, allowing customers to browse products, search for items, and complete purchases quickly. Real-time inventory management helps users see accurate product availability, which reduces order cancellations.</span></p>
<p dir="ltr"><span>Secure payment integration is also essential, giving customers multiple payment options while keeping their data safe. Features like AI-based recommendations, push notifications, and order tracking boost user engagement and satisfaction. Additionally, admin dashboards allow business owners to manage orders, track performance, and make informed decisions.</span></p>
<h3 dir="ltr"><span>Benefits for Growing Businesses</span></h3>
<p dir="ltr"><span>For expanding businesses, investing in scalable grocery app development services offers many benefits. It improves operational efficiency by automating tasks like order management, inventory tracking, and delivery coordination. This reduces manual work and cuts down on mistakes.</span></p>
<p dir="ltr"><span>Scalable apps also help retain customers by providing a smooth shopping experience. Features like personalized recommendations, loyalty programs, and timely notifications foster long-term relationships with customers. Furthermore, businesses can quickly respond to market trends and customer needs by updating features and adding services without disrupting operations.</span></p>
<p dir="ltr"><span>Dinoustech understands the changing needs of today’s grocery businesses and provides solutions that are flexible and prepared for the future. By prioritizing scalability and performance, the company ensures its clients are well-equipped to grow and adapt to shifting market conditions.</span></p>
<h3 dir="ltr"><span>Technology Behind Scalable Solutions</span></h3>
<p dir="ltr"><span>Modern grocery app development relies on new technologies to ensure scalability and efficiency. Cloud-based infrastructure is crucial, allowing apps to adjust resources based on demand. This guarantees consistent performance during busy periods.</span></p>
<p dir="ltr"><span>Microservices architecture is another important approach. It lets developers build and manage different parts of the app independently. This makes it easier to update features, fix problems, and add new functions without disrupting the entire system. Integration with APIs ensures smooth connections with payment gateways, delivery services, and other tools.</span></p>
<p dir="ltr"><span>At Dinoustech, the development process uses the latest technologies and best practices to create robust and scalable grocery applications. The focus is on providing high-performance solutions that meet each client’s specific needs.</span></p>
<h3 dir="ltr"><span>Future Trends in Grocery App Development</span></h3>
<p dir="ltr"><span>The future of grocery app development is influenced by new technologies and changing consumer expectations. Artificial intelligence and machine learning are enhancing personalized shopping experiences and improving supply chain management. Voice search and smart assistants are making it easier for users to place orders without using their hands.</span></p>
<p dir="ltr"><span>Another rising trend is the use of real-time analytics, which helps businesses understand customer behavior and improve their services. Sustainability is also becoming a priority, with apps promoting eco-friendly practices like optimized delivery routes and reduced packaging.</span></p>
<p dir="ltr"><span>Businesses that invest in scalable grocery app development services now will be in a better position to harness these trends and stay ahead of the competition. By embracing innovation, they can create unique value and attract a broader audience.</span></p>
<h3 dir="ltr"><span>Conclusion</span></h3>
<p dir="ltr"><span>Scalable grocery app development services are essential for growing businesses. A well-designed and scalable app not only improves customer experience but also supports long-term business growth. From managing increased demand to adjusting to market changes, scalability keeps businesses competitive and efficient.</span></p>
<p dir="ltr"><span>Dinoustech is crucial in helping businesses achieve their digital goals by providing high-quality, scalable grocery app solutions. With the right strategy and technology, businesses can transform their operations, expand their reach, and establish a strong presence in the digital marketplace.</span></p>]]> </content:encoded>
</item>

<item>
<title>Calcium Hypochlorite Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Calcium-Hypochlorite-Price</link>
<guid>https://news.bangboxonline.com/Calcium-Hypochlorite-Price</guid>
<description><![CDATA[ Calcium Hypochlorite Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3109f1e81bd.jpg" length="68129" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 13:31:54 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Calcium Hypochlorite Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1056}"></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1090}"><a href="https://www.chemanalyst.com/Pricing-data/calcium-hypochlorite-2418" bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:336,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:336,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}">According to ChemAnalyst Calcium Hypochlorite Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:1149,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}"> trend in 2026 is expected to be influenced by raw material costs, chlorine and calcium-based feedstock availability, water treatment demand, manufacturing expenses, global trade conditions, and supply chain developments. Calcium Hypochlorite is a widely used disinfecting and bleaching agent known for its strong oxidizing properties and high chlorine content. It plays a critical role in water purification, sanitation, swimming pool treatment, industrial cleaning, and wastewater management. As global emphasis on public health, clean water access, and industrial hygiene continues to grow, the </span><span bis_size="{&quot;x&quot;:584,&quot;y&quot;:110,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:886,&quot;abs_y&quot;:1152}">Calcium Hypochlorite Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:110,&quot;w&quot;:1137,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1152}"> is expected to remain an important indicator for manufacturers, distributors, and procurement professionals throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:165,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1207}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:163,&quot;w&quot;:451,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1205}">Overview of the Calcium Hypochlorite Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:202,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1244}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:204,&quot;w&quot;:1144,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1246}">Calcium Hypochlorite is an inorganic chemical compound commonly used as a disinfectant and bleaching agent. Due to its effectiveness in eliminating bacteria, viruses, algae, and other microorganisms, it has become a vital product across municipal, industrial, and commercial applications.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:256,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1298}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:258,&quot;w&quot;:316,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1300}">Major applications of Calcium Hypochlorite include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:290,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1332}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1332}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1332}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:292,&quot;w&quot;:152,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1334}">Drinking water treatment</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1366}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1366}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:326,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1368}">Wastewater treatment</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1400}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1400}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:360,&quot;w&quot;:158,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1402}">Swimming pool sanitation</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1434}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1434}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:394,&quot;w&quot;:112,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1436}">Industrial cleaning</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1468}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1468}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:428,&quot;w&quot;:167,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1470}">Food processing sanitation</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1502}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:460,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1502}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:462,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1504}">Healthcare facility disinfection</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1536}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:494,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1536}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:496,&quot;w&quot;:103,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1538}">Textile bleaching</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1570}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:528,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1570}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:530,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1572}">Agricultural water treatment</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:562,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1604}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:564,&quot;w&quot;:618,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1606}">The increasing focus on water quality and hygiene standards continues to support the growth of the </span><span bis_size="{&quot;x&quot;:626,&quot;y&quot;:564,&quot;w&quot;:218,&quot;h&quot;:16,&quot;abs_x&quot;:928,&quot;abs_y&quot;:1606}">Calcium Hypochlorite Trend Market</span><span bis_size="{&quot;x&quot;:845,&quot;y&quot;:564,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:1147,&quot;abs_y&quot;:1606}"> globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:600,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1642}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:598,&quot;w&quot;:498,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1640}">Global Calcium Hypochlorite Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:637,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1679}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:639,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1681}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:639,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1681}">Calcium Hypochlorite Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:639,&quot;w&quot;:1154,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1681}"> has experienced fluctuations over recent years due to changes in feedstock costs, production expenses, transportation charges, and regional demand patterns. Market participants have also faced challenges associated with energy price volatility, supply chain disruptions, and changing environmental regulations.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:691,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1733}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:693,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1735}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:693,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1735}">Calcium Hypochlorite Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:693,&quot;w&quot;:1175,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1735}"> is expected to remain influenced by demand from water treatment and sanitation sectors. Stable industrial consumption and increasing investments in water infrastructure are likely to support market growth, while production economics and logistics costs may contribute to moderate pricing fluctuations.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:749,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1791}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:747,&quot;w&quot;:516,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1789}">Key Factors Influencing Calcium Hypochlorite Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:786,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1828}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:787,&quot;w&quot;:189,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1829}">Raw Material Availability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:822,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1864}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:824,&quot;w&quot;:729,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1866}">The availability of chlorine-based feedstocks and calcium compounds remains one of the primary factors affecting the </span><span bis_size="{&quot;x&quot;:737,&quot;y&quot;:824,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:1039,&quot;abs_y&quot;:1866}">Calcium Hypochlorite Price</span><span bis_size="{&quot;x&quot;:905,&quot;y&quot;:824,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1207,&quot;abs_y&quot;:1866}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:856,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1898}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:858,&quot;w&quot;:117,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1900}">Any fluctuations in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:890,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1932}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:890,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1932}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:890,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1932}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:892,&quot;w&quot;:125,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1934}">Chlorine production.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:924,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1966}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:924,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1966}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:926,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1968}">Calcium feedstock supply.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:958,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2000}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:958,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2000}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:960,&quot;w&quot;:209,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2002}">Chemical manufacturing capacity.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:992,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2034}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:992,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2034}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:994,&quot;w&quot;:208,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2036}">Industrial raw material availability.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1026,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2068}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1028,&quot;w&quot;:344,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2070}">can directly impact production costs and market pricing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1063,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2105}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1064,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2106}">Manufacturing Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1099,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2141}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1101,&quot;w&quot;:1064,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2143}">Calcium Hypochlorite production involves chemical processing operations that require energy, specialized equipment, safety systems, and regulatory compliance measures.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1133,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2175}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1135,&quot;w&quot;:167,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2177}">Increasing costs related to:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1167,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2209}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1167,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2209}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1167,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2209}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1169,&quot;w&quot;:62,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2211}">Electricity.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1201,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2243}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1201,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2243}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1203,&quot;w&quot;:75,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2245}">Natural gas.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1235,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2277}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1235,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2277}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1237,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2279}">Labor.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1269,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2311}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1269,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2311}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1271,&quot;w&quot;:119,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2313}">Plant maintenance.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1303,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2345}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1303,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2345}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1305,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2347}">Environmental compliance.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1337,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2379}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1339,&quot;w&quot;:383,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2381}">can influence overall manufacturing economics and affect the </span><span bis_size="{&quot;x&quot;:391,&quot;y&quot;:1339,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:693,&quot;abs_y&quot;:2381}">Calcium Hypochlorite Trend Price</span><span bis_size="{&quot;x&quot;:599,&quot;y&quot;:1339,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:901,&quot;abs_y&quot;:2381}"> throughout 2026.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1374,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2416}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1375,&quot;w&quot;:196,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2417}">Water Treatment Demand</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1410,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2452}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1412,&quot;w&quot;:556,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2454}">Water treatment remains the largest consumer segment for Calcium Hypochlorite globally.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1444,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2486}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1446,&quot;w&quot;:252,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2488}">The compound is extensively utilized for:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1478,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2520}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1478,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2520}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1478,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2520}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1480,&quot;w&quot;:225,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2522}">Municipal drinking water purification.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1512,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2554}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1512,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2554}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1514,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2556}">Wastewater treatment.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1546,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2588}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1546,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2588}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1548,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2590}">Industrial water management.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1580,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2622}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1580,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2622}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1582,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2624}">Emergency water disinfection.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1614,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2656}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1616,&quot;w&quot;:612,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2658}">Growing concerns regarding water quality and public health continue to support demand within the </span><span bis_size="{&quot;x&quot;:620,&quot;y&quot;:1616,&quot;w&quot;:218,&quot;h&quot;:16,&quot;abs_x&quot;:922,&quot;abs_y&quot;:2658}">Calcium Hypochlorite Trend Market</span><span bis_size="{&quot;x&quot;:839,&quot;y&quot;:1616,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1141,&quot;abs_y&quot;:2658}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1650,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2692}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1651,&quot;w&quot;:334,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2693}">Public Health and Sanitation Requirements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1687,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2729}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1689,&quot;w&quot;:808,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2731}">Increasing awareness regarding sanitation and disease prevention has strengthened demand for disinfecting chemicals worldwide.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1721,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2763}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1723,&quot;w&quot;:1106,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2765}">Governments, municipalities, healthcare facilities, and commercial institutions continue investing in hygiene and sanitation solutions, contributing to sustained market consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1757,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2799}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1758,&quot;w&quot;:274,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2800}">Transportation and Logistics Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1793,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2835}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1795,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2837}">Global logistics expenses significantly influence chemical pricing.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1827,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2869}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1829,&quot;w&quot;:281,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2871}">Factors affecting transportation costs include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1861,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2903}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1861,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2903}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1861,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2903}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1863,&quot;w&quot;:82,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2905}">Freight rates.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2937}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2937}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1897,&quot;w&quot;:72,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2939}">Fuel prices.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1929,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2971}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1929,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2971}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1931,&quot;w&quot;:125,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2973}">Shipping availability.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1963,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3005}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1963,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3005}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1965,&quot;w&quot;:149,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3007}">Warehousing expenses.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1997,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3039}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1997,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3039}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1999,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3041}">International trade routes.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2031,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3073}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2033,&quot;w&quot;:578,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3075}">Transportation disruptions can create temporary supply shortages and regional price volatility.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2069,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3111}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2067,&quot;w&quot;:508,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3109}">North America Calcium Hypochlorite Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2106,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3148}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2108,&quot;w&quot;:978,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3150}">North America remains an important market for Calcium Hypochlorite due to strong demand from water treatment facilities, municipalities, and industrial users.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2140,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3182}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2142,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3184}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:2142,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:3184}">Calcium Hypochlorite Price</span><span bis_size="{&quot;x&quot;:457,&quot;y&quot;:2142,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:759,&quot;abs_y&quot;:3184}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2174,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3216}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2174,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3216}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2174,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3216}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2176,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3218}">Water infrastructure investments.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2208,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3250}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2208,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3250}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2210,&quot;w&quot;:210,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3252}">Industrial sanitation requirements.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2242,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3284}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2242,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3284}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2244,&quot;w&quot;:218,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3286}">Municipal water treatment demand.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2276,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3318}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2276,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3318}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2278,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3320}">Transportation costs.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2310,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3352}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2310,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3352}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2312,&quot;w&quot;:138,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3354}">Manufacturing activity.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2344,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3386}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2346,&quot;w&quot;:669,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3388}">The region's focus on public health and water quality standards is expected to support stable market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2382,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3424}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2380,&quot;w&quot;:436,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3422}">Europe Calcium Hypochlorite Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2419,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3461}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2421,&quot;w&quot;:591,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3463}">Europe continues to represent a major consumer of water treatment and disinfection chemicals.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2453,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3495}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2455,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3497}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:2455,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3497}">Calcium Hypochlorite Trend Price</span><span bis_size="{&quot;x&quot;:243,&quot;y&quot;:2455,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:545,&quot;abs_y&quot;:3497}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2487,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3529}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3529}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2487,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3529}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2489,&quot;w&quot;:176,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3531}">Water treatment regulations.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2521,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3563}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2521,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3563}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2523,&quot;w&quot;:233,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3565}">Environmental compliance standards.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2555,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3597}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2555,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3597}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2557,&quot;w&quot;:227,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3599}">Municipal infrastructure investments.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2589,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3631}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2589,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3631}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2591,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3633}">Industrial demand.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2623,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3665}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2623,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3665}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2625,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3667}">Energy costs.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2657,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3699}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2659,&quot;w&quot;:886,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3701}">The region's emphasis on environmental sustainability and public health is expected to maintain steady demand throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2695,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3737}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2693,&quot;w&quot;:483,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3735}">Asia-Pacific Calcium Hypochlorite Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2732,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3774}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2734,&quot;w&quot;:1082,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3776}">Asia-Pacific is expected to remain the fastest-growing market for Calcium Hypochlorite due to increasing urbanization, industrialization, and investments in water infrastructure.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2766,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3808}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2768,&quot;w&quot;:636,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3810}">Countries such as China, India, Japan, South Korea, and Southeast Asian nations continue expanding:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2800,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3842}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2800,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3842}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2800,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3842}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2802,&quot;w&quot;:219,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3844}">Municipal water treatment systems.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2834,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3876}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2834,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3876}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2836,&quot;w&quot;:252,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3878}">Industrial wastewater treatment facilities.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2868,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3910}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2868,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3910}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2870,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3912}">Public sanitation programs.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2902,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3944}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2902,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3944}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2904,&quot;w&quot;:223,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3946}">Infrastructure development projects.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2936,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3978}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2938,&quot;w&quot;:348,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3980}">These factors are expected to support growth within the </span><span bis_size="{&quot;x&quot;:356,&quot;y&quot;:2938,&quot;w&quot;:218,&quot;h&quot;:16,&quot;abs_x&quot;:658,&quot;abs_y&quot;:3980}">Calcium Hypochlorite Trend Market</span><span bis_size="{&quot;x&quot;:575,&quot;y&quot;:2938,&quot;w&quot;:81,&quot;h&quot;:16,&quot;abs_x&quot;:877,&quot;abs_y&quot;:3980}"> during 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2973,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4015}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2971,&quot;w&quot;:483,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4013}">Water Treatment Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3011,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4053}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3013,&quot;w&quot;:622,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4055}">The water treatment industry remains the largest contributor to global Calcium Hypochlorite demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3047,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4089}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3048,&quot;w&quot;:210,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4090}">Drinking Water Purification</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3084,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4126}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3086,&quot;w&quot;:756,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4128}">Municipal authorities utilize Calcium Hypochlorite to disinfect drinking water supplies and maintain public health standards.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3120,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4162}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3121,&quot;w&quot;:173,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4163}">Wastewater Treatment</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3156,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4198}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3158,&quot;w&quot;:811,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4200}">Industrial and municipal wastewater treatment facilities depend on effective disinfection chemicals to ensure regulatory compliance.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3193,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4235}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3194,&quot;w&quot;:220,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4236}">Emergency Water Treatment</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3229,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4271}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3231,&quot;w&quot;:767,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4273}">Calcium Hypochlorite is frequently used during emergencies and disaster response situations to provide safe drinking water.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3263,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4305}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3265,&quot;w&quot;:659,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4307}">The continued expansion of water treatment infrastructure is expected to support long-term market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3300,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4342}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3298,&quot;w&quot;:479,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4340}">Track Real Time Prices Of Calcium Hypochlorite</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3338,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4380}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Calcium%20Hypochlorite" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3340,&quot;w&quot;:571,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4382}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3340,&quot;w&quot;:571,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4382}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Calcium%20Hypochlorite</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3375,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4417}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3373,&quot;w&quot;:525,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4415}">Swimming Pool and Recreational Water Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3413,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4455}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3415,&quot;w&quot;:609,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4457}">Swimming pool sanitation represents another significant application area for Calcium Hypochlorite.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3447,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4489}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3449,&quot;w&quot;:208,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4491}">The compound is widely used for:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3481,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4523}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3481,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4523}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3481,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4523}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3483,&quot;w&quot;:105,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4525}">Pool disinfection.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3515,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4557}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3515,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4557}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3517,&quot;w&quot;:85,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4559}">Algae control.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3549,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4591}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3549,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4591}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3551,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4593}">Water quality maintenance.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3583,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4625}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3583,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4625}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3585,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4627}">Recreational facility sanitation.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3617,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4659}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3619,&quot;w&quot;:631,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4661}">Growing investments in residential and commercial recreational facilities continue supporting demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3654,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4696}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3652,&quot;w&quot;:489,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4694}">Industrial Cleaning and Disinfection Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3692,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4734}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3694,&quot;w&quot;:665,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4736}">Industrial facilities utilize Calcium Hypochlorite for cleaning and sanitation purposes across multiple sectors.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3726,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4768}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3728,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4770}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3760,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4802}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3760,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4802}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3760,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4802}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3762,&quot;w&quot;:148,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4804}">Food processing plants.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3794,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4836}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3794,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4836}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3796,&quot;w&quot;:156,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4838}">Beverage manufacturing.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3828,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4870}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3828,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4870}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3830,&quot;w&quot;:187,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4872}">Chemical processing facilities.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3862,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4904}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3862,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4904}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3864,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4906}">Pharmaceutical production units.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3896,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4938}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3896,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4938}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3898,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4940}">Industrial water systems.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3930,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4972}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3932,&quot;w&quot;:432,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4974}">Increasing industrial hygiene requirements contribute positively to the </span><span bis_size="{&quot;x&quot;:440,&quot;y&quot;:3932,&quot;w&quot;:218,&quot;h&quot;:16,&quot;abs_x&quot;:742,&quot;abs_y&quot;:4974}">Calcium Hypochlorite Trend Market</span><span bis_size="{&quot;x&quot;:659,&quot;y&quot;:3932,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:961,&quot;abs_y&quot;:4974}">.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3967,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5009}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3965,&quot;w&quot;:267,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5007}">Healthcare Sector Demand</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4004,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5046}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4006,&quot;w&quot;:669,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5048}">Healthcare facilities rely on effective disinfectants to maintain sanitary conditions and prevent contamination.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4038,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5080}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4040,&quot;w&quot;:828,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5082}">Hospitals, clinics, laboratories, and healthcare institutions continue utilizing disinfection chemicals as part of routine hygiene protocols.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4072,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5114}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4074,&quot;w&quot;:498,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5116}">The growing emphasis on infection prevention supports market demand globally.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4110,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5152}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4108,&quot;w&quot;:550,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5150}">Consumer and Industrial Trends Influencing the Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4147,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5189}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4149,&quot;w&quot;:298,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5191}">Several key trends are shaping the future of the </span><span bis_size="{&quot;x&quot;:306,&quot;y&quot;:4149,&quot;w&quot;:218,&quot;h&quot;:16,&quot;abs_x&quot;:608,&quot;abs_y&quot;:5191}">Calcium Hypochlorite Trend Market</span><span bis_size="{&quot;x&quot;:525,&quot;y&quot;:4149,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:827,&quot;abs_y&quot;:5191}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4184,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5226}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4185,&quot;w&quot;:253,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5227}">Growing Focus on Water Quality</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4220,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5262}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4222,&quot;w&quot;:583,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5264}">Consumers and governments increasingly prioritize access to safe and clean water resources.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4256,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5298}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4257,&quot;w&quot;:283,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5299}">Urbanization and Population Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4293,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5335}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4295,&quot;w&quot;:599,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5337}">Rapid urban expansion continues driving investments in municipal water treatment infrastructure.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4329,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5371}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4330,&quot;w&quot;:161,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5372}">Industrial Expansion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4366,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5408}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4368,&quot;w&quot;:659,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5410}">Growing industrial activity generates increasing demand for wastewater treatment and sanitation solutions.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4402,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5444}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4403,&quot;w&quot;:193,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5445}">Public Health Awareness</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4438,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5480}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4440,&quot;w&quot;:702,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5482}">Heightened awareness regarding hygiene and disease prevention continues supporting disinfectant consumption.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4475,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5517}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4476,&quot;w&quot;:221,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5518}">Infrastructure Modernization</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4511,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5553}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4513,&quot;w&quot;:550,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5555}">Governments worldwide are investing in modern water treatment and sanitation systems.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4545,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5587}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4547,&quot;w&quot;:590,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5589}">These trends are expected to positively influence market growth throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4582,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5624}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4580,&quot;w&quot;:555,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5622}">Supply Chain Challenges Affecting Market Performance</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4620,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5662}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4622,&quot;w&quot;:470,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5664}">Despite favorable demand fundamentals, several challenges may affect the </span><span bis_size="{&quot;x&quot;:478,&quot;y&quot;:4622,&quot;w&quot;:218,&quot;h&quot;:16,&quot;abs_x&quot;:780,&quot;abs_y&quot;:5664}">Calcium Hypochlorite Trend Market</span><span bis_size="{&quot;x&quot;:697,&quot;y&quot;:4622,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:999,&quot;abs_y&quot;:5664}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4656,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5698}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4657,&quot;w&quot;:197,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5699}">Feedstock Price Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4693,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5735}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4695,&quot;w&quot;:599,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5737}">Changes in chlorine and calcium feedstock prices can significantly impact production economics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4729,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5771}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4730,&quot;w&quot;:198,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5772}">Energy Cost Fluctuations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4765,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5807}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4767,&quot;w&quot;:508,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5809}">Chemical manufacturing remains sensitive to electricity and fuel price movements.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4802,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5844}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4803,&quot;w&quot;:210,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5845}">Transportation Constraints</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4838,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5880}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4840,&quot;w&quot;:548,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5882}">Freight disruptions and logistics challenges can influence product availability and pricing.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4874,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5916}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4875,&quot;w&quot;:232,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5917}">Regulatory Compliance Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4911,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5953}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4913,&quot;w&quot;:572,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5955}">Manufacturers must comply with strict environmental, safety, and product quality regulations.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4948,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5990}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4946,&quot;w&quot;:463,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5988}">Environmental and Regulatory Considerations</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4986,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6028}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4988,&quot;w&quot;:665,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6030}">Environmental regulations continue to play a major role in shaping the global Calcium Hypochlorite industry.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5020,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6062}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5022,&quot;w&quot;:265,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6064}">Manufacturers are required to comply with:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5054,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6096}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5054,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6096}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5054,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6096}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5056,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6098}">Chemical handling standards.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5088,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6130}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5088,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6130}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5090,&quot;w&quot;:231,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6132}">Environmental protection regulations.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5122,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6164}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5122,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6164}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5124,&quot;w&quot;:212,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6166}">Occupational safety requirements.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5156,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6198}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5156,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6198}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5158,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6200}">Product quality specifications.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5190,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6232}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5192,&quot;w&quot;:493,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6234}">Compliance investments may influence production costs and impact the overall </span><span bis_size="{&quot;x&quot;:501,&quot;y&quot;:5192,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:803,&quot;abs_y&quot;:6234}">Calcium Hypochlorite Price</span><span bis_size="{&quot;x&quot;:669,&quot;y&quot;:5192,&quot;w&quot;:52,&quot;h&quot;:16,&quot;abs_x&quot;:971,&quot;abs_y&quot;:6234}"> outlook.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5227,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6269}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5225,&quot;w&quot;:452,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6267}">Calcium Hypochlorite Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5265,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6307}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5267,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6309}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:5267,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:6309}">Calcium Hypochlorite Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5267,&quot;w&quot;:1169,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6309}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by sustained demand from water treatment, sanitation, and industrial applications.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5319,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6361}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5321,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6363}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5353,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6395}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5353,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6395}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5353,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6395}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5355,&quot;w&quot;:256,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6397}">Expanding water treatment infrastructure.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5387,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6429}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5387,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6429}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5389,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6431}">Growing sanitation requirements.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5421,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6463}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5421,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6463}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5423,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6465}">Rising industrial demand.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5455,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6497}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5455,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6497}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5457,&quot;w&quot;:229,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6499}">Increasing public health investments.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5489,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6531}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5489,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6531}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5491,&quot;w&quot;:255,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:6533}">Higher manufacturing and logistics costs.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5523,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6565}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5525,&quot;w&quot;:822,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6567}">At the same time, adequate production capacity and efficient supply chain management may help moderate excessive price volatility.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5557,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6599}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5559,&quot;w&quot;:396,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6601}">Most market participants anticipate moderate fluctuations in the </span><span bis_size="{&quot;x&quot;:404,&quot;y&quot;:5559,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:706,&quot;abs_y&quot;:6601}">Calcium Hypochlorite Trend Price</span><span bis_size="{&quot;x&quot;:611,&quot;y&quot;:5559,&quot;w&quot;:491,&quot;h&quot;:16,&quot;abs_x&quot;:913,&quot;abs_y&quot;:6601}">, reflecting regional supply-demand balances and broader economic conditions.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5594,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6636}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5592,&quot;w&quot;:565,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6634}">Future Opportunities in the Calcium Hypochlorite Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5631,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6673}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5633,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6675}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:5633,&quot;w&quot;:218,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:6675}">Calcium Hypochlorite Trend Market</span><span bis_size="{&quot;x&quot;:410,&quot;y&quot;:5633,&quot;w&quot;:433,&quot;h&quot;:16,&quot;abs_x&quot;:712,&quot;abs_y&quot;:6675}"> remains highly positive due to several emerging growth opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5668,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6710}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5669,&quot;w&quot;:263,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6711}">Expansion of Water Infrastructure</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5704,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6746}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5706,&quot;w&quot;:562,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6748}">Governments continue investing in water treatment and wastewater management systems.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5741,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6783}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5742,&quot;w&quot;:279,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6784}">Increasing Sanitation Requirements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5777,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6819}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5779,&quot;w&quot;:603,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6821}">Growing awareness regarding hygiene and public health supports long-term disinfectant demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5813,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6855}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5814,&quot;w&quot;:267,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6856}">Industrial Water Treatment Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5850,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6892}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5852,&quot;w&quot;:526,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6894}">Industrial facilities continue expanding water management and treatment capabilities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5886,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6928}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5887,&quot;w&quot;:223,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6929}">Urban Development Projects</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5922,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6964}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5924,&quot;w&quot;:532,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6966}">Rapid urbanization creates additional demand for municipal water treatment solutions.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5959,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7001}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5960,&quot;w&quot;:282,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7002}">Emergency Preparedness Programs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5995,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7037}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5997,&quot;w&quot;:808,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7039}">Many governments and organizations maintain disinfection chemical inventories for disaster response and public health protection.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6033,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7075}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6031,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7073}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6070,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7112}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6072,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7114}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:6072,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:7114}">Calcium Hypochlorite Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6072,&quot;w&quot;:1168,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7114}"> outlook for 2026 remains supported by strong demand from water treatment, sanitation, healthcare, industrial cleaning, and recreational water applications. Factors such as feedstock availability, manufacturing costs, transportation expenses, and public health investments will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6144,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7186}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6146,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7188}">The </span><a href="https://www.chemanalyst.com/Pricing-data/calcium-hypochlorite-2418" bis_size="{&quot;x&quot;:36,&quot;y&quot;:6146,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:7188}"><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:6146,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:7188}">Calcium Hypochlorite Trend Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6146,&quot;w&quot;:1122,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7188}"> is expected to experience moderate fluctuations depending on raw material costs, supply-demand balances, and broader economic conditions. Meanwhile, the </span><span bis_size="{&quot;x&quot;:106,&quot;y&quot;:6166,&quot;w&quot;:218,&quot;h&quot;:16,&quot;abs_x&quot;:408,&quot;abs_y&quot;:7208}">Calcium Hypochlorite Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6166,&quot;w&quot;:1173,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7208}"> is projected to maintain steady growth due to increasing investments in water infrastructure, rising sanitation requirements, and expanding industrial water treatment activities.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6218,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7260}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6220,&quot;w&quot;:1181,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:7262}">As governments, industries, and communities continue prioritizing clean water access and effective sanitation solutions, Calcium Hypochlorite is expected to remain a critical chemical product, supporting long-term market expansion and sustained relevance across global water treatment and disinfection sectors.</span></p>]]> </content:encoded>
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<item>
<title>A Beginner’s Guide to HR Outsourcing Services, HR Compliance Services, and Virtual HR Services</title>
<link>https://news.bangboxonline.com/a-beginners-guide-to-hr-outsourcing-services-hr-compliance-services-and-virtual-hr-services</link>
<guid>https://news.bangboxonline.com/a-beginners-guide-to-hr-outsourcing-services-hr-compliance-services-and-virtual-hr-services</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="68129" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 13:14:14 +0500</pubDate>
<dc:creator>concators</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div class="flex max-w-full flex-col gap-4 grow">
<div class="min-h-8 text-message relative flex w-full flex-col items-end gap-2 text-start break-words whitespace-normal outline-none keyboard-focused:focus-ring [.text-message+&amp;]:mt-1" dir="auto" data-message-author-role="assistant" data-message-id="f9a59c39-7751-40c7-aa6e-3a64b0371e69" data-message-model-slug="gpt-5-5" data-turn-start-message="true" tabindex="0">
<div class="flex w-full flex-col gap-1 empty:hidden">
<div class="markdown prose dark:prose-invert wrap-break-word w-full light markdown-new-styling">
<h3 data-section-id="1f4e06f" data-start="0" data-end="102"> </h3>
<p data-start="104" data-end="566">In today’s competitive business environment, managing human resources effectively is just as important as managing finances, operations, and sales. Employees are the backbone of every organization, and businesses need efficient HR systems to attract, manage, and retain top talent. However, many startups and growing companies often struggle to maintain a dedicated in-house HR team due to budget constraints, compliance complexities, and operational challenges.</p>
<p data-start="568" data-end="820">This is where <strong data-start="582" data-end="609">HR Outsourcing Services</strong>, <strong data-start="611" data-end="637">HR Compliance Services</strong>, and <strong data-start="643" data-end="666">Virtual HR Services</strong> come into play. These solutions help businesses streamline their HR operations, remain compliant with labor laws, and focus on their core business goals.</p>
<p data-start="822" data-end="1085">For organizations seeking innovative business solutions, <span class="whitespace-normal">Concat</span> stands out as a trusted partner, creating imaginative, one-of-a-kind spaces where businesses can thrive through expert HR, finance, compliance, and consulting services.</p>
<h2 data-section-id="1dp6f1m" data-start="1087" data-end="1122">Understanding Modern HR Services</h2>
<p data-start="1124" data-end="1385">Human Resource management is no longer limited to hiring employees and processing payroll. Today’s HR functions involve talent acquisition, employee engagement, performance management, compliance monitoring, policy development, training, and workforce planning.</p>
<p data-start="1387" data-end="1599">As businesses grow, these responsibilities become increasingly complex. Consequently, many organizations are turning to outsourced and virtual HR solutions to gain expert support while reducing operational costs.</p>
<p data-start="1601" data-end="1722">Modern HR services allow companies to access specialized expertise without investing heavily in full-time HR departments.</p>
<h2 data-section-id="i50t8k" data-start="1724" data-end="1760">What Are HR Outsourcing Services?</h2>
<p data-start="1762" data-end="2005"><a href="https://concators.com/human-resource-and-training/"><strong>HR Outsourcing Services</strong></a> involve delegating some or all HR functions to external professionals or specialized service providers. Instead of maintaining a large internal HR team, businesses can outsource critical HR tasks to experienced experts.</p>
<p data-start="2007" data-end="2040">These services typically include:</p>
<ul data-start="2042" data-end="2238">
<li data-section-id="15kvg49" data-start="2042" data-end="2068">Recruitment and staffing</li>
<li data-section-id="7cfyy6" data-start="2069" data-end="2089">Payroll management</li>
<li data-section-id="11l8s9d" data-start="2090" data-end="2111">Employee onboarding</li>
<li data-section-id="1b2itqb" data-start="2112" data-end="2136">Performance management</li>
<li data-section-id="176iaox" data-start="2137" data-end="2160">HR policy development</li>
<li data-section-id="qiuzj6" data-start="2161" data-end="2186">Benefits administration</li>
<li data-section-id="1mb762g" data-start="2187" data-end="2211">Employee documentation</li>
<li data-section-id="1n8gchc" data-start="2212" data-end="2238">Training and development</li>
</ul>
<p data-start="2240" data-end="2339">By outsourcing HR functions, businesses can focus more on growth, customer service, and innovation.</p>
<h3 data-section-id="1eus16x" data-start="2341" data-end="2380">Benefits of HR Outsourcing Services</h3>
<h4 data-start="2382" data-end="2399">Cost Savings</h4>
<p data-start="2401" data-end="2555">Hiring and maintaining a full HR department can be expensive. HR outsourcing allows businesses to access professional expertise at a fraction of the cost.</p>
<h4 data-start="2557" data-end="2581">Access to Expertise</h4>
<p data-start="2583" data-end="2693">HR outsourcing providers stay updated with changing employment laws, industry practices, and workforce trends.</p>
<h4 data-start="2695" data-end="2719">Improved Efficiency</h4>
<p data-start="2721" data-end="2831">Professional HR specialists streamline processes, reducing administrative burdens and increasing productivity.</p>
<h4 data-start="2833" data-end="2849">Scalability</h4>
<p data-start="2851" data-end="2946">As businesses grow, outsourced HR services can easily adapt to changing workforce requirements.</p>
<p data-start="2948" data-end="3062">Therefore, HR outsourcing has become an attractive solution for startups, SMEs, and rapidly growing organizations.</p>
<h2 data-section-id="aebc2w" data-start="3064" data-end="3103">Understanding HR Compliance Services</h2>
<p data-start="3105" data-end="3328">One of the most challenging aspects of human resource management is ensuring compliance with employment laws and regulations. Failure to comply with labor laws can lead to penalties, legal disputes, and reputational damage.</p>
<p data-start="3330" data-end="3454"><a href="https://concators.com/human-resource-and-training/"><strong>HR Compliance Services</strong></a> help businesses maintain compliance with government regulations, labor laws, and workplace standards.</p>
<p data-start="3456" data-end="3477">These services cover:</p>
<ul data-start="3479" data-end="3657">
<li data-section-id="9g84zh" data-start="3479" data-end="3501">Labor law compliance</li>
<li data-section-id="1pnb8e1" data-start="3502" data-end="3524">Employment contracts</li>
<li data-section-id="1q2ljp9" data-start="3525" data-end="3550">Statutory registrations</li>
<li data-section-id="1n8wxq8" data-start="3551" data-end="3571">Payroll compliance</li>
<li data-section-id="1wsw9gz" data-start="3572" data-end="3602">Employee benefits compliance</li>
<li data-section-id="1ynnylw" data-start="3603" data-end="3623">Workplace policies</li>
<li data-section-id="1f1f1eg" data-start="3624" data-end="3641">Risk management</li>
<li data-section-id="9i0fre" data-start="3642" data-end="3657">Audit support</li>
</ul>
<p data-start="3659" data-end="3776">Since regulations frequently change, businesses need proactive compliance management to avoid potential legal issues.</p>
<h3 data-section-id="zy3i8i" data-start="3778" data-end="3815">Why HR Compliance Services Matter</h3>
<h4 data-start="3817" data-end="3842">Reducing Legal Risks</h4>
<p data-start="3844" data-end="3962">Compliance experts help businesses stay aligned with labor regulations, minimizing the risk of lawsuits and penalties.</p>
<h4 data-start="3964" data-end="3999">Protecting Business Reputation</h4>
<p data-start="4001" data-end="4111">Compliance failures can negatively affect a company’s reputation among employees, customers, and stakeholders.</p>
<h4 data-start="4113" data-end="4148">Ensuring Employee Satisfaction</h4>
<p data-start="4150" data-end="4245">Transparent policies and compliant HR practices create a fair and trustworthy work environment.</p>
<h4 data-start="4247" data-end="4278">Supporting Business Growth</h4>
<p data-start="4280" data-end="4375">Businesses that maintain compliance can expand confidently without facing regulatory obstacles.</p>
<p data-start="4377" data-end="4508">As organizations grow across different regions and industries, HR compliance becomes increasingly critical for sustainable success.</p>
<h2 data-section-id="1d2xgs3" data-start="4510" data-end="4542">What Are Virtual HR Services?</h2>
<p data-start="4544" data-end="4792">Technology has transformed how businesses operate, and HR management is no exception. Virtual HR Services provide remote HR support through digital platforms, allowing businesses to access expert HR assistance without hiring in-house professionals.</p>
<p data-start="4794" data-end="4864">Virtual HR professionals handle various functions remotely, including:</p>
<ul data-start="4866" data-end="5034">
<li data-section-id="ravfqz" data-start="4866" data-end="4887">Recruitment support</li>
<li data-section-id="11l8s9d" data-start="4888" data-end="4909">Employee onboarding</li>
<li data-section-id="18hb9b5" data-start="4910" data-end="4927">Policy creation</li>
<li data-section-id="1qtu189" data-start="4928" data-end="4949">Performance reviews</li>
<li data-section-id="80vcgv" data-start="4950" data-end="4970">Employee relations</li>
<li data-section-id="1ieuhwg" data-start="4971" data-end="4989">HR consultations</li>
<li data-section-id="1o2dexy" data-start="4990" data-end="5013">Compliance management</li>
<li data-section-id="wctru1" data-start="5014" data-end="5034">Workforce planning</li>
</ul>
<p data-start="5036" data-end="5153">This model is particularly beneficial for startups, remote teams, and businesses operating across multiple locations.</p>
<h3 data-section-id="1dffqsi" data-start="5155" data-end="5192">Advantages of Virtual HR Services</h3>
<h4 data-start="5194" data-end="5210">Flexibility</h4>
<p data-start="5212" data-end="5307">Businesses can access HR support whenever needed without maintaining a permanent HR department.</p>
<h4 data-start="5309" data-end="5336">Reduced Overhead Costs</h4>
<p data-start="5338" data-end="5444">Virtual HR services eliminate expenses associated with office space, equipment, and full-time HR salaries.</p>
<h4 data-start="5446" data-end="5479">Access to Specialized Talent</h4>
<p data-start="5481" data-end="5574">Organizations can work with experienced HR professionals regardless of geographical location.</p>
<h4 data-start="5576" data-end="5606">Faster Problem Resolution</h4>
<p data-start="5608" data-end="5698">Virtual HR experts often provide immediate support through digital communication channels.</p>
<p data-start="5700" data-end="5821">As remote and hybrid work environments continue growing, <a href="https://concators.com/human-resource-and-training/"><strong>Virtual HR services</strong></a> are becoming increasingly popular worldwide.</p>
<h2 data-section-id="zj2mh3" data-start="5823" data-end="5886">How HR Outsourcing, Compliance, and Virtual HR Work Together</h2>
<p data-start="5888" data-end="6002">Although each service offers unique benefits, they often work best when combined into a comprehensive HR strategy.</p>
<p data-start="6004" data-end="6016">For example:</p>
<ul data-start="6018" data-end="6200">
<li data-section-id="3hzfbz" data-start="6018" data-end="6068">HR outsourcing manages day-to-day HR operations.</li>
<li data-section-id="1od2bpu" data-start="6069" data-end="6132">HR compliance services ensure legal and regulatory adherence.</li>
<li data-section-id="1p3iug9" data-start="6133" data-end="6200">Virtual HR services provide flexible expert guidance and support.</li>
</ul>
<p data-start="6202" data-end="6338">Together, these solutions create a robust HR framework that supports employee satisfaction, operational efficiency, and business growth.</p>
<p data-start="6340" data-end="6462">Organizations can customize these services based on their specific requirements, ensuring maximum value and effectiveness.</p>
<h2 data-section-id="eq6u90" data-start="6464" data-end="6514">Why Businesses Are Adopting Modern HR Solutions</h2>
<p data-start="6516" data-end="6700">The modern workforce is evolving rapidly. Employees expect better workplace experiences, transparent communication, flexible working arrangements, and career development opportunities.</p>
<p data-start="6702" data-end="6766">At the same time, businesses face increasing challenges such as:</p>
<ul data-start="6768" data-end="6894">
<li data-section-id="1qh0tcc" data-start="6768" data-end="6786">Talent shortages</li>
<li data-section-id="c0eq2t" data-start="6787" data-end="6807">Regulatory changes</li>
<li data-section-id="1b7rl9f" data-start="6808" data-end="6837">Remote workforce management</li>
<li data-section-id="1hx4qt1" data-start="6838" data-end="6867">Employee retention concerns</li>
<li data-section-id="1hlwnr4" data-start="6868" data-end="6894">Rising operational costs</li>
</ul>
<p data-start="6896" data-end="6998">As a result, companies are embracing outsourced and virtual HR models to remain competitive and agile.</p>
<p data-start="7000" data-end="7123">These solutions allow organizations to focus on strategic growth while HR experts manage critical people-related functions.</p>
<h2 data-section-id="m3o2bm" data-start="7125" data-end="7173">The Importance of Innovation in HR Management</h2>
<p data-start="7175" data-end="7401">Today’s successful businesses understand that effective HR management requires more than administrative processes. It also requires creativity, strategic thinking, and innovative solutions that align with organizational goals.</p>
<p data-start="7403" data-end="7741">This is where <span class="whitespace-normal">Concat</span> excels by creating imaginative, one-of-a-kind spaces that help businesses optimize operations and strengthen workforce management. Through innovative consulting approaches and customized HR solutions, Concat empowers organizations to build stronger teams and more productive workplaces.</p>
<p data-start="7743" data-end="7874">Their focus on creativity, compliance, and operational excellence enables businesses to navigate complex HR challenges confidently.</p>
<h2 data-section-id="g95bz6" data-start="7876" data-end="7917">Choosing the Right HR Service Provider</h2>
<p data-start="7919" data-end="8005">For beginners exploring HR solutions, selecting the right service provider is crucial.</p>
<p data-start="8007" data-end="8038">Consider the following factors:</p>
<h3 data-section-id="1t3jkea" data-start="8040" data-end="8063">Industry Experience</h3>
<p data-start="8065" data-end="8139">Choose providers with proven expertise in your industry and business size.</p>
<h3 data-section-id="9ni7xl" data-start="8141" data-end="8165">Compliance Knowledge</h3>
<p data-start="8167" data-end="8244">Ensure the provider understands local labor laws and regulatory requirements.</p>
<h3 data-section-id="15sdzdq" data-start="8246" data-end="8272">Technology Integration</h3>
<p data-start="8274" data-end="8359">Modern HR providers should offer digital tools that improve efficiency and reporting.</p>
<h3 data-section-id="bemb21" data-start="8361" data-end="8376">Scalability</h3>
<p data-start="8378" data-end="8443">The provider should be able to support your business as it grows.</p>
<h3 data-section-id="dgm2fh" data-start="8445" data-end="8469">Customized Solutions</h3>
<p data-start="8471" data-end="8563">Every business has unique HR needs. Therefore, personalized service offerings are essential.</p>
<p data-start="8565" data-end="8659">A reliable HR partner can significantly improve workforce management and business performance.</p>
<h2 data-section-id="fl176s" data-start="8661" data-end="8689">The Future of HR Services</h2>
<p data-start="8691" data-end="8912">The future of HR is increasingly driven by technology, automation, and strategic workforce planning. Artificial Intelligence, cloud-based HR systems, and data analytics are transforming how organizations manage employees.</p>
<p data-start="8914" data-end="8939">Future HR trends include:</p>
<ul data-start="8941" data-end="9129">
<li data-section-id="1wc754f" data-start="8941" data-end="8965">AI-powered recruitment</li>
<li data-section-id="w3ko8f" data-start="8966" data-end="8999">Automated compliance monitoring</li>
<li data-section-id="1b7rl9f" data-start="9000" data-end="9029">Remote workforce management</li>
<li data-section-id="pn7ym0" data-start="9030" data-end="9061">Employee experience platforms</li>
<li data-section-id="r8f9t1" data-start="9062" data-end="9094">Predictive workforce analytics</li>
<li data-section-id="q3b7pt" data-start="9095" data-end="9129">Virtual training and development</li>
</ul>
<p data-start="9131" data-end="9264">Businesses that embrace these innovations will be better positioned to attract talent, improve productivity, and maintain compliance.</p>
<h2 data-section-id="8dtpi" data-start="9266" data-end="9279">Conclusion</h2>
<p data-start="9281" data-end="9585"><a href="https://g.co/kgs/EseJ88R"><strong>HR Outsourcing Services</strong></a>, HR Compliance Services, and Virtual HR Services have become essential tools for modern businesses seeking efficiency, compliance, and growth. These solutions help organizations streamline operations, reduce risks, and create positive employee experiences while controlling costs.</p>
<p data-start="9587" data-end="9866">For beginners, understanding these services is the first step toward building a strong and sustainable workforce strategy. Whether you are a startup, a growing enterprise, or an established company, modern HR solutions can provide the expertise and flexibility needed to succeed.</p>
<p data-start="9868" data-end="10213" data-is-last-node="" data-is-only-node="">By combining innovative HR practices with strategic business support, companies can create thriving workplaces and achieve long-term success. With partners like <span class="whitespace-normal">Concat</span> leading the way through imaginative, one-of-a-kind solutions, businesses can confidently navigate the evolving world of human resource management.</p>
</div>
</div>
</div>
</div>
<div class="z-0 flex min-h-[46px] justify-start"> </div>
<div class="mt-3 w-full empty:hidden">
<div class="text-center"><strong>CONCAT - Business Consulting Firms In India | vCXO | Digital Marketing Services</strong><br>2nd Floor, Plot no. 4, Minarch Tower, Sector-44, Gurugram, Haryana-122003<br>9555626260<br>https://concators.com/</div>
</div>]]> </content:encoded>
</item>

<item>
<title>Carnitine Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook. </title>
<link>https://news.bangboxonline.com/Carnitine-Price-71320</link>
<guid>https://news.bangboxonline.com/Carnitine-Price-71320</guid>
<description><![CDATA[ Carnitine Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3105273739f.jpg" length="52291" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 13:11:28 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Carnitine Price</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}"></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:48,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1041}"><a href="https://www.chemanalyst.com/Pricing-data/carnitine-1353" bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:260,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:260,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}">According to ChemAnalyst Carnitine Price</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:50,&quot;w&quot;:1165,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1043}"> trend in 2026 is expected to be influenced by growing demand from the nutraceutical, pharmaceutical, sports nutrition, and dietary supplement industries, along with fluctuations in raw material costs, manufacturing expenses, and global supply chain dynamics. Carnitine is a naturally occurring compound that plays a crucial role in energy metabolism by facilitating the transport of fatty acids into mitochondria for energy production. Due to its extensive applications in health supplements, clinical nutrition, infant nutrition, and pharmaceutical formulations, the global market outlook for Carnitine remains positive, with pricing trends closely tied to developments in the healthcare and wellness sectors. </span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:145,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1138}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:143,&quot;w&quot;:326,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1136}">Overview of the Carnitine Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:182,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1175}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:184,&quot;w&quot;:1169,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1177}">Carnitine is widely recognized as an important nutraceutical ingredient used in dietary supplements, sports nutrition products, pharmaceutical formulations, and infant nutrition products. Commercially, it is produced through chemical synthesis and other manufacturing processes to meet growing global demand. The ingredient has gained widespread popularity because of its role in supporting energy production, metabolic health, athletic performance, and nutritional supplementation. </span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:256,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1249}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:258,&quot;w&quot;:789,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1251}">The increasing global focus on preventive healthcare, fitness, and wellness has significantly contributed to the expansion of the </span><span bis_size="{&quot;x&quot;:797,&quot;y&quot;:258,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:1099,&quot;abs_y&quot;:1251}">Carnitine Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:258,&quot;w&quot;:1158,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1251}">. As consumers continue investing in health-oriented products, manufacturers and procurement professionals closely monitor the </span><span bis_size="{&quot;x&quot;:576,&quot;y&quot;:278,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:878,&quot;abs_y&quot;:1271}">Carnitine Price</span><span bis_size="{&quot;x&quot;:668,&quot;y&quot;:278,&quot;w&quot;:293,&quot;h&quot;:16,&quot;abs_x&quot;:970,&quot;abs_y&quot;:1271}"> to optimize sourcing and production strategies.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:314,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1307}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:312,&quot;w&quot;:373,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1305}">Global Carnitine Price Trend Analysis</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:351,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1344}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:353,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1346}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:353,&quot;w&quot;:131,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1346}">Carnitine Trend Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:353,&quot;w&quot;:1174,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1346}"> has experienced periodic fluctuations due to varying demand from pharmaceutical and nutraceutical industries, raw material availability, manufacturing costs, logistics expenses, and international trade conditions.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:405,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1398}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:407,&quot;w&quot;:1155,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1400}">Recent market developments indicate that demand from dietary supplements, sports nutrition products, pharmaceutical formulations, and clinical nutrition applications continues to support market stability. Consistent consumption patterns and controlled supply conditions have contributed to a relatively balanced market environment in major regions. </span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:459,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1452}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:461,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1454}">In 2026, the </span><span bis_size="{&quot;x&quot;:85,&quot;y&quot;:461,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1454}">Carnitine Price</span><span bis_size="{&quot;x&quot;:177,&quot;y&quot;:461,&quot;w&quot;:853,&quot;h&quot;:16,&quot;abs_x&quot;:479,&quot;abs_y&quot;:1454}"> is expected to remain influenced by healthcare investments, dietary supplement demand, production economics, and global trade activity.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:497,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1490}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:495,&quot;w&quot;:392,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1488}">Key Factors Influencing Carnitine Price</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:534,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1527}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:535,&quot;w&quot;:282,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1528}">Demand from Nutraceutical Industry</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:570,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1563}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:572,&quot;w&quot;:254,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1565}">One of the most significant drivers of the </span><span bis_size="{&quot;x&quot;:262,&quot;y&quot;:572,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:564,&quot;abs_y&quot;:1565}">Carnitine Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:572,&quot;w&quot;:1168,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1565}"> is the expanding nutraceutical sector. Carnitine is extensively used in dietary supplements designed to support metabolism, exercise performance, and overall wellness.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:624,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1617}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:626,&quot;w&quot;:1019,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1619}">As consumers increasingly seek health-enhancing products, nutraceutical manufacturers continue expanding production, supporting sustained demand for Carnitine.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:661,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1654}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:662,&quot;w&quot;:300,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1655}">Pharmaceutical Industry Consumption</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:697,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1690}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:699,&quot;w&quot;:421,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1692}">The pharmaceutical sector remains another major contributor to the </span><span bis_size="{&quot;x&quot;:429,&quot;y&quot;:699,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:731,&quot;abs_y&quot;:1692}">Carnitine Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:699,&quot;w&quot;:1119,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1692}">. Carnitine is utilized in therapeutic formulations, clinical nutrition products, and treatments addressing carnitine deficiency.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:751,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1744}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:753,&quot;w&quot;:886,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1746}">Growing healthcare expenditures and increasing awareness regarding nutritional supplementation continue to support pharmaceutical demand.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:788,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1781}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:789,&quot;w&quot;:186,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1782}">Sports Nutrition Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:824,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1817}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:826,&quot;w&quot;:596,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1819}">The rapid growth of the sports nutrition industry has significantly boosted Carnitine consumption.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:858,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1851}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:860,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1853}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:892,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1885}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:892,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1885}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:892,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1885}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:894,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1887}">Energy supplements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:926,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1919}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:926,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1919}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:928,&quot;w&quot;:191,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1921}">Performance nutrition products</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:960,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1953}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:960,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1953}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:962,&quot;w&quot;:128,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1955}">Fitness supplements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:994,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1987}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:994,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1987}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:996,&quot;w&quot;:139,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1989}">Recovery formulations</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1028,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2021}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1028,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2021}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1030,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2023}">Weight management products</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1062,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2055}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1064,&quot;w&quot;:652,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2057}">The increasing popularity of active lifestyles and fitness programs continues to support market expansion.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1098,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2091}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1099,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2092}">Manufacturing Costs</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1135,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2128}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1137,&quot;w&quot;:1058,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2130}">The production of Carnitine involves specialized manufacturing processes, quality assurance systems, regulatory compliance requirements, and technological investments.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1169,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2162}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1171,&quot;w&quot;:141,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2164}">Rising costs related to:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1203,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2196}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1203,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2196}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1203,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2196}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1205,&quot;w&quot;:44,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2198}">Energy</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1237,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2230}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1237,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2230}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1239,&quot;w&quot;:35,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2232}">Labor</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1271,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2264}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1271,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2264}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1273,&quot;w&quot;:88,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2266}">Raw materials</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1305,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2298}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1305,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2298}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1307,&quot;w&quot;:65,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2300}">Packaging</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1339,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2332}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1339,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2332}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1341,&quot;w&quot;:89,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2334}">Transportation</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1373,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2366}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1375,&quot;w&quot;:367,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2368}">can influence overall production economics and impact the </span><span bis_size="{&quot;x&quot;:375,&quot;y&quot;:1375,&quot;w&quot;:131,&quot;h&quot;:16,&quot;abs_x&quot;:677,&quot;abs_y&quot;:2368}">Carnitine Trend Price</span><span bis_size="{&quot;x&quot;:506,&quot;y&quot;:1375,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:808,&quot;abs_y&quot;:2368}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1409,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2402}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1410,&quot;w&quot;:278,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2403}">Logistics and Supply Chain Factors</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1445,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2438}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1447,&quot;w&quot;:456,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2440}">Global logistics costs remain an important component of Carnitine pricing.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1479,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2472}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1481,&quot;w&quot;:295,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2474}">Factors influencing transportation costs include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1513,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2506}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1513,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2506}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1513,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2506}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1515,&quot;w&quot;:89,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2508}">Shipping rates</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1547,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2540}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1547,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2540}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1549,&quot;w&quot;:68,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2542}">Fuel prices</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1581,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2574}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1581,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2574}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1583,&quot;w&quot;:112,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2576}">Freight availability</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1615,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2608}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1615,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2608}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1617,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2610}">Warehousing expenses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1649,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2642}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1649,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2642}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1651,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2644}">Trade routes</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1683,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2676}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1685,&quot;w&quot;:657,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2678}">Supply chain disruptions can temporarily affect availability and procurement costs across different regions.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1721,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2714}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1719,&quot;w&quot;:383,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2712}">North America Carnitine Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1758,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2751}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1760,&quot;w&quot;:1058,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2753}">North America remains one of the largest markets for Carnitine due to strong demand from dietary supplements, sports nutrition products, and pharmaceutical applications.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1792,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2785}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1794,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2787}">Several factors are expected to influence the </span><span bis_size="{&quot;x&quot;:288,&quot;y&quot;:1794,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:2787}">Carnitine Price</span><span bis_size="{&quot;x&quot;:380,&quot;y&quot;:1794,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:682,&quot;abs_y&quot;:2787}"> in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1826,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2819}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1826,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2819}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1826,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2819}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1828,&quot;w&quot;:264,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2821}">Growing health-conscious consumer base.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1860,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2853}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1860,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2853}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1862,&quot;w&quot;:212,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2855}">Expanding sports nutrition market.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1894,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2887}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1894,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2887}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1896,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2889}">Pharmaceutical industry demand.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1928,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2921}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1928,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2921}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1930,&quot;w&quot;:173,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2923}">Stable healthcare spending.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1962,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2955}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1962,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2955}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1964,&quot;w&quot;:231,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2957}">Product innovation and development.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1996,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2989}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1998,&quot;w&quot;:796,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2991}">The region's advanced healthcare infrastructure and mature supplement industry are expected to support steady market growth. </span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2034,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3027}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2032,&quot;w&quot;:311,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3025}">Europe Carnitine Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2071,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3064}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2073,&quot;w&quot;:1059,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3066}">Europe continues to be an important consumer of Carnitine due to growing demand for nutritional supplements, clinical nutrition products, and pharmaceutical formulations.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2105,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3098}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2107,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3100}">The </span><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:2107,&quot;w&quot;:131,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3100}">Carnitine Trend Price</span><span bis_size="{&quot;x&quot;:167,&quot;y&quot;:2107,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:469,&quot;abs_y&quot;:3100}"> in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2139,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3132}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2139,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3132}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2139,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3132}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2141,&quot;w&quot;:238,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3134}">Pharmaceutical manufacturing activity.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2173,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3166}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2173,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3166}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2175,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3168}">Clinical nutrition demand.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2207,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3200}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2207,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3200}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2209,&quot;w&quot;:211,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3202}">Regulatory compliance standards.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2241,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3234}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2241,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3234}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2243,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3236}">Healthcare investments.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2275,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3268}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2275,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3268}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2277,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3270}">Import and export activity.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2309,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3302}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2311,&quot;w&quot;:711,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3304}">Demand from regulated healthcare and nutritional product sectors is expected to support stable market conditions. </span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2347,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3340}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2345,&quot;w&quot;:354,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3338}">Track Real Time Prices Of Carnitine</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2384,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3377}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Carnitine" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2386,&quot;w&quot;:471,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3379}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2386,&quot;w&quot;:471,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3379}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Carnitine</span></a></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2421,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3414}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2419,&quot;w&quot;:358,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3412}">Asia-Pacific Carnitine Price Outlook</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2459,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3452}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2461,&quot;w&quot;:1142,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3454}">Asia-Pacific is expected to remain the fastest-growing market for Carnitine due to rising disposable incomes, increasing health awareness, and expanding pharmaceutical manufacturing activities.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2513,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3506}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2515,&quot;w&quot;:698,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3508}">Countries such as China, India, Japan, South Korea, and Southeast Asian nations continue witnessing growth in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2547,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3540}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2547,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3540}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2547,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3540}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2549,&quot;w&quot;:154,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3542}">Nutraceutical production.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2581,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3574}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2581,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3574}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2583,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3576}">Dietary supplement consumption.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2615,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3608}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2615,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3608}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2617,&quot;w&quot;:193,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3610}">Pharmaceutical manufacturing.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2649,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3642}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2649,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3642}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2651,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3644}">Sports nutrition products.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2683,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3676}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2683,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3676}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2685,&quot;w&quot;:240,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3678}">Wellness-focused consumer spending.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2717,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3710}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2719,&quot;w&quot;:884,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3712}">The region's growing middle-class population and increasing focus on preventive healthcare are expected to support demand throughout 2026.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2754,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3747}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2752,&quot;w&quot;:516,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3745}">Dietary Supplement Industry Driving Market Growth</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2792,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3785}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2794,&quot;w&quot;:435,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3787}">The dietary supplement industry remains the largest contributor to the </span><span bis_size="{&quot;x&quot;:443,&quot;y&quot;:2794,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:745,&quot;abs_y&quot;:3787}">Carnitine Trend Market</span><span bis_size="{&quot;x&quot;:585,&quot;y&quot;:2794,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:887,&quot;abs_y&quot;:3787}">.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2826,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3819}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2828,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3821}">Carnitine is widely incorporated into:</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2862,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3855}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2863,&quot;w&quot;:266,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3856}">Weight Management Supplements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2898,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3891}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2900,&quot;w&quot;:664,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3893}">Many manufacturers utilize Carnitine in formulations designed to support metabolism and energy utilization.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2935,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3928}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2936,&quot;w&quot;:131,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3929}">Energy Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2971,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3964}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2973,&quot;w&quot;:621,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3966}">Carnitine-based supplements are frequently marketed for energy production and endurance support.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3008,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4001}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3009,&quot;w&quot;:243,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4002}">General Wellness Supplements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3044,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4037}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3046,&quot;w&quot;:631,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4039}">The ingredient is commonly included in daily nutritional products targeting overall health and wellness.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3080,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4073}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3081,&quot;w&quot;:206,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4074}">Clinical Nutrition Products</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3117,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4110}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3119,&quot;w&quot;:640,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4112}">Specialized nutritional formulations often incorporate Carnitine to address specific dietary requirements.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3151,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4144}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3153,&quot;w&quot;:737,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4146}">The continued expansion of the global supplement industry is expected to provide sustained support for market growth.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3188,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4181}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3186,&quot;w&quot;:290,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4179}">Sports Nutrition Applications</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3225,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4218}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3227,&quot;w&quot;:540,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4220}">Sports nutrition remains one of the most rapidly growing application areas for Carnitine.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3259,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4252}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3261,&quot;w&quot;:195,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4254}">Key product categories include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3293,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4286}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3293,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4286}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3293,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4286}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3295,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4288}">Pre-workout supplements.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3327,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4320}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3327,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4320}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3329,&quot;w&quot;:120,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4322}">Recovery products.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3361,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4354}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3361,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4354}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3363,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4356}">Performance enhancers.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3395,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4388}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3395,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4388}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3397,&quot;w&quot;:151,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4390}">Endurance formulations.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3429,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4422}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3429,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4422}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3431,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4424}">Fitness nutrition products.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3463,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4456}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3465,&quot;w&quot;:962,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4458}">As participation in sports, fitness activities, and wellness programs increases worldwide, demand for Carnitine-based products is expected to remain strong.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3501,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4494}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3499,&quot;w&quot;:450,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4492}">Pharmaceutical Industry Supporting Demand</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3538,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4531}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3540,&quot;w&quot;:588,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4533}">The pharmaceutical industry continues to represent an important market segment for Carnitine.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3572,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4565}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3574,&quot;w&quot;:127,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4567}">Applications include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3606,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4599}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3606,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4599}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3606,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4599}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3608,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4601}">Therapeutic formulations.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3640,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4633}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3640,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4633}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3642,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4635}">Nutritional deficiency treatments.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3674,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4667}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3674,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4667}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3676,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4669}">Clinical nutrition products.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3708,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4701}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3708,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4701}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3710,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4703}">Medical nutrition solutions.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3742,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4735}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3742,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4735}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3744,&quot;w&quot;:202,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4737}">Specialized healthcare products.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3776,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4769}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3778,&quot;w&quot;:662,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4771}">The growing emphasis on preventive healthcare and nutrition-based therapies supports long-term demand.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3814,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4807}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3812,&quot;w&quot;:504,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4805}">Consumer Trends Influencing the Carnitine Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3851,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4844}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3853,&quot;w&quot;:338,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4846}">Several consumer trends are shaping the future of the </span><span bis_size="{&quot;x&quot;:346,&quot;y&quot;:3853,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:648,&quot;abs_y&quot;:4846}">Carnitine Trend Market</span><span bis_size="{&quot;x&quot;:488,&quot;y&quot;:3853,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:790,&quot;abs_y&quot;:4846}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3888,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4881}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3889,&quot;w&quot;:211,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4882}">Growing Health Awareness</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3924,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4917}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3926,&quot;w&quot;:546,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4919}">Consumers increasingly prioritize preventive healthcare and nutritional supplementation.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3960,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4953}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3961,&quot;w&quot;:290,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4954}">Fitness and Active Lifestyle Adoption</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3997,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4990}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3999,&quot;w&quot;:591,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4992}">The global fitness movement continues driving demand for performance and recovery products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4033,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5026}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4034,&quot;w&quot;:135,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5027}">Aging Population</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4069,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5062}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4071,&quot;w&quot;:615,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5064}">An aging population is contributing to increased consumption of healthcare and nutritional products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4106,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5099}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4107,&quot;w&quot;:232,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5100}">Wellness and Preventive Care</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4142,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5135}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4144,&quot;w&quot;:543,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5137}">Consumers are focusing more on long-term health maintenance and wellness solutions.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4179,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5172}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4180,&quot;w&quot;:208,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5173}">Expansion of E-Commerce</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4215,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5208}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4217,&quot;w&quot;:639,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5210}">Online retail platforms have increased accessibility to dietary supplements and health products globally.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4249,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5242}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4251,&quot;w&quot;:590,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5244}">These trends are expected to positively influence market growth throughout the forecast period.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4286,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5279}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4284,&quot;w&quot;:458,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5277}">Supply Chain Challenges Affecting the Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4324,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5317}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4326,&quot;w&quot;:445,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5319}">Despite favorable growth prospects, several challenges may impact the </span><span bis_size="{&quot;x&quot;:453,&quot;y&quot;:4326,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:755,&quot;abs_y&quot;:5319}">Carnitine Trend Market</span><span bis_size="{&quot;x&quot;:596,&quot;y&quot;:4326,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:898,&quot;abs_y&quot;:5319}">.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4360,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5353}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4361,&quot;w&quot;:216,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5354}">Raw Material Price Volatility</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4397,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5390}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4399,&quot;w&quot;:402,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5392}">Changes in feedstock costs can affect manufacturing economics.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4433,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5426}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4434,&quot;w&quot;:167,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5427}">Logistics Disruptions</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4469,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5462}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4471,&quot;w&quot;:531,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5464}">Transportation delays and freight cost increases may influence procurement planning.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4506,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5499}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4507,&quot;w&quot;:199,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5500}">Regulatory Requirements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4542,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5535}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4544,&quot;w&quot;:543,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5537}">Manufacturers must comply with stringent pharmaceutical and nutraceutical regulations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4578,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5571}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4579,&quot;w&quot;:152,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5572}">Market Competition</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4615,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5608}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4617,&quot;w&quot;:739,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5610}">The dietary supplement industry remains highly competitive, requiring continuous innovation and product differentiation.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4652,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5645}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4650,&quot;w&quot;:327,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5643}">Carnitine Price Forecast for 2026</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4690,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5683}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4692,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5685}">The overall </span><span bis_size="{&quot;x&quot;:81,&quot;y&quot;:4692,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:5685}">Carnitine Price</span><span bis_size="{&quot;x&quot;:172,&quot;y&quot;:4692,&quot;w&quot;:998,&quot;h&quot;:16,&quot;abs_x&quot;:474,&quot;abs_y&quot;:5685}"> forecast for 2026 suggests a stable to moderately firm market outlook supported by strong demand from healthcare, nutraceutical, and sports nutrition industries.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4724,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5717}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4726,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5719}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4758,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5751}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4758,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5751}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4758,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5751}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4760,&quot;w&quot;:275,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5753}">Expanding dietary supplement consumption.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4792,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5785}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4792,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5785}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4794,&quot;w&quot;:209,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5787}">Growing pharmaceutical demand.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4826,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5819}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4826,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5819}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4828,&quot;w&quot;:242,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5821}">Increasing sports nutrition applications.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4860,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5853}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4860,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5853}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4862,&quot;w&quot;:190,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5855}">Rising healthcare investments.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4894,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5887}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4894,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5887}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4896,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5889}">Continued wellness industry growth.</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4928,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5921}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4930,&quot;w&quot;:1144,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5923}">At the same time, balanced supply conditions and stable manufacturing output could help moderate excessive price volatility. Recent market data indicates that buyers continue adopting cautious procurement strategies while maintaining adequate inventories, supporting a relatively balanced market environment. </span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4985,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5978}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4983,&quot;w&quot;:441,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5976}">Future Opportunities in the Carnitine Market</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5022,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6015}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5024,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6017}">The long-term outlook for the </span><span bis_size="{&quot;x&quot;:191,&quot;y&quot;:5024,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:6017}">Carnitine Trend Market</span><span bis_size="{&quot;x&quot;:334,&quot;y&quot;:5024,&quot;w&quot;:397,&quot;h&quot;:16,&quot;abs_x&quot;:636,&quot;abs_y&quot;:6017}"> remains highly favorable due to several emerging opportunities.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5059,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6052}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5060,&quot;w&quot;:280,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6053}">Expansion of Nutraceutical Industry</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5095,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6088}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5097,&quot;w&quot;:706,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6090}">The growing global focus on nutrition and wellness continues creating new opportunities for Carnitine applications.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5132,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6125}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5133,&quot;w&quot;:211,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6126}">Sports Nutrition Innovation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5168,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6161}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5170,&quot;w&quot;:639,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6163}">Manufacturers continue developing advanced formulations targeting athletic performance and recovery.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5204,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6197}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5205,&quot;w&quot;:192,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6198}">Clinical Nutrition Growth</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5241,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6234}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5243,&quot;w&quot;:583,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6236}">Healthcare providers increasingly emphasize nutritional support and preventive care solutions.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5277,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6270}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5278,&quot;w&quot;:240,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6271}">Emerging Market Development</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5313,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6306}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5315,&quot;w&quot;:609,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6308}">Developing economies continue experiencing rising demand for healthcare and wellness products.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5350,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6343}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5351,&quot;w&quot;:231,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6344}">Personalized Nutrition Trends</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5386,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6379}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5388,&quot;w&quot;:726,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6381}">Customized nutritional solutions are expected to create additional demand for specialty ingredients such as Carnitine.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5424,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6417}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5422,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6415}">Conclusion</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5461,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6454}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5463,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6456}">The global </span><span bis_size="{&quot;x&quot;:77,&quot;y&quot;:5463,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:6456}">Carnitine Price</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5463,&quot;w&quot;:1155,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6456}"> outlook for 2026 remains supported by strong demand from nutraceutical, pharmaceutical, sports nutrition, and clinical nutrition industries. Factors such as manufacturing costs, raw material availability, logistics expenses, healthcare investments, and consumer wellness trends will continue influencing market performance throughout the year.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5515,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6508}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5517,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6510}">The </span><a href="https://www.chemanalyst.com/Pricing-data/carnitine-1353" bis_size="{&quot;x&quot;:36,&quot;y&quot;:5517,&quot;w&quot;:131,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:6510}"><span bis_size="{&quot;x&quot;:36,&quot;y&quot;:5517,&quot;w&quot;:131,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:6510}">Carnitine Trend Price</span></a><span bis_size="{&quot;x&quot;:167,&quot;y&quot;:5517,&quot;w&quot;:867,&quot;h&quot;:16,&quot;abs_x&quot;:469,&quot;abs_y&quot;:6510}"> is expected to experience moderate fluctuations depending on supply-demand dynamics and broader economic conditions. Meanwhile, the </span><span bis_size="{&quot;x&quot;:1035,&quot;y&quot;:5517,&quot;w&quot;:142,&quot;h&quot;:16,&quot;abs_x&quot;:1337,&quot;abs_y&quot;:6510}">Carnitine Trend Market</span><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5517,&quot;w&quot;:1188,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6510}"> is projected to maintain steady growth due to increasing health awareness, expanding supplement consumption, growing sports nutrition demand, and rising investments in preventive healthcare. As consumers continue prioritizing wellness and nutrition, Carnitine is expected to remain a valuable ingredient across multiple industries, supporting long-term market expansion and sustained pricing relevance. </span></p>]]> </content:encoded>
</item>

<item>
<title>Is Skincare Essentials Legit</title>
<link>https://news.bangboxonline.com/eneedly</link>
<guid>https://news.bangboxonline.com/eneedly</guid>
<description><![CDATA[ Is Skincare Essentials Legit? is a common question among consumers looking for reliable skincare products online. While the answer depends on the specific retailer or brand using the name, shoppers can evaluate legitimacy by checking website security, ingredient transparency, customer reviews, return policies, and secure payment options. Trustworthy skincare retailers typically provide authentic products, detailed ingredient lists, responsive customer support, and clear shipping information. Before making a purchase, compare prices with authorized sellers, read verified customer feedback, and ensure the products match your skin type and concerns. Taking these precautions helps you shop confidently and avoid counterfeit or low-quality skincare products. ]]></description>
<enclosure url="https://formulachemistry.com/" length="49398" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 13:04:26 +0500</pubDate>
<dc:creator>Eneedly eneedlyseo</dc:creator>
<media:keywords>bubble skincare for kids, is bubble skincare safe for kids, kids skincare routine, teen skincare products, gentle skincare for children, bubble skincare review, skincare for sensitive skin kids, dermatologist skincare advice kids, acne skincare for teens, safe skincare brands for teens, kids face wash safety, niacinamide for kids skin, skincare ingredients safety, child skincare routine guide, is skincare necessary for kids</media:keywords>
<content:encoded><![CDATA[<h2 data-section-id="13ax1s5" data-start="102" data-end="117">Introduction</h2>
<p data-start="119" data-end="507">If you've searched online for <strong data-start="149" data-end="184">"Is Skincare Essentials Legit?"</strong>, you're probably trying to determine whether this skincare brand or retailer is trustworthy before making a purchase. With hundreds of skincare companies appearing online, consumers naturally want to know if a business sells authentic products, provides quality customer service, and delivers effective skincare solutions.</p>
<p data-start="509" data-end="851">The skincare industry has grown rapidly over the past decade, making it easier than ever to purchase cleansers, serums, moisturizers, sunscreens, and anti-aging treatments online. However, this growth has also led to concerns about counterfeit products, unreliable sellers, exaggerated marketing claims, and inconsistent customer experiences.</p>
<p data-start="853" data-end="1198">This comprehensive guide explores whether <strong data-start="895" data-end="918">Skincare Essentials</strong> is legitimate by examining its product quality, ingredient transparency, customer reviews, pricing, website credibility, and buying safety. Rather than relying solely on marketing claims, we'll explain the factors every consumer should evaluate before purchasing skincare online.</p>
<h1 data-section-id="1d9ah4e" data-start="1205" data-end="1235">What Is Skincare Essentials?</h1>
<p data-start="1237" data-end="1492">Skincare Essentials is a name associated with skincare products and beauty solutions aimed at helping consumers build effective daily skincare routines. Depending on the specific retailer or website you're visiting, the company may offer products such as:</p>
<ul data-start="1494" data-end="1670">
<li data-section-id="ybf0re" data-start="1494" data-end="1512">Facial cleansers</li>
<li data-section-id="lp7ytw" data-start="1513" data-end="1527">Moisturizers</li>
<li data-section-id="2zacmc" data-start="1528" data-end="1546">Vitamin C serums</li>
<li data-section-id="8vb57k" data-start="1547" data-end="1575">Hyaluronic acid treatments</li>
<li data-section-id="qzlyfr" data-start="1576" data-end="1594">Retinol products</li>
<li data-section-id="3xl6db" data-start="1595" data-end="1607">Sunscreens</li>
<li data-section-id="1adtzkq" data-start="1608" data-end="1627">Anti-aging creams</li>
<li data-section-id="1bukc8u" data-start="1628" data-end="1649">Acne care solutions</li>
<li data-section-id="1298j6d" data-start="1650" data-end="1670">Body care products</li>
</ul>
<p data-start="1672" data-end="1855">Many online skincare retailers curate products designed to address common skin concerns including dryness, acne, pigmentation, fine lines, wrinkles, sensitivity, and uneven skin tone.</p>
<p data-start="1857" data-end="1999">Before purchasing from any skincare website, it's important to evaluate several trust indicators rather than relying solely on advertisements.</p>
<h1 data-section-id="61yrh1" data-start="2006" data-end="2061">How Can You Tell If a Skincare Website Is Legitimate?</h1>
<p data-start="2063" data-end="2178">Many consumers ask, <strong data-start="2083" data-end="2118">"Is Skincare Essentials legit?"</strong> because they want reassurance before spending money online.</p>
<p data-start="2180" data-end="2259">Several factors help determine whether a skincare retailer appears trustworthy.</p>
<h2 data-section-id="2vf8m0" data-start="2261" data-end="2294">1. Professional Website Design</h2>
<p data-start="2296" data-end="2359">Legitimate businesses typically maintain websites that include:</p>
<ul data-start="2361" data-end="2539">
<li data-section-id="1n2andu" data-start="2361" data-end="2386">Secure HTTPS connection</li>
<li data-section-id="1mc4rmj" data-start="2387" data-end="2405">Clear navigation</li>
<li data-section-id="1a39yzq" data-start="2406" data-end="2437">Detailed product descriptions</li>
<li data-section-id="11rgdwh" data-start="2438" data-end="2462">Ingredient information</li>
<li data-section-id="3mi8bg" data-start="2463" data-end="2492">Professional product images</li>
<li data-section-id="qe3f7o" data-start="2493" data-end="2514">Contact information</li>
<li data-section-id="1afozj7" data-start="2515" data-end="2539">Customer support pages</li>
</ul>
<p data-start="2541" data-end="2622">Poorly designed websites with missing information should encourage extra caution.</p>
<h2 data-section-id="fi9wvf" data-start="2629" data-end="2663">2. Transparent Ingredient Lists</h2>
<p data-start="2665" data-end="2713">Trustworthy skincare companies usually disclose:</p>
<ul data-start="2715" data-end="2864">
<li data-section-id="14he88l" data-start="2715" data-end="2742">Complete ingredient lists</li>
<li data-section-id="v5y3v5" data-start="2743" data-end="2796">Active ingredient concentrations (when appropriate)</li>
<li data-section-id="1tnx2r1" data-start="2797" data-end="2825">Product usage instructions</li>
<li data-section-id="1xltiux" data-start="2826" data-end="2846">Skin compatibility</li>
<li data-section-id="1qd4mlp" data-start="2847" data-end="2864">Safety warnings</li>
</ul>
<p data-start="2866" data-end="2943">Transparency allows consumers to understand exactly what they are purchasing.</p>
<h2 data-section-id="e6s77s" data-start="2950" data-end="2982">3. Authentic Customer Reviews</h2>
<p data-start="2984" data-end="3072">Legitimate businesses often receive a mixture of positive and negative customer reviews.</p>
<p data-start="3074" data-end="3102">Look for reviews discussing:</p>
<ul data-start="3104" data-end="3220">
<li data-section-id="il0hw" data-start="3104" data-end="3125">Shipping experience</li>
<li data-section-id="1hkhpqd" data-start="3126" data-end="3149">Product effectiveness</li>
<li data-section-id="1sgbiwq" data-start="3150" data-end="3169">Packaging quality</li>
<li data-section-id="ru1wtf" data-start="3170" data-end="3188">Customer support</li>
<li data-section-id="1jerzjm" data-start="3189" data-end="3220">Long-term product performance</li>
</ul>
<p data-start="3222" data-end="3300">Avoid relying only on perfect five-star reviews without detailed explanations.</p>
<h2 data-section-id="odidnm" data-start="3307" data-end="3335">4. Secure Payment Options</h2>
<p data-start="3337" data-end="3412">Reliable skincare retailers generally offer secure payment methods such as:</p>
<ul data-start="3414" data-end="3478">
<li data-section-id="512ev6" data-start="3414" data-end="3428">Credit cards</li>
<li data-section-id="1d3lk5t" data-start="3429" data-end="3442">Debit cards</li>
<li data-section-id="366p31" data-start="3443" data-end="3451">PayPal</li>
<li data-section-id="11vjfv0" data-start="3452" data-end="3478">Trusted payment gateways</li>
</ul>
<p data-start="3480" data-end="3533">Secure checkout reduces financial risk for customers.</p>
<h2 data-section-id="cys1mc" data-start="3540" data-end="3559">5. Return Policy</h2>
<p data-start="3561" data-end="3632">A transparent return policy demonstrates confidence in product quality.</p>
<p data-start="3634" data-end="3665">Look for information regarding:</p>
<ul data-start="3667" data-end="3769">
<li data-section-id="se82z" data-start="3667" data-end="3687">Refund eligibility</li>
<li data-section-id="yzmurf" data-start="3688" data-end="3706">Return deadlines</li>
<li data-section-id="1xi0ksy" data-start="3707" data-end="3735">Damaged product procedures</li>
<li data-section-id="1ql14xg" data-start="3736" data-end="3769">Customer service response times</li>
</ul>
<h1 data-section-id="cmqno0" data-start="3776" data-end="3827">Does Skincare Essentials Sell Authentic Products?</h1>
<p data-start="3829" data-end="3895">One of the biggest concerns among online shoppers is authenticity.</p>
<p data-start="3897" data-end="4108">While authenticity depends on the specific retailer operating under the name <strong data-start="3974" data-end="3997">Skincare Essentials</strong>, legitimate skincare sellers generally source products directly from manufacturers or authorized distributors.</p>
<p data-start="4110" data-end="4155">Signs of authentic skincare products include:</p>
<ul data-start="4157" data-end="4279">
<li data-section-id="1o3h3lp" data-start="4157" data-end="4175">Proper packaging</li>
<li data-section-id="1welrk4" data-start="4176" data-end="4191">Batch numbers</li>
<li data-section-id="bf25j8" data-start="4192" data-end="4210">Expiration dates</li>
<li data-section-id="128va3d" data-start="4211" data-end="4234">Manufacturer labeling</li>
<li data-section-id="10t8xva" data-start="4235" data-end="4255">Tamper-proof seals</li>
<li data-section-id="1vq751u" data-start="4256" data-end="4279">Professional printing</li>
</ul>
<p data-start="4281" data-end="4322">Counterfeit skincare products often have:</p>
<ul data-start="4324" data-end="4438">
<li data-section-id="1tpezbh" data-start="4324" data-end="4343">Misspelled labels</li>
<li data-section-id="1ir7bo6" data-start="4344" data-end="4364">Poor print quality</li>
<li data-section-id="1fuu1i7" data-start="4365" data-end="4383">Incorrect colors</li>
<li data-section-id="1dmgc6m" data-start="4384" data-end="4405">Missing batch codes</li>
<li data-section-id="i5us2u" data-start="4406" data-end="4438">Unusual textures or fragrances</li>
</ul>
<p data-start="4440" data-end="4497">Consumers should inspect products carefully upon arrival.</p>
<h1 data-section-id="962kbx" data-start="4504" data-end="4544">Product Categories Typically Available</h1>
<p data-start="4546" data-end="4614">Many skincare retailers offer solutions for different skin concerns.</p>
<h2 data-section-id="lsevbr" data-start="4616" data-end="4628">Cleansers</h2>
<p data-start="4630" data-end="4722">Facial cleansers remove dirt, oil, sunscreen, and makeup while maintaining the skin barrier.</p>
<p data-start="4724" data-end="4751">Common ingredients include:</p>
<ul data-start="4753" data-end="4808">
<li data-section-id="1dmo3t5" data-start="4753" data-end="4763">Glycerin</li>
<li data-section-id="kkjx0r" data-start="4764" data-end="4775">Ceramides</li>
<li data-section-id="bhclbk" data-start="4776" data-end="4789">Amino acids</li>
<li data-section-id="ahwn2g" data-start="4790" data-end="4808">Mild surfactants</li>
</ul>
<h2 data-section-id="c8u8gp" data-start="4815" data-end="4830">Moisturizers</h2>
<p data-start="4832" data-end="4882">Moisturizers help reduce water loss from the skin.</p>
<p data-start="4884" data-end="4912">Popular ingredients include:</p>
<ul data-start="4914" data-end="4979">
<li data-section-id="kn1rxz" data-start="4914" data-end="4931">Hyaluronic acid</li>
<li data-section-id="kkjx0r" data-start="4932" data-end="4943">Ceramides</li>
<li data-section-id="x6fl5k" data-start="4944" data-end="4954">Squalane</li>
<li data-section-id="aotqk7" data-start="4955" data-end="4968">Shea butter</li>
<li data-section-id="1dmo3t5" data-start="4969" data-end="4979">Glycerin</li>
</ul>
<h2 data-section-id="14caz0p" data-start="4986" data-end="5005">Vitamin C Serums</h2>
<p data-start="5007" data-end="5043">Vitamin C products may help improve:</p>
<ul data-start="5045" data-end="5131">
<li data-section-id="uy6avy" data-start="5045" data-end="5062">Skin brightness</li>
<li data-section-id="wgm9vz" data-start="5063" data-end="5082">Hyperpigmentation</li>
<li data-section-id="1lel7t6" data-start="5083" data-end="5104">Collagen production</li>
<li data-section-id="2qrjcj" data-start="5105" data-end="5131">Environmental protection</li>
</ul>
<h2 data-section-id="y5tbei" data-start="5138" data-end="5157">Retinol Products</h2>
<p data-start="5159" data-end="5188">Retinol is commonly used for:</p>
<ul data-start="5190" data-end="5251">
<li data-section-id="1b1i3wx" data-start="5190" data-end="5202">Fine lines</li>
<li data-section-id="en60ez" data-start="5203" data-end="5213">Wrinkles</li>
<li data-section-id="1j42syp" data-start="5214" data-end="5220">Acne</li>
<li data-section-id="ezv8yw" data-start="5221" data-end="5235">Skin texture</li>
<li data-section-id="1x1ezj1" data-start="5236" data-end="5251">Cell turnover</li>
</ul>
<p data-start="5253" data-end="5331">Because retinol may increase sensitivity, gradual introduction is recommended.</p>
<h2 data-section-id="10uudf6" data-start="5338" data-end="5351">Sunscreens</h2>
<p data-start="5353" data-end="5427">Daily sunscreen is considered one of the most important skincare products.</p>
<p data-start="5429" data-end="5478">Broad-spectrum SPF products help protect against:</p>
<ul data-start="5480" data-end="5553">
<li data-section-id="msh1uq" data-start="5480" data-end="5492">UVB damage</li>
<li data-section-id="1xoz79d" data-start="5493" data-end="5505">UVA damage</li>
<li data-section-id="lxpkc3" data-start="5506" data-end="5523">Premature aging</li>
<li data-section-id="1ku4kuj" data-start="5524" data-end="5533">Sunburn</li>
<li data-section-id="wgm9vz" data-start="5534" data-end="5553">Hyperpigmentation</li>
</ul>
<h1 data-section-id="1shorur" data-start="5560" data-end="5593">Ingredient Transparency Matters</h1>
<p data-start="5595" data-end="5662">A legitimate skincare retailer should clearly disclose ingredients.</p>
<p data-start="5664" data-end="5723">Consumers should understand the purpose of key ingredients.</p>
<h2 data-section-id="16pu43e" data-start="5725" data-end="5743">Hyaluronic Acid</h2>
<p data-start="5745" data-end="5799">Provides hydration by attracting moisture to the skin.</p>
<h2 data-section-id="14wcgf7" data-start="5806" data-end="5820">Niacinamide</h2>
<p data-start="5822" data-end="5839">May help improve:</p>
<ul data-start="5841" data-end="5898">
<li data-section-id="1tebpl1" data-start="5841" data-end="5854">Oil control</li>
<li data-section-id="t5x13e" data-start="5855" data-end="5869">Skin barrier</li>
<li data-section-id="k6itgw" data-start="5870" data-end="5879">Redness</li>
<li data-section-id="91rwxw" data-start="5880" data-end="5898">Uneven skin tone</li>
</ul>
<h2 data-section-id="1rvati" data-start="5905" data-end="5917">Ceramides</h2>
<p data-start="5919" data-end="5965">Support the skin's natural protective barrier.</p>
<h2 data-section-id="fgn5qn" data-start="5972" data-end="5983">Peptides</h2>
<p data-start="5985" data-end="6027">Help improve skin firmness and elasticity.</p>
<h2 data-section-id="47g32e" data-start="6034" data-end="6046">Vitamin C</h2>
<p data-start="6048" data-end="6139">Functions as an antioxidant that may brighten skin and reduce the appearance of dark spots.</p>
<h1 data-section-id="1icyweh" data-start="6146" data-end="6175">Customer Service Evaluation</h1>
<p data-start="6177" data-end="6223">Reliable skincare retailers generally provide:</p>
<ul data-start="6225" data-end="6333">
<li data-section-id="46sk0b" data-start="6225" data-end="6240">Email support</li>
<li data-section-id="ni1bu5" data-start="6241" data-end="6256">Contact forms</li>
<li data-section-id="1b6b6h0" data-start="6257" data-end="6271">FAQ sections</li>
<li data-section-id="vzg6k6" data-start="6272" data-end="6294">Shipping information</li>
<li data-section-id="o6b9ex" data-start="6295" data-end="6311">Order tracking</li>
<li data-section-id="xyd36x" data-start="6312" data-end="6333">Return instructions</li>
</ul>
<p data-start="6335" data-end="6416">Fast, professional communication is often a positive sign of business legitimacy.</p>
<h1 data-section-id="1fc27s3" data-start="6423" data-end="6446">Shipping and Delivery</h1>
<p data-start="6448" data-end="6514">Consumers often evaluate legitimacy based on shipping performance.</p>
<p data-start="6516" data-end="6551">Reliable retailers usually provide:</p>
<ul data-start="6553" data-end="6634">
<li data-section-id="ifpc1j" data-start="6553" data-end="6571">Tracking numbers</li>
<li data-section-id="1a9b6ov" data-start="6572" data-end="6592">Shipping estimates</li>
<li data-section-id="zt3x2s" data-start="6593" data-end="6615">Packaging protection</li>
<li data-section-id="z6oouu" data-start="6616" data-end="6634">Delivery updates</li>
</ul>
<p data-start="6636" data-end="6730">Delays may occur during holidays or international shipping but should be communicated clearly.</p>
<h1 data-section-id="12olucc" data-start="6737" data-end="6755">Pricing Analysis</h1>
<p data-start="6757" data-end="6837">Many shoppers wonder whether unusually low prices indicate counterfeit products.</p>
<p data-start="6839" data-end="6968">Competitive pricing is normal, but prices that seem dramatically lower than every other retailer may warrant additional research.</p>
<p data-start="6970" data-end="6990">Compare prices with:</p>
<ul data-start="6992" data-end="7068">
<li data-section-id="8p383e" data-start="6992" data-end="7017">Official brand websites</li>
<li data-section-id="wygefg" data-start="7018" data-end="7040">Authorized retailers</li>
<li data-section-id="gff5pg" data-start="7041" data-end="7068">Established beauty stores</li>
</ul>
<p data-start="7070" data-end="7145">If a deal appears too good to be true, verify the seller before purchasing.</p>
<h1 data-section-id="hkf2vq" data-start="7152" data-end="7194">Is Skincare Essentials Safe to Buy From?</h1>
<p data-start="7196" data-end="7241">Safety depends on several purchasing factors.</p>
<p data-start="7243" data-end="7267">Consumers should verify:</p>
<ul data-start="7269" data-end="7409">
<li data-section-id="kwwkrb" data-start="7269" data-end="7286">Secure checkout</li>
<li data-section-id="qe3f7o" data-start="7287" data-end="7308">Contact information</li>
<li data-section-id="1fasqp1" data-start="7309" data-end="7334">Ingredient transparency</li>
<li data-section-id="1pl6cpx" data-start="7335" data-end="7353">Customer reviews</li>
<li data-section-id="1m7nmo2" data-start="7354" data-end="7369">Return policy</li>
<li data-section-id="usdj5m" data-start="7370" data-end="7392">Product authenticity</li>
<li data-section-id="xmq61a" data-start="7393" data-end="7409">Privacy policy</li>
</ul>
<p data-start="7411" data-end="7506">When these factors are present, shoppers can generally make more informed purchasing decisions.</p>
<h1 data-section-id="1ufskn7" data-start="7513" data-end="7537">Red Flags to Watch For</h1>
<p data-start="7539" data-end="7593">Regardless of the retailer, be cautious if you notice:</p>
<ul data-start="7595" data-end="7805">
<li data-section-id="1cj1c6w" data-start="7595" data-end="7621">Missing ingredient lists</li>
<li data-section-id="myy4v9" data-start="7622" data-end="7646">No contact information</li>
<li data-section-id="5oilum" data-start="7647" data-end="7676">Unrealistic skincare claims</li>
<li data-section-id="1oja3m" data-start="7677" data-end="7699">Fake-looking reviews</li>
<li data-section-id="1uu70m9" data-start="7700" data-end="7722">Extremely low prices</li>
<li data-section-id="1nznkze" data-start="7723" data-end="7760">Poor grammar throughout the website</li>
<li data-section-id="vnfqar" data-start="7761" data-end="7779">No return policy</li>
<li data-section-id="rlwn2y" data-start="7780" data-end="7805">Unsecured payment pages</li>
</ul>
<p data-start="7807" data-end="7881">These warning signs deserve careful consideration before placing an order.</p>
<h1 data-section-id="1ka89me" data-start="7888" data-end="7942">Benefits of Buying From Reputable Skincare Retailers</h1>
<p data-start="7944" data-end="8002">Choosing a trustworthy retailer offers several advantages.</p>
<h3 data-section-id="1mmou5h" data-start="8004" data-end="8024">Genuine Products</h3>
<p data-start="8026" data-end="8123">Authentic skincare products provide the quality and safety expected from reputable manufacturers.</p>
<h3 data-section-id="1k5s4nx" data-start="8125" data-end="8152">Better Customer Support</h3>
<p data-start="8154" data-end="8242">Professional retailers typically respond more efficiently to questions and order issues.</p>
<h3 data-section-id="qwlkue" data-start="8244" data-end="8268">Transparent Policies</h3>
<p data-start="8270" data-end="8338">Clear return, shipping, and refund policies help reduce uncertainty.</p>
<h3 data-section-id="15c18jb" data-start="8340" data-end="8372">Accurate Product Information</h3>
<p data-start="8374" data-end="8460">Detailed ingredient lists and usage instructions enable informed purchasing decisions.</p>
<h1 data-section-id="hf13oz" data-start="8467" data-end="8507">How to Shop Safely Online for Skincare</h1>
<p data-start="8509" data-end="8562">Follow these best practices before making a purchase:</p>
<ul data-start="8564" data-end="8896">
<li data-section-id="dttsgh" data-start="8564" data-end="8610">Read customer reviews from multiple sources.</li>
<li data-section-id="17s14d9" data-start="8611" data-end="8646">Check for HTTPS website security.</li>
<li data-section-id="167hfbx" data-start="8647" data-end="8686">Review the ingredient list carefully.</li>
<li data-section-id="5rsfi1" data-start="8687" data-end="8730">Compare prices with authorized retailers.</li>
<li data-section-id="3511bs" data-start="8731" data-end="8767">Verify return and refund policies.</li>
<li data-section-id="8loo2z" data-start="8768" data-end="8824">Purchase only products appropriate for your skin type.</li>
<li data-section-id="b4l0bv" data-start="8825" data-end="8862">Avoid unrealistic marketing claims.</li>
<li data-section-id="1q642vk" data-start="8863" data-end="8896">Inspect products upon delivery.</li>
</ul>
<h1 data-section-id="hkd5a4" data-start="8903" data-end="8931">Frequently Asked Questions</h1>
<h2 data-section-id="h6z2m3" data-start="8933" data-end="8990">Is Skincare Essentials a legitimate skincare retailer?</h2>
<p data-start="8992" data-end="9193">Legitimacy depends on the specific business operating under the name. Before purchasing, review its website security, ingredient transparency, customer feedback, contact information, and return policy.</p>
<h2 data-section-id="1bimjfd" data-start="9200" data-end="9261">Does Skincare Essentials sell authentic skincare products?</h2>
<p data-start="9263" data-end="9457">If the retailer sources products from authorized manufacturers or distributors and provides proper packaging, batch numbers, and ingredient information, products are more likely to be authentic.</p>
<h2 data-section-id="edkv7j" data-start="9464" data-end="9517">How can I verify a skincare website before buying?</h2>
<p data-start="9519" data-end="9677">Look for secure payment methods, detailed product information, verified customer reviews, clear contact details, and transparent shipping and return policies.</p>
<h2 data-section-id="1yh8zfe" data-start="9684" data-end="9722">What ingredients should I look for?</h2>
<p data-start="9724" data-end="9775">Common evidence-based skincare ingredients include:</p>
<ul data-start="9777" data-end="9853">
<li data-section-id="knosk7" data-start="9777" data-end="9794">Hyaluronic Acid</li>
<li data-section-id="17e4rim" data-start="9795" data-end="9808">Niacinamide</li>
<li data-section-id="kkjx0r" data-start="9809" data-end="9820">Ceramides</li>
<li data-section-id="vdwp63" data-start="9821" data-end="9832">Vitamin C</li>
<li data-section-id="jvaidr" data-start="9833" data-end="9842">Retinol</li>
<li data-section-id="1s4aps2" data-start="9843" data-end="9853">Peptides</li>
</ul>
<p data-start="9855" data-end="9961">These ingredients are widely used to support hydration, barrier function, brightening, and signs of aging.</p>
<h2 data-section-id="bp7hh0" data-start="9968" data-end="10003">Are online skincare stores safe?</h2>
<p data-start="10005" data-end="10181">Many are, provided they offer secure checkout, transparent policies, authentic products, and responsive customer support. Always research the retailer before making a purchase.</p>
<h1 data-section-id="fsb6xx" data-start="10188" data-end="10200">Conclusion</h1>
<p data-start="10202" data-end="10555">When asking <strong data-start="10214" data-end="10249">"Is Skincare Essentials Legit?"</strong>, the most reliable approach is to evaluate the retailer using objective criteria rather than marketing claims alone. A trustworthy skincare seller should provide transparent ingredient information, secure payment methods, clear return policies, authentic customer reviews, and responsive customer service.</p>
<p data-start="10557" data-end="10856">As with any online skincare purchase, take time to compare prices, verify authenticity, read customer feedback, and ensure the products are suitable for your skin type. Careful research helps you make informed decisions and reduces the risk of purchasing counterfeit or unsuitable skincare products.</p>
<p data-start="10858" data-end="11010" data-is-last-node="" data-is-only-node="">By following these guidelines, you can shop with greater confidence and focus on building a skincare routine that supports healthy, well-cared-for skin.</p>]]> </content:encoded>
</item>

<item>
<title>Search Engine Optimization Services: A Complete Guide to Growing Your Business Online</title>
<link>https://news.bangboxonline.com/search-engine-optimization-services-guide</link>
<guid>https://news.bangboxonline.com/search-engine-optimization-services-guide</guid>
<description><![CDATA[ Discover how search engine optimization services help businesses improve online visibility, attract targeted traffic, and generate quality leads. Learn the benefits of working with a professional SEO services company and SEO agency. ]]></description>
<enclosure url="" length="52291" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 12:59:10 +0500</pubDate>
<dc:creator>Growthway advertising</dc:creator>
<media:keywords>search engine optimization services, seo services company, seo services, seo agency</media:keywords>
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<div class="flex w-full flex-col gap-1 empty:hidden" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:806,&quot;h&quot;:1360,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1005}">
<div class="markdown prose dark:prose-invert wrap-break-word w-full light markdown-new-styling" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:806,&quot;h&quot;:1360,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1005}">
<p data-start="126" data-end="583" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:806,&quot;h&quot;:80,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1005}">Businesses today compete in an increasingly crowded digital marketplace where visibility can make the difference between success and failure. No matter how great a product or service may be, customers must be able to find it online. This is where search engine optimization services play a critical role. By improving a website’s visibility in search engine results, businesses can attract qualified visitors, generate leads, and build long-term growth.</p>
<p data-start="585" data-end="1059" bis_size="{&quot;x&quot;:8,&quot;y&quot;:108,&quot;w&quot;:806,&quot;h&quot;:80,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1099}">Search engine optimization is not just about rankings. It involves creating a strong online presence that helps potential customers discover valuable information when they need it most. Companies that invest in professional optimization strategies often experience increased website traffic, better user engagement, and higher conversion rates. As competition continues to grow, businesses of all sizes are recognizing the importance of implementing effective SEO practices.</p>
<h2 data-section-id="18lfdhh" data-start="1061" data-end="1109" bis_size="{&quot;x&quot;:8,&quot;y&quot;:205,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1196}">Why Businesses Need Professional SEO Services</h2>
<p data-start="1111" data-end="1450" bis_size="{&quot;x&quot;:8,&quot;y&quot;:242,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1233}">A well-optimized website helps search engines understand its content and relevance. When search engines can easily crawl and index a website, it becomes more likely to appear for relevant user searches. Professional <a href="https://growthwayadvertising.com/solutions/seo-services/" title="Search Engine Optimization Services: A Complete Guide to Growing Your Business Online" bis_size="{&quot;x&quot;:568,&quot;y&quot;:264,&quot;w&quot;:87,&quot;h&quot;:16,&quot;abs_x&quot;:869,&quot;abs_y&quot;:1255}"><strong data-start="1327" data-end="1343" bis_size="{&quot;x&quot;:568,&quot;y&quot;:264,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:869,&quot;abs_y&quot;:1255}">seo services</strong> </a>focus on improving technical performance, content quality, keyword targeting, and overall user experience.</p>
<p data-start="1452" data-end="1879" bis_size="{&quot;x&quot;:8,&quot;y&quot;:316,&quot;w&quot;:806,&quot;h&quot;:80,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1307}">Many organizations attempt to manage optimization internally but often lack the expertise and resources required to keep up with changing search engine algorithms. Search engines continuously update their ranking factors, making it necessary for businesses to adapt their strategies regularly. Professional SEO specialists stay updated with these changes and implement best practices that align with current industry standards.</p>
<p data-start="1881" data-end="2194" bis_size="{&quot;x&quot;:8,&quot;y&quot;:410,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1401}">Investing in SEO also provides long-term benefits compared to many other marketing methods. While paid advertising can generate immediate traffic, organic search visibility continues to deliver results over time. A strong SEO strategy creates lasting value that supports business growth for months and even years.</p>
<h2 data-section-id="kn9a0k" data-start="2196" data-end="2238" bis_size="{&quot;x&quot;:8,&quot;y&quot;:488,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1479}">Choosing the Right SEO Services Company</h2>
<p data-start="2240" data-end="2519" bis_size="{&quot;x&quot;:8,&quot;y&quot;:525,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1516}">Selecting the right <a href="https://growthwayadvertising.com/solutions/seo-services/" title="Search Engine Optimization Services: A Complete Guide to Growing Your Business Online"><strong data-start="2260" data-end="2284" bis_size="{&quot;x&quot;:123,&quot;y&quot;:527,&quot;w&quot;:149,&quot;h&quot;:16,&quot;abs_x&quot;:424,&quot;abs_y&quot;:1518}">seo services company</strong></a> is one of the most important decisions a business can make for its online marketing efforts. An experienced company understands how to develop customized strategies based on specific goals, target audiences, and industry requirements.</p>
<p data-start="2521" data-end="2864" bis_size="{&quot;x&quot;:8,&quot;y&quot;:599,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1590}">A reputable provider begins with a comprehensive website audit to identify strengths, weaknesses, and opportunities for improvement. This analysis helps create a roadmap that addresses technical issues, content gaps, and optimization priorities. Transparency and communication are also essential factors when evaluating potential SEO partners.</p>
<p data-start="2866" data-end="3223" bis_size="{&quot;x&quot;:8,&quot;y&quot;:673,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1664}">The best SEO companies focus on sustainable growth rather than quick fixes. They emphasize ethical optimization techniques that comply with search engine guidelines and avoid risky practices that could lead to penalties. Businesses that work with trusted professionals often see stronger rankings, improved user experiences, and higher return on investment.</p>
<h2 data-section-id="ktvdg6" data-start="3225" data-end="3261" bis_size="{&quot;x&quot;:8,&quot;y&quot;:751,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1742}">How a SEO Agency Delivers Results</h2>
<p data-start="3263" data-end="3484" bis_size="{&quot;x&quot;:8,&quot;y&quot;:788,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1779}">Working with a dedicated <a href="https://growthwayadvertising.com/solutions/seo-services/" title="Search Engine Optimization Services: A Complete Guide to Growing Your Business Online"><strong data-start="3288" data-end="3302" bis_size="{&quot;x&quot;:168,&quot;y&quot;:790,&quot;w&quot;:76,&quot;h&quot;:16,&quot;abs_x&quot;:469,&quot;abs_y&quot;:1781}">seo agency</strong></a> provides access to a team of specialists with expertise in multiple areas of optimization. These professionals collaborate to improve every aspect of a website's search performance.</p>
<p data-start="3486" data-end="3832" bis_size="{&quot;x&quot;:8,&quot;y&quot;:842,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1833}">Technical optimization ensures that websites load quickly, function properly on mobile devices, and maintain secure browsing experiences. Content specialists create valuable resources that address user needs while targeting relevant search terms. Link-building experts help establish authority by earning quality backlinks from reputable sources.</p>
<p data-start="3834" data-end="4166" bis_size="{&quot;x&quot;:8,&quot;y&quot;:916,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1907}">An SEO agency also uses data-driven analysis to monitor performance and identify opportunities for continuous improvement. Regular reporting allows businesses to track progress and understand how optimization efforts contribute to overall growth. This comprehensive approach helps maximize visibility and strengthen online presence.</p>
<h2 data-section-id="s216yg" data-start="4168" data-end="4229" bis_size="{&quot;x&quot;:8,&quot;y&quot;:993,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1984}">The Long-Term Value of Search Engine Optimization Services</h2>
<p data-start="4231" data-end="4508" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1031,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2022}">One of the greatest advantages of <a href="https://growthwayadvertising.com/solutions/seo-services/" title="Search Engine Optimization Services: A Complete Guide to Growing Your Business Online"><strong data-start="4265" data-end="4304" bis_size="{&quot;x&quot;:223,&quot;y&quot;:1033,&quot;w&quot;:240,&quot;h&quot;:16,&quot;abs_x&quot;:524,&quot;abs_y&quot;:2024}">search engine optimization services</strong></a> is their ability to generate sustainable business growth. Unlike short-term marketing tactics, SEO focuses on building a strong digital foundation that continues to attract potential customers over time.</p>
<p data-start="4510" data-end="4865" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1105,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2096}">As websites gain authority and relevance, they become more competitive within their industries. Improved search visibility often leads to increased brand awareness, stronger customer trust, and higher conversion rates. Businesses that consistently invest in optimization are better positioned to adapt to changing market conditions and consumer behaviors.</p>
<p data-start="4867" data-end="5118" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1179,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2170}">The digital landscape will continue to evolve, but the importance of search visibility remains constant. Organizations that prioritize SEO today are creating opportunities for future success while establishing a competitive advantage in their markets.</p>
<h2 data-section-id="8dtpi" data-start="5120" data-end="5133" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1236,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2227}">Conclusion</h2>
<p data-start="5135" data-end="5703" data-is-last-node="" data-is-only-node="" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1274,&quot;w&quot;:806,&quot;h&quot;:100,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2265}">In today's competitive online environment, businesses cannot afford to overlook the benefits of professional search engine optimization services. Whether working with a trusted seo services company, partnering with a skilled seo agency, or implementing comprehensive seo services, organizations can improve visibility, attract qualified traffic, and achieve long-term growth. By investing in strategic optimization efforts, businesses create a strong foundation that supports sustainable success and helps them reach their digital marketing objectives.</p>
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<title>Why Everyone Is Talking About Fresh Pizza in Puerto Banus</title>
<link>https://news.bangboxonline.com/why-everyone-is-talking-about-fresh-pizza-in-puerto-banus</link>
<guid>https://news.bangboxonline.com/why-everyone-is-talking-about-fresh-pizza-in-puerto-banus</guid>
<description><![CDATA[ Craving delicious pizza in Puerto Banus? Order online now for piping hot pies delivered straight to your door! Choose from a variety of mouthwatering toppings and crust options. With convenient online ordering, satisfying your pizza cravings has never been easier. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a31012b0746b.jpg" length="108537" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 12:54:46 +0500</pubDate>
<dc:creator>tucanbakery</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">When hunger strikes, nothing compares to the irresistible aroma of a freshly baked pizza loaded with premium ingredients and bursting with flavor. In a fast-paced world where convenience matters more than ever, choosing to <b style="mso-bidi-font-weight: normal;"><a href="https://www.tucanbakery.com/product-category/pizza/">online order pizza puerto banus</a></b> has become the preferred option for locals and visitors alike. The ability to enjoy restaurant-quality food without leaving your home, hotel, or office is transforming the dining experience into something truly extraordinary.For pizza lovers seeking speed, quality, and unbeatable taste, the opportunity has never been more exciting. Every minute spent waiting is a minute too long when deliciousness is only a few clicks away.<br><br><b style="mso-bidi-font-weight: normal;">Experience Unmatched Convenience Without Compromise</b><br>Modern customers demand convenience, but they refuse to sacrifice quality. That is exactly why Tucan Bakery has become a standout choice for those looking for exceptional pizza experiences. Fresh dough, carefully selected toppings, and expert preparation combine to create meals that exceed expectations.<br>Instead of spending time searching for dining options, customers can quickly place an order and enjoy a seamless experience from start to finish. The entire process is designed to be effortless, allowing more time to enjoy every mouthwatering slice.<br><b style="mso-bidi-font-weight: normal;"><br>The Secret Behind Incredible Flavor</b><br>Great pizza is never accidental. It begins with high-quality ingredients and a commitment to excellence. Every pizza is crafted with attention to detail, ensuring a perfect balance of textures, flavors, and freshness.From rich tomato sauces and premium cheeses to perfectly baked crusts, every component works together to create a truly unforgettable meal. This dedication to quality has made delicious pizza delivery in puerto banus one of the most sought-after dining solutions for people who appreciate exceptional food.<br><br><b style="mso-bidi-font-weight: normal;">The difference becomes obvious from the very first bite.</b><br>Perfect for Every Occasion<br>Pizza has a unique ability to bring people together. Whether you are hosting a family gathering, planning a casual dinner with friends, enjoying a relaxing evening at home, or organizing a business lunch, pizza remains the ultimate crowd-pleaser.<br>The flexibility and variety available make it easy to satisfy different tastes and preferences. With countless topping combinations and options to choose from, everyone can find something they love. This versatility makes ordering pizza one of the smartest and most reliable dining decisions available today.<br><br><b style="mso-bidi-font-weight: normal;">Why Speed Matters More Than Ever</b><br>Nobody enjoys waiting when hunger is at its peak. Fast service has become an essential part of the customer experience, especially for people with busy schedules. Quick preparation and prompt delivery ensure that every pizza arrives hot, fresh, and ready to enjoy.<br>Customers who choose online order pizza puerto banus appreciate the ability to skip long queues and avoid unnecessary delays. The convenience of receiving freshly prepared food directly at your location creates a level of satisfaction that traditional dining simply cannot match.<br><br><b style="mso-bidi-font-weight: normal;">Every order is an opportunity to enjoy maximum flavor with minimum effort.</b><br>A Dining Experience Designed Around Customer Satisfaction<br>Exceptional service goes far beyond great food. Customers want reliability, consistency, and confidence that every order will meet their expectations. This commitment to excellence is what separates outstanding pizza providers from the competition.<br>At <b style="mso-bidi-font-weight: normal;"><a href="https://www.tucanbakery.com/">Tucan Bakery</a></b>, customer satisfaction remains a priority throughout the entire process. From ordering to delivery, every detail is carefully managed to ensure a smooth and enjoyable experience. This dedication helps create loyal customers who return again and again for their favorite pizzas.<br><br><b style="mso-bidi-font-weight: normal;">The Growing Popularity of Home Delivery</b><br>The rise of food delivery services has completely changed the way people enjoy their meals. More customers now prefer the comfort and convenience of eating wherever they choose rather than spending time traveling to restaurants.<br>As demand continues to increase, <b style="mso-bidi-font-weight: normal;"><a href="https://www.tucanbakery.com/product-category/pizza/%5d">delicious pizza delivery in puerto banus</a></b> has become an essential service for residents and tourists alike. The ability to enjoy premium-quality pizza while relaxing at home, by the marina, or in a vacation rental adds tremendous value to every dining experience.<br>The combination of convenience and flavor creates an unbeatable formula for satisfaction.<br><br><b style="mso-bidi-font-weight: normal;">Don’t Miss Out on the Pizza Everyone Wants</b><br>There is something incredibly exciting about knowing that an unforgettable meal is just moments away. Fresh ingredients, expert preparation, and reliable delivery come together to create a pizza experience that consistently exceeds expectations.<br>Choosing online order pizza puerto banus means gaining access to incredible flavors without the hassle of traditional dining. Every order represents an opportunity to enjoy premium quality, exceptional convenience, and outstanding value.<br>Demand continues to grow because more people are discovering how easy it is to enjoy amazing pizza whenever cravings strike.<br><br><b style="mso-bidi-font-weight: normal;">Make Your Next Meal Extraordinary</b><br>Why settle for ordinary when extraordinary is available at your fingertips? Whether you are craving a classic favorite or looking to explore new flavor combinations, premium pizza can transform an ordinary day into something memorable.<br><br><b style="mso-bidi-font-weight: normal;">Read more information:<br><a href="https://www.tucanbakery.com/product-category/pizza/">Take Away Pizzas</a><br><a href="https://www.tucanbakery.com/product-category/pizza/">Pizza Delivery Marbella</a><br><a href="https://www.tucanbakery.com/product-category/pizza/">Pizza Marbella Delivery</a></b><o:p></o:p></p>]]> </content:encoded>
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<title>More Than Maintenance: The Value of Skilled Mechanics in Northcote</title>
<link>https://news.bangboxonline.com/more-than-maintenance-the-value-of-skilled-mechanics-in-northcote</link>
<guid>https://news.bangboxonline.com/more-than-maintenance-the-value-of-skilled-mechanics-in-northcote</guid>
<description><![CDATA[ Discover how skilled mechanics Northcote provide more than maintenance, helping improve safety, reliability and long-term vehicle performance. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30f88a19bd9.jpg" length="96567" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 12:19:27 +0500</pubDate>
<dc:creator>albertstautomotive</dc:creator>
<media:keywords>car service, mechanic, logbook service, RWC Certificate</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd">Vehicle care goes far beyond replacing worn parts or carrying out routine services. Drivers who rely on experienced <a href="https://albertstreetautomotive.com.au/mechanics-northcote/">mechanics Northcote</a> professionals understand that skilled technicians provide much more than maintenance alone. Their knowledge, attention to detail and ability to identify potential issues contribute to safer, more reliable and more enjoyable driving experiences. Investing in professional mechanical care helps protect both the vehicle and the long-term value it provides.</p>
<h2>Expertise Matters in Modern Vehicle Care</h2>
<p class="isSelectedEnd">Modern vehicles are more sophisticated than ever before, incorporating advanced electronics, safety systems and complex mechanical components. Maintaining these systems requires specialised knowledge and practical experience.</p>
<p class="isSelectedEnd">Skilled technicians understand how different components interact and are trained to assess vehicle performance accurately. Their expertise allows them to recommend appropriate maintenance and ensure repairs are completed correctly.</p>
<p class="isSelectedEnd">Professional care helps maintain efficiency and reduces the risk of avoidable problems affecting the vehicle over time.</p>
<h2>Regular Maintenance Is Only Part of the Story</h2>
<p class="isSelectedEnd">Routine servicing is essential, but experienced technicians offer much more than scheduled maintenance. They monitor the overall condition of the vehicle and recognise signs of wear that may otherwise go unnoticed.</p>
<p class="isSelectedEnd">Small leaks, unusual noises or early component deterioration can often be identified during inspections. Addressing these concerns promptly helps preserve reliability and prevents minor issues from becoming more serious.</p>
<p class="isSelectedEnd">This proactive approach supports long-term vehicle health and contributes to lower ownership costs.</p>
<h2>Following Manufacturer Recommendations</h2>
<p class="isSelectedEnd">Maintaining a vehicle according to factory guidelines remains one of the most effective ways to preserve performance. A professional <a href="https://albertstreetautomotive.com.au/logbook-service/">logbook service Northocte</a> ensures maintenance procedures are completed at the intervals recommended by the manufacturer.</p>
<p class="isSelectedEnd">These services include essential inspections, fluid replacements and adjustments that help critical systems operate efficiently. Staying on schedule reduces unnecessary wear and supports the long-term durability of important components.</p>
<p class="isSelectedEnd">Consistent servicing also provides confidence that the vehicle is receiving the care intended by its manufacturer.</p>
<h2>Keeping the Braking System Performing Properly</h2>
<p class="isSelectedEnd">Brakes are among the most important safety features in any vehicle. Because they are subjected to continuous use, brake components gradually wear and require regular attention.</p>
<p class="isSelectedEnd">Skilled technicians carefully inspect brake pads, discs and hydraulic components to maintain reliable stopping performance. Early intervention helps minimise the need for extensive <a href="https://albertstreetautomotive.com.au/brake-repairs/">brake repairs Northcote</a> and prevents worn components from affecting other parts of the system.</p>
<p class="isSelectedEnd">Proper brake maintenance not only improves safety but also enhances driver confidence in varying road conditions.</p>
<h2>Supporting Roadworthy Compliance</h2>
<p class="isSelectedEnd">Maintaining a vehicle throughout the year makes preparing for a <a href="https://albertstreetautomotive.com.au/roadworthy-certificate/">roadworthy certificate</a> inspection considerably easier. Key safety systems such as tyres, brakes, steering and suspension are all subject to assessment.</p>
<p class="isSelectedEnd">Vehicles that receive regular professional care are generally better prepared to meet these standards. Preventive maintenance helps reduce the risk of unexpected issues and minimises the need for last-minute repairs before an inspection.</p>
<p class="isSelectedEnd">A roadworthy vehicle contributes to safer roads and greater peace of mind for drivers.</p>
<h2>Accurate Diagnostics Save Time and Money</h2>
<p class="isSelectedEnd">One of the greatest advantages of skilled technicians is their ability to diagnose problems accurately. Modern diagnostic equipment, combined with practical experience, allows faults to be identified efficiently.</p>
<p class="isSelectedEnd">Accurate diagnosis prevents unnecessary parts replacement and ensures repairs address the underlying issue. This approach saves time, avoids additional expenses and helps restore vehicle performance more effectively.</p>
<p class="isSelectedEnd">Professional expertise provides solutions based on precision rather than guesswork.</p>
<h2>Enhancing Reliability and Driving Confidence</h2>
<p class="isSelectedEnd">Reliable vehicles are the product of consistent maintenance and quality workmanship. When critical systems are inspected and maintained regularly, the risk of unexpected failures is significantly reduced.</p>
<p class="isSelectedEnd">Drivers benefit from smoother performance, improved fuel efficiency and greater confidence during daily commutes and long-distance travel. Knowing the vehicle has been cared for by experienced professionals offers reassurance and reduces stress.</p>
<p class="isSelectedEnd">Confidence behind the wheel is often built through trust in the quality of maintenance received.</p>
<h2>Preserving Vehicle Value Over Time</h2>
<p class="isSelectedEnd">Vehicles that receive regular professional attention are generally more attractive to future buyers. A history of proper maintenance demonstrates responsible ownership and provides confidence in the vehicle's condition.</p>
<p class="isSelectedEnd">By protecting engine performance, maintaining safety systems and addressing wear promptly, owners can help preserve the long-term value of their vehicles. Consistent care often translates into stronger resale potential and lower overall ownership costs.</p>
<p class="isSelectedEnd">Looking after a vehicle today helps maximise its value in the years ahead.</p>
<h2>More Than Repairs, It's About Peace of Mind</h2>
<p class="isSelectedEnd">Professional mechanical care provides benefits that extend well beyond repairs. Drivers gain confidence knowing their vehicles have been inspected by experienced technicians who understand the importance of reliability and safety.</p>
<p class="isSelectedEnd">Preventive maintenance, accurate diagnostics and quality workmanship all contribute to a more dependable ownership experience. The result is greater peace of mind and fewer surprises on the road.</p>
<p class="isSelectedEnd">Trusting experienced professionals allows drivers to enjoy their vehicles with confidence.</p>
<h2>Final Thoughts</h2>
<p class="isSelectedEnd">Skilled mechanics offer far more than routine maintenance. Their expertise, attention to detail and commitment to preventive care help keep vehicles safe, reliable and efficient throughout their lifespan. From supporting logbook service schedules to assisting with brake repairs and preparing vehicles for a roadworthy certificate, professional mechanical care remains one of the most valuable investments a driver can make.</p>
<p>Keep your vehicle performing at its best with trusted care from <strong>Albert ST Automotive</strong>. Whether you require routine maintenance, professional diagnostics or assistance with safety inspections, our experienced team is committed to delivering reliable service and long-term peace of mind for every driver.</p>]]> </content:encoded>
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<item>
<title>Electronic Health Record (EHR) Market Insights on Digital Healthcare Trends</title>
<link>https://news.bangboxonline.com/electronic-health-record-ehr-market-insights-on-digital-healthcare-trends</link>
<guid>https://news.bangboxonline.com/electronic-health-record-ehr-market-insights-on-digital-healthcare-trends</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="96567" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 12:15:08 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The global electronic health records market is witnessing significant growth due to the increasing digital transformation of healthcare systems, rising demand for efficient patient data management, and growing adoption of advanced healthcare technologies. Electronic Health Records (EHRs) have become an essential part of modern healthcare infrastructure by enabling healthcare providers to store, access, and exchange patient information digitally. The increasing focus on improving healthcare quality, reducing medical errors, and enhancing operational efficiency is driving the adoption of EHR solutions across hospitals, clinics, and specialty healthcare facilities. The global electronic health records market size was valued at <strong>USD 32.41 billion in 2023</strong> and is projected to grow from <strong>USD 34.00 billion in 2024 to USD 49.90 billion by 2031</strong>, growing at a <strong>CAGR of 5.63% from 2024 to 2031</strong>.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/electronic-health-record-ehr-market-179">https://www.kingsresearch.com/electronic-health-record-ehr-market-179</a> </strong></p>
<p>The rising integration of artificial intelligence, cloud computing, data analytics, and interoperability solutions is transforming the healthcare industry. Healthcare organizations are increasingly shifting from traditional paper-based documentation systems toward digital platforms that improve patient care coordination and provide real-time access to medical information. The growing demand for personalized healthcare services and value-based care models is further supporting the expansion of the electronic health records market.</p>
<h2>Electronic Health Records Market Overview</h2>
<p>Electronic Health Records are digital versions of patient medical records that contain comprehensive information related to medical history, diagnoses, treatments, medications, laboratory reports, and clinical documentation. These systems allow healthcare professionals to efficiently manage patient information while improving communication between different healthcare providers.</p>
<p>EHR solutions help healthcare organizations enhance workflow efficiency, reduce administrative burden, and support better clinical decision-making. With increasing healthcare digitization, EHR systems are becoming a crucial component of hospitals and healthcare networks worldwide.</p>
<p><strong>Key factors influencing the electronic health records market growth include:</strong></p>
<ul>
<li>
<p><strong>Growing healthcare digitization:</strong> Healthcare providers are adopting digital systems to improve patient management and service delivery.</p>
</li>
<li>
<p><strong>Increasing demand for interoperability:</strong> Hospitals require integrated platforms that allow seamless sharing of patient information.</p>
</li>
<li>
<p><strong>Rising government initiatives:</strong> Many countries are promoting electronic healthcare systems to improve healthcare accessibility.</p>
</li>
<li>
<p><strong>Growth of data-driven healthcare:</strong> The increasing use of healthcare analytics is boosting demand for structured digital health records.</p>
</li>
</ul>
<h1>Growth Drivers of Electronic Health Records Market</h1>
<h2>Increasing Adoption of Digital Healthcare Solutions</h2>
<p>The rapid shift toward digital healthcare systems is one of the primary factors driving the growth of the electronic health records market. Healthcare organizations are increasingly replacing manual documentation processes with advanced electronic platforms to improve efficiency and accuracy.</p>
<p>Traditional paper-based records often create challenges such as data duplication, storage limitations, and difficulty accessing patient information. EHR systems overcome these limitations by providing secure and centralized access to medical records.</p>
<p>Digital healthcare transformation enables:</p>
<ul>
<li>
<p>Faster access to patient information</p>
</li>
<li>
<p>Improved communication among healthcare professionals</p>
</li>
<li>
<p>Reduced documentation errors</p>
</li>
<li>
<p>Enhanced patient care management</p>
</li>
</ul>
<p>As healthcare providers continue investing in digital infrastructure, the demand for EHR solutions is expected to increase.</p>
<h2>Rising Focus on Patient-Centric Healthcare</h2>
<p>The healthcare industry is shifting toward patient-centered care models where technology plays an important role in improving treatment outcomes. Electronic health records allow healthcare providers to understand patient history and deliver more personalized treatments.</p>
<p>EHR systems support:</p>
<ul>
<li>
<p>Comprehensive patient profiles</p>
</li>
<li>
<p>Improved diagnosis accuracy</p>
</li>
<li>
<p>Better treatment planning</p>
</li>
<li>
<p>Continuous health monitoring</p>
</li>
</ul>
<p>The growing emphasis on preventive healthcare and chronic disease management is encouraging healthcare organizations to adopt advanced EHR platforms.</p>
<h2>Government Initiatives Supporting Healthcare IT Adoption</h2>
<p>Government support and healthcare modernization programs are significantly contributing to market growth. Several countries are implementing digital health strategies to improve healthcare accessibility, efficiency, and quality.</p>
<p>Government initiatives focus on:</p>
<ul>
<li>
<p>Healthcare data standardization</p>
</li>
<li>
<p>Digital patient records</p>
</li>
<li>
<p>Improved healthcare infrastructure</p>
</li>
<li>
<p>Secure information exchange</p>
</li>
</ul>
<p>These programs are accelerating the implementation of EHR systems across public and private healthcare organizations.</p>
<h2>Increasing Use of Cloud-Based Healthcare Solutions</h2>
<p>Cloud-based EHR solutions are gaining popularity due to their flexibility, scalability, and cost-effectiveness. Unlike traditional on-premise systems, cloud platforms allow healthcare providers to access information remotely and reduce infrastructure expenses.</p>
<p>Cloud-based systems offer benefits such as:</p>
<ul>
<li>
<p>Lower maintenance costs</p>
</li>
<li>
<p>Easy scalability</p>
</li>
<li>
<p>Remote accessibility</p>
</li>
<li>
<p>Automatic updates</p>
</li>
<li>
<p>Enhanced data management</p>
</li>
</ul>
<p>The increasing adoption of cloud technology in healthcare is expected to create new growth opportunities.</p>
<h1>Electronic Health Records Market Trends</h1>
<h2>Integration of Artificial Intelligence and Analytics</h2>
<p>Artificial intelligence is becoming an important trend in the electronic health records industry. AI-powered EHR systems help healthcare professionals analyze patient data, identify health risks, and support clinical decision-making.</p>
<p>AI integration enables:</p>
<ul>
<li>
<p>Predictive healthcare analysis</p>
</li>
<li>
<p>Automated documentation</p>
</li>
<li>
<p>Improved diagnosis support</p>
</li>
<li>
<p>Personalized treatment recommendations</p>
</li>
</ul>
<p>The combination of EHR systems and advanced analytics is expected to transform future healthcare delivery.</p>
<h2>Growing Demand for Interoperable Systems</h2>
<p>Interoperability has become a major focus area in healthcare technology. Healthcare providers require systems that can securely exchange patient information across different platforms.</p>
<p>Interoperable EHR systems improve:</p>
<ul>
<li>
<p>Coordination between healthcare providers</p>
</li>
<li>
<p>Continuity of care</p>
</li>
<li>
<p>Patient experience</p>
</li>
<li>
<p>Treatment efficiency</p>
</li>
</ul>
<p>The increasing need for connected healthcare ecosystems is driving innovation in EHR solutions.</p>
<h1>Electronic Health Records Market Segmentation Analysis</h1>
<p>The electronic health records market is segmented based on deployment, application, end user, and region.</p>
<h1>By Deployment</h1>
<h2>Cloud-Based</h2>
<p>Cloud-based electronic health record systems are expected to witness strong growth due to increasing preference for flexible and scalable healthcare solutions.</p>
<p>Cloud-based platforms enable healthcare organizations to store and manage data without investing heavily in physical infrastructure.</p>
<p>Major advantages include:</p>
<ul>
<li>
<p>Cost efficiency</p>
</li>
<li>
<p>Easy implementation</p>
</li>
<li>
<p>Remote access</p>
</li>
<li>
<p>Improved collaboration</p>
</li>
</ul>
<p>The growing adoption of telemedicine and remote healthcare services is further increasing demand for cloud-based EHR systems.</p>
<h2>On-Premise</h2>
<p>On-premise EHR solutions involve installing and maintaining software within healthcare organizations’ own infrastructure. These systems are preferred by organizations requiring greater control over data storage and security.</p>
<p>On-premise solutions provide:</p>
<ul>
<li>
<p>Direct system management</p>
</li>
<li>
<p>Customized configurations</p>
</li>
<li>
<p>Enhanced control over sensitive data</p>
</li>
</ul>
<p>Although cloud solutions are growing rapidly, on-premise systems continue to maintain demand among large healthcare institutions.</p>
<h1>By Application</h1>
<h2>Clinical Applications</h2>
<p>Clinical applications represent a major segment of the electronic health records market. These applications support healthcare professionals in managing patient care activities.</p>
<p>Clinical EHR applications include:</p>
<ul>
<li>
<p>Patient diagnosis management</p>
</li>
<li>
<p>Treatment planning</p>
</li>
<li>
<p>Medication tracking</p>
</li>
<li>
<p>Laboratory information management</p>
</li>
</ul>
<p>The increasing need for accurate clinical documentation is driving growth in this segment.</p>
<h2>Administrative Applications</h2>
<p>Administrative applications help healthcare organizations manage operational activities such as scheduling, billing, and resource management.</p>
<p>These solutions improve:</p>
<ul>
<li>
<p>Workflow efficiency</p>
</li>
<li>
<p>Appointment management</p>
</li>
<li>
<p>Staff coordination</p>
</li>
</ul>
<p>The growing need to reduce administrative workload is increasing adoption of EHR-based administrative solutions.</p>
<h2>Reporting in Healthcare System</h2>
<p>Healthcare reporting applications allow organizations to collect, analyze, and utilize healthcare data for decision-making.</p>
<p>These systems support:</p>
<ul>
<li>
<p>Performance monitoring</p>
</li>
<li>
<p>Healthcare quality improvement</p>
</li>
<li>
<p>Regulatory reporting</p>
</li>
</ul>
<p>The increasing importance of healthcare analytics is supporting segment growth.</p>
<h2>Healthcare Financing</h2>
<p>EHR solutions play an important role in healthcare financing by improving billing processes and insurance management.</p>
<p>Applications include:</p>
<ul>
<li>
<p>Digital billing</p>
</li>
<li>
<p>Insurance processing</p>
</li>
<li>
<p>Financial tracking</p>
</li>
</ul>
<p>The need for transparent and efficient healthcare payment systems is increasing demand for these solutions.</p>
<h2>Clinical Research</h2>
<p>Electronic health records are increasingly used in clinical research activities by providing access to large volumes of healthcare data.</p>
<p>They support:</p>
<ul>
<li>
<p>Research data collection</p>
</li>
<li>
<p>Patient recruitment</p>
</li>
<li>
<p>Clinical studies</p>
</li>
</ul>
<p>The expansion of medical research activities is expected to create growth opportunities.</p>
<h1>By End User</h1>
<h2>Hospitals</h2>
<p>Hospitals represent the largest end-user segment due to their extensive requirement for managing large volumes of patient information.</p>
<p>EHR systems help hospitals:</p>
<ul>
<li>
<p>Improve patient care coordination</p>
</li>
<li>
<p>Reduce operational challenges</p>
</li>
<li>
<p>Enhance healthcare delivery</p>
</li>
</ul>
<p>Increasing hospital modernization projects are supporting market growth.</p>
<h2>Ambulatory Surgical Centers</h2>
<p>Ambulatory surgical centers are adopting EHR systems to improve operational efficiency and patient management.</p>
<p>These solutions assist in:</p>
<ul>
<li>
<p>Surgical documentation</p>
</li>
<li>
<p>Patient scheduling</p>
</li>
<li>
<p>Post-operative care tracking</p>
</li>
</ul>
<p>The expansion of outpatient healthcare services is expected to increase adoption.</p>
<h2>Specialty Centers</h2>
<p>Specialty centers such as diagnostic facilities and specialized clinics are increasingly implementing EHR platforms to improve service quality.</p>
<p>EHR systems help specialty centers manage patient records efficiently and provide personalized healthcare services.</p>
<h1>Regional Analysis of Electronic Health Records Market</h1>
<h2>North America</h2>
<p>North America holds a significant share of the electronic health records market due to advanced healthcare infrastructure and high adoption of digital health technologies.</p>
<p>The presence of established healthcare IT companies and strong government support continues to drive regional growth.</p>
<h2>Europe</h2>
<p>Europe is witnessing steady market expansion due to increasing healthcare digitization and growing demand for connected healthcare systems.</p>
<p>The region focuses on:</p>
<ul>
<li>
<p>Data security</p>
</li>
<li>
<p>Healthcare interoperability</p>
</li>
<li>
<p>Digital patient services</p>
</li>
</ul>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience significant growth during the forecast period due to rising healthcare investments, increasing patient population, and digital transformation initiatives.</p>
<p>Key growth factors include:</p>
<ul>
<li>
<p>Expansion of healthcare infrastructure</p>
</li>
<li>
<p>Adoption of cloud technologies</p>
</li>
<li>
<p>Government digital health programs</p>
</li>
<li>
<p>Increasing demand for quality healthcare services</p>
</li>
</ul>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are gradually adopting electronic health record solutions due to improving healthcare infrastructure and increasing technology investments.</p>
<p>The need for efficient healthcare management systems is expected to support future growth.</p>
<h1>Competitive Landscape</h1>
<p>The electronic health records market is highly competitive, with companies focusing on innovation, partnerships, and advanced healthcare technology solutions.</p>
<p>Market players are investing in:</p>
<ul>
<li>
<p>AI-based healthcare solutions</p>
</li>
<li>
<p>Cloud-based platforms</p>
</li>
<li>
<p>Cybersecurity improvements</p>
</li>
<li>
<p>Interoperability solutions</p>
</li>
</ul>
<p>Companies are continuously improving their offerings to meet the changing needs of healthcare providers.</p>
<h1>Future Outlook</h1>
<p>The electronic health records market is expected to continue expanding as healthcare organizations focus on digital transformation and improved patient outcomes.</p>
<p>Future growth opportunities include:</p>
<ul>
<li>
<p>AI-powered healthcare platforms</p>
</li>
<li>
<p>Expansion of telehealth services</p>
</li>
<li>
<p>Increasing use of healthcare analytics</p>
</li>
<li>
<p>Growth of personalized medicine</p>
</li>
</ul>
<p>The continuous advancement of healthcare technology will play a major role in shaping the future of the EHR industry.</p>
<h1>Conclusion</h1>
<p>The global electronic health records market is projected to grow significantly from 2024 to 2031 due to increasing healthcare digitization, rising demand for efficient data management, and growing adoption of advanced technologies.</p>
<p>With healthcare organizations prioritizing better patient experiences, improved operational efficiency, and data-driven decision-making, EHR solutions are becoming a fundamental part of modern healthcare systems.</p>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Air Compressor Market Insights on Advanced Compression Technologies</title>
<link>https://news.bangboxonline.com/air-compressor-market-insights-on-advanced-compression-technologies</link>
<guid>https://news.bangboxonline.com/air-compressor-market-insights-on-advanced-compression-technologies</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="96567" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 12:10:58 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Air Compressor Market Overview</h1>
<p>The global air compressor market size was valued at USD 26.60 billion in 2023 and is projected to grow from USD 27.92 billion in 2024 to USD 40.16 billion by 2031, exhibiting a CAGR of 5.33% during the forecast period. The market is witnessing steady growth due to increasing industrialization, rising demand for energy-efficient equipment, and expanding applications across various end-use industries. Air compressors have become essential components in manufacturing, construction, healthcare, oil &amp; gas, automotive, and energy sectors due to their ability to provide reliable compressed air for multiple operations.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/air-compressor-market-154">https://www.kingsresearch.com/air-compressor-market-154</a></strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global air compressor market size was valued at USD 26.60 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 27.92 billion in 2024 to USD 40.16 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 5.33% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing industrial automation and demand for energy-efficient compressed air systems are driving market growth.</strong></p>
</li>
<li>
<p><strong>Growing adoption of advanced compressor technologies across manufacturing, healthcare, oil &amp; gas, and energy industries is supporting expansion.</strong></p>
</li>
<li>
<p><strong>Electric-powered air compressors are gaining popularity due to sustainability initiatives and reduced operating costs.</strong></p>
</li>
<li>
<p><strong>Rotary compressors hold a significant market share due to their reliability and efficiency in industrial applications.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to witness strong growth due to rapid industrialization and infrastructure development.</strong></p>
</li>
<li>
<p><strong>Technological advancements such as smart compressors and IoT-enabled monitoring systems are transforming the industry.</strong></p>
</li>
</ul>
<p>Air compressors are mechanical devices that convert power into potential energy stored in compressed air. These systems are widely used for powering pneumatic tools, operating industrial machinery, controlling automation systems, and supporting critical processes. As industries continue to focus on improving productivity, reducing operational costs, and enhancing energy efficiency, the demand for advanced air compressor technologies is increasing worldwide.</p>
<p>The growth of automation across industries has significantly influenced the adoption of air compressors. Modern production facilities require efficient and reliable compressed air solutions to operate automated equipment, robotic systems, and precision manufacturing processes. The integration of smart technologies, sensors, and digital monitoring solutions is further enhancing compressor performance and enabling predictive maintenance.</p>
<h2><strong>Market Growth Drivers</strong></h2>
<h3>Increasing Industrialization and Manufacturing Expansion</h3>
<p>One of the major factors driving the air compressor market is the rapid expansion of industrial and manufacturing activities worldwide. Industries such as automotive, food &amp; beverage, chemicals, pharmaceuticals, and electronics depend heavily on compressed air systems for various applications.</p>
<p>Manufacturing companies are increasingly investing in advanced machinery to improve production efficiency and reduce downtime. Air compressors play a crucial role in these operations by providing a consistent power source for pneumatic equipment and automated systems.</p>
<p>The growth of emerging economies, particularly in Asia-Pacific and Latin America, has resulted in increased industrial infrastructure development. New manufacturing facilities and production plants require reliable compressed air solutions, creating significant growth opportunities for market players.</p>
<h3>Rising Demand for Energy-Efficient Compressors</h3>
<p>Energy consumption is a major concern across industries, and companies are increasingly focusing on reducing operational expenses. Traditional air compressors often require significant energy input, encouraging manufacturers to develop more efficient systems.</p>
<p>Energy-efficient compressors equipped with variable speed drives (VSD), advanced motors, and intelligent control systems are gaining popularity. These technologies help optimize energy usage by adjusting compressor output according to demand.</p>
<p>The increasing adoption of environmentally sustainable practices and government regulations promoting energy efficiency are expected to support the demand for advanced air compressor solutions.</p>
<h3>Growth of Oil &amp; Gas and Energy Industries</h3>
<p>The oil &amp; gas sector represents a major application area for air compressors. These systems are used in exploration, processing, transportation, and refining operations. Compressed air is essential for instrumentation, pneumatic controls, and various production processes.</p>
<p>The expansion of energy infrastructure and increasing investments in oil &amp; gas projects are contributing to market growth. Additionally, renewable energy projects are creating new opportunities for compressor applications in power generation and energy storage systems.</p>
<hr>
<h1><strong>Emerging Market Trends</strong></h1>
<h2>Smart and IoT-Enabled Compressors</h2>
<p>Digital transformation is reshaping the air compressor industry. Manufacturers are increasingly developing smart compressors equipped with Internet of Things (IoT) capabilities, sensors, and cloud-based monitoring systems.</p>
<p>These advanced systems provide real-time performance data, detect operational issues, and enable predictive maintenance. By identifying potential failures before they occur, industries can reduce downtime and improve equipment lifespan.</p>
<p>Smart compressor technologies are becoming increasingly important as industries move toward connected and automated production environments.</p>
<h2>Focus on Sustainable Technologies</h2>
<p>Sustainability has become a key trend influencing the development of air compressor systems. Industries are seeking solutions that minimize energy consumption and reduce environmental impact.</p>
<p>Electric-powered compressors are gaining attention due to their lower emissions and improved efficiency compared to traditional systems. Manufacturers are also focusing on developing oil-free compressors for applications requiring clean air quality, particularly in healthcare and food processing.</p>
<h2>Increasing Adoption of Portable Compressors</h2>
<p>Portable air compressors are becoming increasingly popular due to their flexibility and mobility. These compressors are widely used in construction, mining, automotive repair, and outdoor applications.</p>
<p>The ability to transport and operate these compressors in different locations makes them valuable for industries requiring temporary compressed air solutions.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Type</h2>
<h3>Stationary Air Compressors</h3>
<p>Stationary compressors account for a significant share of the global market due to their extensive use in industrial facilities. These compressors are designed for continuous operation and are commonly installed in manufacturing plants, processing facilities, and large-scale industrial environments.</p>
<p>Their high efficiency, durability, and ability to handle heavy workloads make them suitable for demanding applications. The increasing expansion of industrial infrastructure is expected to drive growth in this segment.</p>
<h3>Portable Air Compressors</h3>
<p>Portable air compressors are witnessing growing demand due to their convenience and flexibility. These systems are widely used in construction, mining, and maintenance operations.</p>
<p>The increasing need for mobile equipment and temporary compressed air solutions is supporting the adoption of portable compressors across various industries.</p>
<hr>
<h1>By Operation</h1>
<h2>Rotary Compressors</h2>
<p>Rotary compressors hold a prominent position in the air compressor market due to their reliability and efficiency. These compressors are commonly used in industrial applications requiring continuous air supply.</p>
<p>Rotary screw compressors are particularly popular because of their low maintenance requirements, smooth operation, and ability to deliver consistent performance.</p>
<p>The increasing demand for energy-efficient industrial equipment is expected to support the growth of rotary compressors.</p>
<h2>Centrifugal Compressors</h2>
<p>Centrifugal compressors are used in applications requiring large volumes of compressed air. These systems are widely adopted in industries such as oil &amp; gas, chemical processing, and power generation.</p>
<p>Their ability to deliver high airflow makes them suitable for large-scale operations. Increasing investments in industrial infrastructure are contributing to segment growth.</p>
<h2>Reciprocating Compressors</h2>
<p>Reciprocating compressors are commonly used in applications requiring high-pressure air. These compressors are widely used in small-scale industries, workshops, and specialized applications.</p>
<p>Their simple design and ability to handle high-pressure requirements continue to support their demand.</p>
<hr>
<h1>By Propulsion</h1>
<h2>Electric Air Compressors</h2>
<p>Electric compressors represent a growing segment due to increasing environmental awareness and energy efficiency requirements. These compressors produce fewer emissions and offer lower operating costs.</p>
<p>The transition toward sustainable industrial solutions is expected to increase the adoption of electric-powered compressors across industries.</p>
<h2>ICE-Powered Compressors</h2>
<p>Internal combustion engine (ICE)-powered compressors are commonly used in locations where electrical power availability is limited. These systems are widely utilized in construction, mining, and remote industrial applications.</p>
<p>Although electric systems are gaining popularity, ICE-powered compressors continue to serve important applications requiring mobility and independent operation.</p>
<hr>
<h1>By End Use</h1>
<h2>Oil &amp; Gas</h2>
<p>The oil &amp; gas industry is one of the largest users of air compressors. These systems support various processes, including drilling, refining, transportation, and control operations.</p>
<p>Growing energy demand and infrastructure development continue to drive compressor adoption in this sector.</p>
<h2>Healthcare</h2>
<p>Air compressors play a critical role in healthcare applications by providing clean and reliable compressed air for medical equipment, ventilation systems, and laboratory applications.</p>
<p>The increasing expansion of healthcare infrastructure is contributing to market growth in this segment.</p>
<h2>Energy &amp; Power</h2>
<p>The energy sector uses air compressors for power generation, cooling systems, and operational processes. The expansion of renewable energy projects is also creating new opportunities for compressor applications.</p>
<h2>Manufacturing</h2>
<p>Manufacturing remains a key end-use segment due to widespread utilization of compressed air in production lines, automation systems, and machinery operations.</p>
<p>The increasing adoption of industrial automation is expected to strengthen demand from this segment.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a significant market due to advanced industrial infrastructure and strong adoption of automation technologies. The presence of major manufacturing industries and focus on energy efficiency continue to support market expansion.</p>
<h2>Europe</h2>
<p>Europe is driven by strict environmental regulations and increasing demand for sustainable industrial equipment. Industries across the region are adopting energy-efficient compressor technologies to reduce emissions and operational costs.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience strong growth due to rapid industrialization, urbanization, and infrastructure development. Countries such as China, India, and Japan are witnessing increased demand for compressors across manufacturing, construction, and energy sectors.</p>
<p>Government initiatives supporting industrial growth and technological advancement are further boosting market opportunities.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are witnessing increasing investments in oil &amp; gas, mining, and industrial infrastructure. Rising economic development and growing energy requirements are contributing to compressor market expansion.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The air compressor market is highly competitive, with companies focusing on innovation, product development, and strategic partnerships. Manufacturers are investing in research and development to introduce energy-efficient and digitally connected compressor systems.</p>
<p>Key industry players are expanding their product portfolios by developing compressors with improved efficiency, lower maintenance requirements, and advanced monitoring capabilities.</p>
<p>The increasing demand for smart industrial solutions is encouraging companies to integrate IoT, automation, and data analytics into compressor technologies.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the global air compressor market looks promising as industries continue to prioritize automation, efficiency, and sustainability. Growing demand from manufacturing, healthcare, energy, and oil &amp; gas sectors will remain a major growth driver.</p>
<p>The adoption of smart compressors, energy-efficient technologies, and environmentally friendly solutions is expected to reshape the industry landscape. As industries move toward digital transformation, connected compressor systems will become increasingly important.</p>
<p>With continuous technological advancements and rising industrial investments, the air compressor market is expected to experience steady growth through 2031.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Supercapacitor Market Expected to Grow Significantly by 2031</title>
<link>https://news.bangboxonline.com/supercapacitor-market-expected-to-grow-significantly-by-2031</link>
<guid>https://news.bangboxonline.com/supercapacitor-market-expected-to-grow-significantly-by-2031</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="96567" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 12:06:12 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The global supercapacitor market is witnessing rapid expansion due to increasing demand for high-performance energy storage solutions across automotive, consumer electronics, renewable energy, aerospace, medical, and industrial applications. Supercapacitors are gaining significant attention because of their ability to deliver high power density, fast charging capabilities, longer lifecycle, and superior energy efficiency compared with traditional energy storage technologies. The growing adoption of electric vehicles, increasing renewable energy integration, and rising demand for advanced electronic devices are driving the global market growth. The global <strong>Supercapacitor Market size was valued at USD 1,134.5 million in 2023</strong> and is projected to grow from <strong>USD 1,340.9 million in 2024 to USD 4,888.3 million by 2031</strong>, exhibiting a <strong>CAGR of 20.30% during the forecast period</strong>.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/supercapacitor-market-252">https://www.kingsresearch.com/supercapacitor-market-252</a> </strong></p>
<p>The increasing focus on sustainable energy solutions and the transition toward electrification across industries are creating significant opportunities for supercapacitor manufacturers. These energy storage devices provide quick energy release and capture capabilities, making them highly suitable for applications requiring frequent charging and discharging cycles. With continuous advancements in material science, battery technology, and energy management systems, supercapacitors are becoming an essential component in next-generation power systems.</p>
<h2>Supercapacitor Market Overview</h2>
<p>Supercapacitors, also known as ultracapacitors, are advanced energy storage devices that store electrical energy through electrostatic and electrochemical mechanisms. Unlike conventional batteries, supercapacitors can charge and discharge energy at a much faster rate while maintaining excellent cycle stability.</p>
<p>These devices bridge the gap between traditional capacitors and batteries by offering higher energy density than capacitors and higher power density than batteries. Their unique characteristics make them suitable for applications where rapid energy delivery, reliability, and long operational life are required.</p>
<p><strong>Key factors driving the supercapacitor market growth include:</strong></p>
<ul>
<li>
<p><strong>Growing electric vehicle adoption:</strong> Supercapacitors support regenerative braking systems and provide additional power assistance in electric and hybrid vehicles.</p>
</li>
<li>
<p><strong>Expansion of renewable energy systems:</strong> These devices help stabilize power fluctuations in solar and wind energy applications.</p>
</li>
<li>
<p><strong>Increasing demand for portable electronics:</strong> Advanced consumer devices require compact and efficient energy storage solutions.</p>
</li>
<li>
<p><strong>Rising industrial automation:</strong> Supercapacitors enhance performance in automated machinery and energy recovery systems.</p>
</li>
</ul>
<h1>Growth Drivers of Supercapacitor Market</h1>
<h2>Rising Demand for Electric Vehicles</h2>
<p>The automotive industry is one of the major contributors to supercapacitor market growth. The increasing global shift toward electric mobility has accelerated the demand for efficient and reliable energy storage technologies.</p>
<p>Supercapacitors are widely used in electric and hybrid vehicles due to their ability to provide instant power during acceleration and recover energy during braking. They work alongside batteries to improve overall vehicle efficiency and extend battery life.</p>
<p>Major automotive applications include:</p>
<ul>
<li>
<p>Regenerative braking systems</p>
</li>
<li>
<p>Start-stop systems</p>
</li>
<li>
<p>Electric power assistance</p>
</li>
<li>
<p>Battery support systems</p>
</li>
<li>
<p>Power management solutions</p>
</li>
</ul>
<p>As governments worldwide promote clean transportation and reduce carbon emissions, the adoption of electric vehicles is expected to increase significantly, supporting the expansion of the supercapacitor market.</p>
<h2>Growing Adoption of Renewable Energy Storage Solutions</h2>
<p>The rising deployment of renewable energy sources such as solar and wind power is creating strong demand for advanced energy storage technologies. Renewable energy systems often experience fluctuations in power generation, requiring efficient storage solutions to maintain grid stability.</p>
<p>Supercapacitors help address these challenges by providing:</p>
<ul>
<li>
<p>Fast energy balancing</p>
</li>
<li>
<p>Short-term power storage</p>
</li>
<li>
<p>Improved grid reliability</p>
</li>
<li>
<p>Efficient energy management</p>
</li>
</ul>
<p>The integration of renewable energy into power networks is expected to create new growth opportunities for supercapacitor manufacturers.</p>
<h2>Increasing Demand for Consumer Electronics</h2>
<p>The consumer electronics industry is experiencing continuous innovation with the development of smartphones, wearable devices, smart gadgets, and portable electronics. These devices require compact, lightweight, and efficient energy storage solutions.</p>
<p>Supercapacitors are increasingly being adopted in electronic products due to:</p>
<ul>
<li>
<p>Rapid charging capability</p>
</li>
<li>
<p>Long operational lifespan</p>
</li>
<li>
<p>High power output</p>
</li>
<li>
<p>Better durability</p>
</li>
</ul>
<p>The growing demand for advanced consumer electronics is expected to contribute significantly to market expansion.</p>
<h2>Expansion of Aerospace and Defense Applications</h2>
<p>The aerospace and defense sectors require energy storage solutions that can operate under extreme conditions. Supercapacitors are preferred in these industries because of their reliability, high power density, and ability to perform efficiently in challenging environments.</p>
<p>Applications include:</p>
<ul>
<li>
<p>Aircraft electrical systems</p>
</li>
<li>
<p>Emergency power systems</p>
</li>
<li>
<p>Satellite technology</p>
</li>
<li>
<p>Defense equipment</p>
</li>
</ul>
<p>Increasing investments in aerospace technologies are expected to support future market growth.</p>
<h1>Supercapacitor Market Trends</h1>
<h2>Development of Advanced Materials</h2>
<p>Continuous research and development activities are improving supercapacitor performance through advanced materials. Manufacturers are exploring new electrode materials and designs to enhance energy storage capacity.</p>
<p>Innovations include:</p>
<ul>
<li>
<p>Graphene-based electrodes</p>
</li>
<li>
<p>Nanotechnology applications</p>
</li>
<li>
<p>Advanced carbon materials</p>
</li>
<li>
<p>Improved electrolyte technologies</p>
</li>
</ul>
<p>These developments are helping increase the efficiency and commercial adoption of supercapacitors.</p>
<h2>Integration with Battery Systems</h2>
<p>A major emerging trend is the combination of supercapacitors with batteries to create hybrid energy storage systems. These solutions combine the high energy density of batteries with the high power density of supercapacitors.</p>
<p>Hybrid systems provide:</p>
<ul>
<li>
<p>Faster charging</p>
</li>
<li>
<p>Improved battery lifespan</p>
</li>
<li>
<p>Better performance</p>
</li>
<li>
<p>Enhanced energy efficiency</p>
</li>
</ul>
<p>This trend is gaining popularity across automotive and industrial sectors.</p>
<h1>Supercapacitor Market Segmentation Analysis</h1>
<p>The supercapacitor market is segmented based on type, format, end-use industry, and region.</p>
<h1>By Type</h1>
<h2>Electrochemical Double-Layer Capacitors (EDLCs)</h2>
<p>Electrochemical Double-Layer Capacitors represent one of the most widely used supercapacitor types. They store energy through electrostatic charge separation between electrodes and electrolytes.</p>
<p>EDLCs are preferred because of:</p>
<ul>
<li>
<p>Long lifecycle</p>
</li>
<li>
<p>High power density</p>
</li>
<li>
<p>Fast charging ability</p>
</li>
<li>
<p>Low maintenance requirements</p>
</li>
</ul>
<p>They are commonly used in automotive, industrial, and energy applications.</p>
<h2>Pseudo Capacitors (PCs)</h2>
<p>Pseudo capacitors store energy through fast reversible electrochemical reactions. They offer higher energy density compared with traditional EDLCs.</p>
<p>These capacitors are used in applications requiring enhanced energy storage performance.</p>
<p>Key advantages include:</p>
<ul>
<li>
<p>Higher energy capacity</p>
</li>
<li>
<p>Improved charge storage</p>
</li>
<li>
<p>Efficient energy conversion</p>
</li>
</ul>
<h2>Hybrid Electrochemical Capacitors (HECs)</h2>
<p>Hybrid electrochemical capacitors combine characteristics of batteries and conventional supercapacitors. They provide improved energy density while maintaining high power performance.</p>
<p>The increasing demand for advanced energy storage systems is driving adoption of hybrid technologies.</p>
<h2>Others</h2>
<p>Other supercapacitor technologies include emerging solutions designed for specialized applications. Continuous innovation is expected to expand the availability of new supercapacitor designs.</p>
<h1>By Format</h1>
<h2>Button/Coin Supercapacitors</h2>
<p>Button or coin-shaped supercapacitors are compact energy storage solutions designed for small electronic devices.</p>
<p>They are widely used in:</p>
<ul>
<li>
<p>Wearable electronics</p>
</li>
<li>
<p>Small sensors</p>
</li>
<li>
<p>Portable devices</p>
</li>
</ul>
<p>The demand for miniaturized electronics is supporting growth in this segment.</p>
<h2>Prismatic Supercapacitors</h2>
<p>Prismatic supercapacitors offer efficient space utilization and are commonly used in industrial and automotive applications.</p>
<p>Their advantages include:</p>
<ul>
<li>
<p>Compact design</p>
</li>
<li>
<p>High reliability</p>
</li>
<li>
<p>Efficient packaging</p>
</li>
</ul>
<h2>Cylindrical Supercapacitors</h2>
<p>Cylindrical supercapacitors are widely used due to their durability and easy manufacturing process.</p>
<p>They are commonly found in:</p>
<ul>
<li>
<p>Automotive systems</p>
</li>
<li>
<p>Industrial equipment</p>
</li>
<li>
<p>Backup power applications</p>
</li>
</ul>
<h1>By End Use Industry</h1>
<h2>Automotive</h2>
<p>The automotive segment is expected to experience strong growth due to increasing electric vehicle adoption and energy efficiency requirements.</p>
<p>Supercapacitors improve vehicle performance by supporting:</p>
<ul>
<li>
<p>Power delivery</p>
</li>
<li>
<p>Energy recovery</p>
</li>
<li>
<p>Battery optimization</p>
</li>
</ul>
<h2>Consumer Electronics</h2>
<p>The consumer electronics segment benefits from rising demand for smart devices and portable technology.</p>
<p>Supercapacitors provide reliable power solutions for modern electronic products.</p>
<h2>Energy</h2>
<p>The energy sector uses supercapacitors for grid stabilization and renewable energy management.</p>
<p>Growing investments in clean energy infrastructure are expected to increase demand.</p>
<h2>Aerospace</h2>
<p>Aerospace applications require reliable energy storage systems, making supercapacitors suitable for aircraft and space technologies.</p>
<h2>Medical</h2>
<p>Medical devices require compact and dependable power sources. Supercapacitors are used in medical equipment requiring quick energy delivery and reliability.</p>
<h2>Others</h2>
<p>Other industries include industrial automation, telecommunications, and transportation, where energy efficiency and performance are essential.</p>
<h1>Regional Analysis of Supercapacitor Market</h1>
<h2>North America</h2>
<p>North America is expected to hold a significant market share due to technological advancements and increasing investments in electric vehicles and renewable energy systems.</p>
<p>The region’s focus on energy efficiency and innovation supports market growth.</p>
<h2>Europe</h2>
<p>Europe is witnessing strong demand for supercapacitors due to environmental regulations and clean transportation initiatives.</p>
<p>The increasing adoption of electric mobility and renewable energy solutions is driving regional expansion.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is projected to register substantial growth due to rapid industrialization and increasing manufacturing activities.</p>
<p>Major growth factors include:</p>
<ul>
<li>
<p>Expansion of electronics manufacturing</p>
</li>
<li>
<p>Growing electric vehicle production</p>
</li>
<li>
<p>Renewable energy development</p>
</li>
<li>
<p>Technological advancements</p>
</li>
</ul>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are expected to witness gradual growth due to increasing infrastructure investments and adoption of advanced energy solutions.</p>
<h1>Competitive Landscape</h1>
<p>The supercapacitor market is highly competitive, with companies focusing on product innovation, strategic partnerships, and technological advancements.</p>
<p>Key strategies include:</p>
<ul>
<li>
<p>Development of high-performance energy storage products</p>
</li>
<li>
<p>Expansion of manufacturing capabilities</p>
</li>
<li>
<p>Research and development investments</p>
</li>
<li>
<p>Collaboration with automotive and energy companies</p>
</li>
</ul>
<h1>Future Outlook</h1>
<p>The future of the supercapacitor market appears highly promising due to rising demand for efficient and sustainable energy storage technologies.</p>
<p>Future opportunities include:</p>
<ul>
<li>
<p>Expansion of electric vehicle infrastructure</p>
</li>
<li>
<p>Growth of renewable energy systems</p>
</li>
<li>
<p>Increasing smart electronics adoption</p>
</li>
<li>
<p>Development of advanced materials</p>
</li>
</ul>
<h1>Conclusion</h1>
<p>The global supercapacitor market is expected to witness significant growth between 2024 and 2031 due to increasing demand for fast, reliable, and efficient energy storage solutions. The rapid adoption of electric vehicles, renewable energy technologies, and advanced electronics is creating strong market opportunities.</p>
<p>With continuous technological advancements and growing focus on sustainability, supercapacitors are expected to play a critical role in the future energy landscape.</p>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Aluminium Door Design Inspirations for Commercial Spaces</title>
<link>https://news.bangboxonline.com/aluminium-door-design-inspirations-for-commercial-spaces</link>
<guid>https://news.bangboxonline.com/aluminium-door-design-inspirations-for-commercial-spaces</guid>
<description><![CDATA[ Discover modern aluminium door designs for commercial spaces. Explore sleek pivot, industrial grid, and heavy-duty sliding styles for your business. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30f0d76107b.jpg" length="75079" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 12:04:30 +0500</pubDate>
<dc:creator>kalpanasharma</dc:creator>
<media:keywords>Aluminium Door Design</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" style="text-align: justify;"><span>Commercial spaces are undergoing rapid changes, with the housing industry playing a pivotal role in this transformation. The choice of doors and windows has a significant impact on the appearance, ambience, and functionality of a workplace or retail environment. Among the many options, aluminium door designs stand out for combining durability, a modern aesthetic, and practical functionality.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Blending Aesthetics with Function</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Aluminium doors are known for their sleek, modern profiles and clean lines. In offices, showrooms, and retail spaces, these doors create a professional and inviting entrance that leaves a lasting impression. Their slim frames, paired with expansive glass panels, open up interiors, allowing abundant natural light to fill the space and enhance the sense of openness. Leading brands like TOSTEM bring patented TEXGUARD Coating for long-lasting lustre to </span><a href="https://www.tostemindia.com/categories/aluminium-doors-design-prices/"><span><strong>Aluminium Door Design</strong></span></a><span>, ensuring exceptional durability, refined aesthetics, and seamless functionality that elevate commercial spaces.</span></p>
<p dir="ltr" style="text-align: justify;"><span>The versatility of aluminium enables it to complement a wide array of architectural styles. Minimalist door designs work well for collaborative workspaces, while bold finishes and unique textures help high-street retail outlets stand out. This ability to combine understated elegance with striking visual appeal is a key reason why aluminium doors are highly favored in commercial projects.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Long-Lasting Strength</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Commercial spaces often face intense daily traffic, putting continuous stress on doors. To meet these rigorous demands, aluminium is a reliable choice because it:</span></p>
<ul>
<li dir="ltr" role="presentation"><span>Retains its strength and shape despite frequent use.</span></li>
<li dir="ltr" role="presentation"><span>It is fire-resistant and does not warp or swell due to changing weather conditions.</span></li>
<li dir="ltr" role="presentation"><span>Maintains its finish even in harsh conditions such as heat, humidity, and dust.</span></li>
<li dir="ltr" role="presentation"><span>Reduces overall costs by minimizing the need for repairs or replacements.</span></li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>Additionally, aluminium is fully recyclable, offering an environmentally friendly option for businesses focused on sustainability. These qualities make aluminium doors ideal for commercial environments where durability and longevity are essential.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Options in Aluminium Door Design</span></h2>
<p dir="ltr" style="text-align: justify;"><span>A wide range of aluminium door styles offers flexibility to meet specific functional and design requirements:</span></p>
<ul>
<li dir="ltr" role="presentation"><span><strong>Sliding doors:</strong> </span><span>Ideal for saving space in compact areas, these doors glide smoothly to open and close effortlessly.</span></li>
<li dir="ltr" role="presentation"><span><strong>Casement doors:</strong> </span><span>Designed to provide maximum airflow and clear visibility, perfect for bright and airy spaces.</span></li>
<li dir="ltr" role="presentation"><strong>Folding or bi-fold doors:</strong><span> Create expansive openings, ideal for restaurants or showrooms that require a seamless flow between indoors and outdoors.</span></li>
<li dir="ltr" role="presentation"><span><strong>Corner sliders:</strong> </span><span>Allow unobstructed indoor-to-outdoor transitions, enhancing the sense of openness in commercial spaces.</span></li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>With multiple options available, aluminium doors enable architects and business owners to strike a perfect balance between aesthetic vision and practical usability. This versatility ensures that every commercial space, from bustling retail outlets to large corporate offices, can find a door solution customised to its unique needs.</span></p>
<p dir="ltr" style="text-align: justify;"><strong><b id="docs-internal-guid-f34819e4-7fff-e71e-7182-e34b59d35a39"><span>Must Read: </span><a href="https://paidforarticles.in/innovative-partition-door-designs-for-added-personalisation-for-your-space-960416"><span>Innovative Partition Door Designs for Added Personalisation for Your Space</span></a></b></strong></p>
<h2 dir="ltr" style="text-align: justify;"><span>Integration with Modern Architecture</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Aluminium doors integrate seamlessly with curtain walls and façades, commonly used in commercial and corporate buildings. Ensuring a consistent finish across doors, windows, and façades creates a harmonious and polished appearance for the entire structure.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Pairing aluminium frames with double-glazed units further boosts energy efficiency and sound insulation. This combination helps create workplaces that are not only visually appealing but also comfortable and conducive to productivity for both employees and visitors.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Enhancing Spaces with Matching Window Designs</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Windows play a crucial role in defining interiors and boosting functionality. When aluminium door designs are paired with premium window systems known for their precise engineering and durability, the result is a seamless and cohesive architectural statement. Modern aluminium windows provide smooth operation with minimal maintenance, offer lasting performance, and enhance airflow and natural light, thereby fostering a healthier indoor environment.</span><b></b></p>
<p dir="ltr" style="text-align: justify;"><span>An increasingly popular choice in commercial projects is the </span><a href="https://www.tostemindia.com/designs/aluminium-sliding-windows-designs/"><span><strong>Aluminium Sliding Window Design</strong></span></a><span>. These windows maximise space efficiency, enhance natural brightness, and support modern layout trends. Additionally, combining customised glazing with advanced sliding window systems provides superior comfort, energy efficiency, and a consistent aesthetic throughout meeting rooms and open-plan offices, reflecting the high standards of trusted industry leaders in aluminium fenestration.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Conclusion</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Aluminium doors bring together strength, durability, and aesthetic appeal, making them a reliable choice for commercial projects within the housing industry. With options such as sliding, casement, folding, and corner systems, aluminium doors deliver versatility and resilience. When combined with complementary aluminium sliding window designs, they contribute to efficient, modern, and welcoming environments.</span></p>]]> </content:encoded>
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<item>
<title>Exploring Emojino Erfahrungen Through Modern Digital Entertainment Trends</title>
<link>https://news.bangboxonline.com/exploring-emojino-erfahrungen-through-modern-digital-entertainment-trends</link>
<guid>https://news.bangboxonline.com/exploring-emojino-erfahrungen-through-modern-digital-entertainment-trends</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="75079" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 12:02:07 +0500</pubDate>
<dc:creator>rofbo</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>The digital entertainment industry continues to evolve at an impressive pace, offering users innovative ways to engage with online platforms. Among the names attracting attention in recent discussions is Emojino. Many users search for "<span data-sheets-root="1"><a class="in-cell-link" href="https://casino-emojino.com" target="_blank" rel="noopener">emojino erfahrungen</a></span>" to understand what the platform offers, how it performs, and whether it delivers an enjoyable experience. The term "Erfahrungen" translates to "experiences," reflecting the growing interest in real user feedback and opinions.</span></p>
<p class="isSelectedEnd"><span>As online entertainment becomes more sophisticated, consumers seek platforms that combine creativity, convenience, and reliability. Emojino has emerged as a topic of interest because of its unique approach to user engagement and digital interaction. Understanding the experiences associated with the platform provides valuable insights into its strengths and overall appeal.</span></p>
<h2><span>Understanding the Appeal of Emojino</span></h2>
<p class="isSelectedEnd"><span>One of the primary reasons users explore Emojino is its modern and visually engaging environment. In today's digital landscape, people are drawn to platforms that offer intuitive navigation, attractive design elements, and seamless functionality. Emojino appears to focus on creating an experience that is both accessible and enjoyable for users with different levels of familiarity with online entertainment.</span></p>
<p class="isSelectedEnd"><span>The visual presentation plays a significant role in shaping user impressions. A clean interface can make interactions more pleasant, allowing users to focus on the content rather than struggling with complicated features. Many users appreciate platforms that prioritize simplicity without sacrificing functionality, and this aspect often influences positive experiences.</span></p>
<h2><span>User Experience and Accessibility</span></h2>
<p class="isSelectedEnd"><span>When discussing Emojino Erfahrungen, accessibility is frequently mentioned as an important factor. Modern users expect digital platforms to function efficiently across various devices, including smartphones, tablets, and desktop computers. The ability to access entertainment on multiple devices enhances convenience and flexibility.</span></p>
<p class="isSelectedEnd"><span>Ease of use is another critical element. Users generally prefer platforms that provide clear instructions and straightforward navigation. A smooth onboarding process can significantly improve first impressions and encourage continued engagement. Positive experiences often stem from the feeling that a platform understands user needs and minimizes unnecessary complexity.</span></p>
<p class="isSelectedEnd"><span>Additionally, responsiveness contributes to overall satisfaction. Fast loading times and stable performance help create a seamless experience, allowing users to enjoy content without interruptions. These factors collectively shape the perception of quality and reliability.</span></p>
<h2><span>The Importance of Trust and Transparency</span></h2>
<p class="isSelectedEnd"><span>Trust is a fundamental component of any online platform. Users want confidence that they are interacting with a secure and transparent environment. This is especially true in the digital entertainment sector, where reliability often determines long-term success.</span></p>
<p class="isSelectedEnd"><span>Many discussions surrounding Emojino Erfahrungen focus on transparency and user confidence. Clear communication regarding platform features, policies, and support services can strengthen trust among users. When individuals feel informed and respected, they are more likely to develop positive impressions.</span></p>
<p class="isSelectedEnd"><span>Transparency also extends to customer support. Effective assistance demonstrates a commitment to user satisfaction. Whether addressing technical questions or providing general guidance, responsive support services can significantly enhance the overall experience.</span></p>
<h2><span>Entertainment Value and Engagement</span></h2>
<p class="isSelectedEnd"><span>A successful digital platform must offer more than technical functionality. Entertainment value remains at the heart of user engagement. Emojino attracts attention because it aims to create an interactive and enjoyable environment that encourages participation.</span></p>
<p class="isSelectedEnd"><span>Engagement often depends on the variety and quality of available features. Users appreciate platforms that provide fresh experiences and maintain a sense of excitement over time. Creative design elements, interactive opportunities, and innovative concepts contribute to sustained interest.</span></p>
<p class="isSelectedEnd"><span>Furthermore, personalization has become increasingly important. Modern audiences enjoy experiences tailored to their preferences. Platforms that adapt to individual interests can foster stronger connections with users and encourage repeat visits.</span></p>
<h2><span>Community and User Interaction</span></h2>
<p class="isSelectedEnd"><span>Digital entertainment is no longer a solitary activity. Many users value opportunities to connect with others who share similar interests. Community features can transform a platform from a simple service into a vibrant social environment.</span></p>
<p class="isSelectedEnd"><span>The concept of community often appears in discussions about user experiences. Positive interactions with fellow users can enhance enjoyment and create a sense of belonging. Platforms that encourage respectful communication and meaningful engagement tend to generate stronger loyalty among their audiences.</span></p>
<p class="isSelectedEnd"><span>A supportive community also contributes to trust. New users frequently rely on feedback and recommendations from existing members when forming opinions about a platform. This exchange of experiences helps create a more informed and connected user base.</span></p>
<h2><span>Factors Influencing User Satisfaction</span></h2>
<p class="isSelectedEnd"><span>User satisfaction is shaped by multiple elements working together. Performance, design, accessibility, customer support, and entertainment value all contribute to the overall experience. A platform that successfully balances these aspects is more likely to receive favorable feedback.</span></p>
<p class="isSelectedEnd"><span>Consistency is particularly important. Users expect reliable performance each time they access a platform. Frequent improvements and updates can demonstrate a commitment to maintaining quality and adapting to evolving expectations.</span></p>
<p class="isSelectedEnd"><span>Another significant factor is innovation. The digital world is highly competitive, and users are constantly seeking fresh experiences. Platforms that introduce creative features and adapt to changing trends often stand out in a crowded marketplace.</span></p>
<h2><span>Challenges and Considerations</span></h2>
<p class="isSelectedEnd"><span>Like any digital platform, Emojino may face challenges in meeting diverse user expectations. Individual preferences vary widely, meaning that experiences can differ from person to person. What one user finds engaging, another may perceive differently.</span></p>
<p class="isSelectedEnd"><span>Technology itself also presents challenges. Maintaining smooth performance, ensuring compatibility across devices, and responding to user feedback require ongoing effort. Successful platforms recognize these challenges and continuously refine their services to enhance user satisfaction.</span></p>
<p class="isSelectedEnd"><span>Constructive feedback plays a valuable role in this process. User opinions provide insights that can guide future improvements and help platforms better understand audience expectations.</span></p>
<h2><span>Conclusion</span></h2>
<p class="isSelectedEnd"><span>Emojino Erfahrungen reflect the broader importance of user experience in today's digital entertainment landscape. Users seek platforms that combine accessibility, reliability, engaging features, and strong community interaction. The growing interest in Emojino highlights the increasing demand for innovative online experiences that prioritize both functionality and enjoyment.</span></p>
<p><span>As digital entertainment continues to evolve, user feedback will remain an essential measure of success. Platforms that listen to their audiences, embrace innovation, and maintain a focus on quality are more likely to create lasting positive impressions. Emojino serves as an example of how modern entertainment platforms can capture attention by delivering engaging and user-centered experiences in an increasingly competitive digital world.</span></p>]]> </content:encoded>
</item>

<item>
<title>How to Sell Custom Products Online Successfully</title>
<link>https://news.bangboxonline.com/how-to-sell-custom-products-online-successfully</link>
<guid>https://news.bangboxonline.com/how-to-sell-custom-products-online-successfully</guid>
<description><![CDATA[ Learn how to sell custom products online successfully with proven strategies for product personalization, store optimization, pricing, marketing, and customer engagement. ]]></description>
<enclosure url="" length="75079" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 12:01:44 +0500</pubDate>
<dc:creator>Ameena N</dc:creator>
<media:keywords>shopify, shopify products</media:keywords>
<content:encoded><![CDATA[<h2>Introduction</h2>
<p>The demand for personalized and custom products has exploded in recent years. Today's shoppers want more than just standard products they want items that reflect their personality, preferences, and unique needs. From custom t-shirts and engraved jewelry to personalized gifts and made-to-order furniture, product customization has become a major driver of eCommerce growth.</p>
<p>In fact, studies show that consumers are increasingly willing to pay more for personalized products and experiences. For online store owners, this presents a significant opportunity to stand out in a competitive market while increasing average order value and customer loyalty.</p>
<p>Whether you're launching a new online store or expanding an existing one, selling custom products can be a highly profitable business model. Shopify and WooCommerce both offer powerful tools that make customization easier than ever. With the Best <a href="https://apps.shopify.com/product-options-addons" title="Shopify Product Options" target="_blank" rel="noopener">Shopify Product Options</a> apps and advanced WooCommerce product add-on plugins, merchants can create personalized shopping experiences without complex development work.</p>
<p>In this guide, you'll learn how to successfully sell custom products online, attract the right customers, optimize your store for conversions, and build a scalable customization business.</p>
<hr>
<h2> Why Custom Products Are Growing in Popularity</h2>
<p>Consumers increasingly value products that feel unique and personal.</p>
<p>Unlike mass-produced items, customized products offer:</p>
<ul>
<li>
<p>Greater emotional value</p>
</li>
<li>
<p>Stronger customer engagement</p>
</li>
<li>
<p>Higher perceived quality</p>
</li>
<li>
<p>Better gifting opportunities</p>
</li>
<li>
<p>Increased brand differentiation</p>
</li>
</ul>
<p>Think about receiving a generic notebook versus one engraved with your name. Both serve the same purpose, but the personalized version feels far more special.</p>
<p>This emotional connection is what makes custom products so powerful.</p>
<p>Popular custom product categories include:</p>
<ul>
<li>
<p>Apparel and clothing</p>
</li>
<li>
<p>Jewelry</p>
</li>
<li>
<p>Gifts and souvenirs</p>
</li>
<li>
<p>Home décor</p>
</li>
<li>
<p>Phone accessories</p>
</li>
<li>
<p>Pet products</p>
</li>
<li>
<p>Wedding products</p>
</li>
<li>
<p>Business merchandise</p>
</li>
</ul>
<hr>
<h2> Choose the Right Custom Product Niche</h2>
<p>Success begins with selecting the right niche.</p>
<p>Instead of trying to sell every type of custom product, focus on a specific audience.</p>
<p>Examples include:</p>
<h3>Personalized Gifts</h3>
<p>Products for birthdays, anniversaries, weddings, and holidays.</p>
<h3>Custom Apparel</h3>
<p>T-shirts, hoodies, caps, and sportswear with custom designs.</p>
<h3>Pet Products</h3>
<p>Personalized pet tags, bowls, portraits, and accessories.</p>
<h3>Business Branding Products</h3>
<p>Custom mugs, notebooks, pens, and promotional merchandise.</p>
<h3>Home Decor</h3>
<p>Custom wall art, cushions, photo frames, and signs.</p>
<p>A focused niche makes marketing easier and helps establish your brand as an expert in a specific category.</p>
<hr>
<h2> Build a User-Friendly Online Store</h2>
<p>Your website plays a critical role in selling customized products.</p>
<p>Customers should be able to personalize products easily without confusion.</p>
<p>Essential store features include:</p>
<ul>
<li>
<p>Mobile-friendly design</p>
</li>
<li>
<p>Fast page loading speed</p>
</li>
<li>
<p>Secure checkout process</p>
</li>
<li>
<p>Clear product descriptions</p>
</li>
<li>
<p>High-quality product images</p>
</li>
<li>
<p>Easy navigation</p>
</li>
</ul>
<p>Whether you're using Shopify or WooCommerce, choose a theme that showcases customization options clearly.</p>
<p>Remember: complexity reduces conversions.</p>
<p>The customization process should feel simple and enjoyable.</p>
<hr>
<h2>Offer Flexible Customization Options</h2>
<p>The more relevant customization choices you provide, the more likely customers are to make a purchase.</p>
<p>Common customization options include:</p>
<h3>Text Personalization</h3>
<p>Allow customers to add:</p>
<ul>
<li>
<p>Names</p>
</li>
<li>
<p>Initials</p>
</li>
<li>
<p>Messages</p>
</li>
<li>
<p>Dates</p>
</li>
</ul>
<h3>Image Uploads</h3>
<p>Enable users to upload:</p>
<ul>
<li>
<p>Photos</p>
</li>
<li>
<p>Logos</p>
</li>
<li>
<p>Artwork</p>
</li>
</ul>
<h3>Product Variations</h3>
<p>Offer choices such as:</p>
<ul>
<li>
<p>Colors</p>
</li>
<li>
<p>Sizes</p>
</li>
<li>
<p>Materials</p>
</li>
<li>
<p>Styles</p>
</li>
</ul>
<h3>Premium Add-Ons</h3>
<p>Increase order value with:</p>
<ul>
<li>
<p>Gift wrapping</p>
</li>
<li>
<p>Premium packaging</p>
</li>
<li>
<p>Faster production</p>
</li>
<li>
<p>Special finishes</p>
</li>
</ul>
<p>The goal is to provide meaningful options without overwhelming customers.</p>
<hr>
<h2>Use Product Personalization Tools</h2>
<p>Managing custom orders manually can quickly become difficult as your business grows.</p>
<p>Fortunately, modern eCommerce platforms offer powerful customization tools.</p>
<p>For Shopify merchants, the Best Shopify Product Options apps can help you:</p>
<ul>
<li>
<p>Create custom fields</p>
</li>
<li>
<p>Add image upload options</p>
</li>
<li>
<p>Display color swatches</p>
</li>
<li>
<p>Apply conditional logic</p>
</li>
<li>
<p>Offer price add-ons</p>
</li>
<li>
<p>Generate personalized product forms</p>
</li>
</ul>
<p>WooCommerce users can achieve similar functionality through product add-on plugins and customization extensions.</p>
<p>These tools automate the ordering process and improve the customer experience.</p>
<hr>
<h2>Create High-Quality Product Visuals</h2>
<p>Custom products require strong visual presentation.</p>
<p>Customers need confidence that the final product will meet their expectations.</p>
<p>Best practices include:</p>
<ul>
<li>
<p>Use professional product photography</p>
</li>
<li>
<p>Show multiple product angles</p>
</li>
<li>
<p>Display customization examples</p>
</li>
<li>
<p>Include lifestyle images</p>
</li>
<li>
<p>Showcase customer-generated photos</p>
</li>
</ul>
<p>For example, if you sell engraved jewelry, show:</p>
<ul>
<li>
<p>The standard product</p>
</li>
<li>
<p>Sample engravings</p>
</li>
<li>
<p>Close-up detail shots</p>
</li>
<li>
<p>Real customer examples</p>
</li>
</ul>
<p>Visual proof helps eliminate purchase hesitation.</p>
<hr>
<h2> Clearly Communicate Production Times</h2>
<p>One common challenge with custom products is longer fulfillment times.</p>
<p>Unlike standard inventory, personalized items often require:</p>
<ul>
<li>
<p>Design work</p>
</li>
<li>
<p>Production</p>
</li>
<li>
<p>Quality checks</p>
</li>
</ul>
<p>Be transparent about:</p>
<ul>
<li>
<p>Processing times</p>
</li>
<li>
<p>Shipping estimates</p>
</li>
<li>
<p>Customization deadlines</p>
</li>
</ul>
<p>For example:</p>
<p>"Customized orders ship within 3–5 business days."</p>
<p>Clear communication reduces customer frustration and support requests.</p>
<hr>
<h2> Price Custom Products Strategically</h2>
<p>Many store owners undervalue customization.</p>
<p>Remember that personalized products offer added value.</p>
<p>Consider pricing factors such as:</p>
<ul>
<li>
<p>Production costs</p>
</li>
<li>
<p>Design time</p>
</li>
<li>
<p>Material costs</p>
</li>
<li>
<p>Packaging</p>
</li>
<li>
<p>Labor</p>
</li>
<li>
<p>Shipping</p>
</li>
</ul>
<p>You can also charge extra for premium options like:</p>
<ul>
<li>
<p>Additional text</p>
</li>
<li>
<p>Custom artwork</p>
</li>
<li>
<p>Luxury packaging</p>
</li>
<li>
<p>Priority production</p>
</li>
</ul>
<p>Customers often expect customized products to cost more than standard versions.</p>
<hr>
<h2>Optimize for Search Engines (SEO)</h2>
<p>Organic traffic can become one of your most profitable sales channels.</p>
<p>Start by targeting keywords related to your products.</p>
<p>Examples:</p>
<ul>
<li>
<p>Custom t-shirts online</p>
</li>
<li>
<p>Personalized gifts for couples</p>
</li>
<li>
<p>Custom engraved jewelry</p>
</li>
<li>
<p>Personalized pet accessories</p>
</li>
</ul>
<p>SEO best practices include:</p>
<ul>
<li>
<p>Writing unique product descriptions</p>
</li>
<li>
<p>Using keyword-rich titles</p>
</li>
<li>
<p>Optimizing images</p>
</li>
<li>
<p>Improving page speed</p>
</li>
<li>
<p>Creating blog content</p>
</li>
</ul>
<p>Helpful blog topics might include:</p>
<ul>
<li>
<p>Personalized gift ideas</p>
</li>
<li>
<p>Custom product trends</p>
</li>
<li>
<p>How custom products are made</p>
</li>
<li>
<p>Customer success stories</p>
</li>
</ul>
<p>These articles can attract qualified traffic and improve search visibility.</p>
<hr>
<h2>Leverage Social Media Marketing</h2>
<p>Custom products perform exceptionally well on visual platforms.</p>
<p>Focus on:</p>
<ul>
<li>
<p>Instagram</p>
</li>
<li>
<p>Facebook</p>
</li>
<li>
<p>Pinterest</p>
</li>
<li>
<p>TikTok</p>
</li>
</ul>
<p>Share content such as:</p>
<ul>
<li>
<p>Customer orders</p>
</li>
<li>
<p>Before-and-after transformations</p>
</li>
<li>
<p>Product creation videos</p>
</li>
<li>
<p>Customization tutorials</p>
</li>
<li>
<p>User-generated content</p>
</li>
</ul>
<p>Watching a personalized product being created often generates strong engagement and purchasing intent.</p>
<hr>
<h2>🟦 Encourage Customer Reviews and Social Proof</h2>
<p>Trust is essential when selling custom products.</p>
<p>Customers want reassurance that they'll receive exactly what they order.</p>
<p>Encourage reviews that include:</p>
<ul>
<li>
<p>Photos</p>
</li>
<li>
<p>Videos</p>
</li>
<li>
<p>Testimonials</p>
</li>
</ul>
<p>Highlight positive experiences on:</p>
<ul>
<li>
<p>Product pages</p>
</li>
<li>
<p>Homepage sections</p>
</li>
<li>
<p>Social media channels</p>
</li>
</ul>
<p>Authentic customer feedback can significantly increase conversion rates.</p>
<hr>
<h2>🟦 Deliver Exceptional Customer Service</h2>
<p>Custom products often involve questions and special requests.</p>
<p>Fast and helpful support can become a competitive advantage.</p>
<p>Focus on:</p>
<ul>
<li>
<p>Quick response times</p>
</li>
<li>
<p>Clear communication</p>
</li>
<li>
<p>Order updates</p>
</li>
<li>
<p>Easy issue resolution</p>
</li>
</ul>
<p>Satisfied customers are more likely to:</p>
<ul>
<li>
<p>Leave reviews</p>
</li>
<li>
<p>Recommend your brand</p>
</li>
<li>
<p>Place repeat orders</p>
</li>
</ul>
<p>Customer retention is often more profitable than constantly acquiring new buyers.</p>
<hr>
<h2>🟦 Track Performance and Improve</h2>
<p>Successful custom product businesses continuously optimize their stores.</p>
<p>Monitor key metrics such as:</p>
<ul>
<li>
<p>Conversion rate</p>
</li>
<li>
<p>Average order value</p>
</li>
<li>
<p>Cart abandonment rate</p>
</li>
<li>
<p>Customer lifetime value</p>
</li>
<li>
<p>Return rate</p>
</li>
</ul>
<p>Analyze customer behavior and identify opportunities to improve the buying experience.</p>
<p>Small improvements can lead to significant revenue growth over time.</p>
<hr>
<h2>🟦 Conclusion</h2>
<p>Selling custom products online is one of the most effective ways to differentiate your brand, increase customer engagement, and build a profitable eCommerce business. Today's consumers actively seek personalized experiences, making customization a powerful competitive advantage.</p>
<p>Success comes from combining the right niche, user-friendly customization tools, compelling product visuals, transparent communication, and strong marketing strategies. Whether you're using Shopify or WooCommerce, investing in product personalization capabilities can help you attract more customers and increase average order value.</p>
<p>Start by offering a few meaningful customization options, gather customer feedback, and continuously refine your process. With the right approach, custom products can become a sustainable and scalable source of online revenue.</p>
<hr>
<h2>🟦 Frequently Asked Questions</h2>
<h3>1. What are custom products in eCommerce?</h3>
<p>Custom products are items that customers can personalize through options such as names, images, colors, engravings, text, or unique design selections.</p>
<h3>2. Are custom products profitable to sell online?</h3>
<p>Yes. Custom products often command higher prices, increase average order value, and create stronger customer loyalty compared to standard products.</p>
<h3>3. Which platform is better for selling custom products: Shopify or WooCommerce?</h3>
<p>Both platforms work well. Shopify offers simplicity and ease of use, while WooCommerce provides greater customization flexibility and control.</p>
<h3>4. What customization options are most popular?</h3>
<p>Popular options include text personalization, image uploads, color selection, engraving, monograms, and premium packaging upgrades.</p>
<h3>5. How can I increase sales of custom products?</h3>
<p>Focus on high-quality product images, SEO, social media marketing, customer reviews, easy customization tools, and excellent customer service.</p>]]> </content:encoded>
</item>

<item>
<title>Gas Turbine Market Set to Grow with Clean Energy Transition</title>
<link>https://news.bangboxonline.com/gas-turbine-market-set-to-grow-with-clean-energy-transition</link>
<guid>https://news.bangboxonline.com/gas-turbine-market-set-to-grow-with-clean-energy-transition</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="75079" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 12:00:45 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Gas Turbine Market Overview</h1>
<p>The global Gas Turbine Market size was valued at USD 18.23 billion in 2023 and is projected to grow from USD 18.69 billion in 2024 to USD 22.69 billion by 2031, exhibiting a CAGR of 2.81% during the forecast period. The market is experiencing steady growth due to increasing electricity demand, rising industrialization, and the growing need for efficient and flexible power generation solutions. Gas turbines are becoming an important component of modern energy systems due to their ability to provide reliable power, support grid stability, and integrate with renewable energy sources.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/gas-turbine-market-350">https://www.kingsresearch.com/gas-turbine-market-350</a> </strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Gas Turbine Market size was valued at USD 18.23 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 18.69 billion in 2024 to USD 22.69 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 2.81% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing demand for reliable power generation and energy security is driving market expansion.</strong></p>
</li>
<li>
<p><strong>Growing adoption of combined-cycle gas turbines is improving efficiency and reducing emissions.</strong></p>
</li>
<li>
<p><strong>Rising investments in natural gas-based power plants are supporting market growth.</strong></p>
</li>
<li>
<p><strong>Technological advancements in turbine efficiency, hybrid systems, and hydrogen-ready turbines are creating new opportunities.</strong></p>
</li>
<li>
<p><strong>Power generation remains the leading application segment due to rising electricity demand worldwide.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to witness significant growth due to industrialization and expanding energy infrastructure.</strong></p>
</li>
</ul>
<p>Gas turbines are advanced energy conversion systems that transform natural gas or other fuels into mechanical energy, which is then converted into electricity. These systems are widely used across power generation, oil and gas, aviation, marine, and industrial sectors. Their ability to deliver high efficiency, quick startup capabilities, and lower emissions compared with conventional fossil fuel technologies has made them an important technology in the global energy landscape.</p>
<p>The increasing focus on energy transition and reducing carbon emissions is influencing the development of next-generation gas turbine technologies. Manufacturers are investing in advanced designs that improve fuel efficiency, reduce greenhouse gas emissions, and enable the use of alternative fuels such as hydrogen. As countries continue to balance energy security with sustainability goals, gas turbines are expected to remain a key part of the global energy mix.</p>
<hr>
<h1><strong>Market Growth Drivers</strong></h1>
<h2>Rising Demand for Electricity</h2>
<p>One of the primary factors driving the gas turbine market is the increasing global demand for electricity. Rapid population growth, urbanization, and industrial development have created a strong need for reliable power supply. Gas turbines provide flexible and efficient power generation capabilities, making them suitable for meeting rising energy requirements.</p>
<p>Developing economies are investing heavily in power infrastructure to support economic growth. New gas-fired power plants are being developed to improve energy availability and reduce dependence on less efficient generation methods. This expansion of electricity infrastructure is expected to contribute significantly to market growth.</p>
<h2>Growth of Natural Gas-Based Power Generation</h2>
<p>Natural gas has emerged as a preferred fuel source due to its lower carbon emissions compared with coal and other fossil fuels. Gas turbines play a crucial role in natural gas-based power generation by providing efficient electricity production with reduced environmental impact.</p>
<p>Many countries are transitioning toward cleaner energy systems by replacing older coal-based plants with natural gas-powered facilities. This shift is increasing demand for advanced gas turbine systems capable of delivering high performance while meeting environmental regulations.</p>
<h2>Increasing Adoption of Combined Cycle Technology</h2>
<p>Combined-cycle gas turbine (CCGT) technology is gaining popularity due to its superior efficiency and lower operating costs. Combined-cycle systems utilize waste heat from gas turbines to generate additional electricity through steam turbines, significantly improving overall efficiency.</p>
<p>The growing emphasis on energy conservation and emission reduction is encouraging utilities and industries to adopt combined-cycle solutions. These systems provide a balance between operational flexibility, efficiency, and environmental performance.</p>
<hr>
<h1><strong>Emerging Market Trends</strong></h1>
<h2>Development of Hydrogen-Ready Gas Turbines</h2>
<p>The transition toward cleaner energy sources has increased interest in hydrogen-compatible gas turbines. Hydrogen has the potential to reduce carbon emissions when used as an alternative fuel.</p>
<p>Manufacturers are focusing on developing turbines capable of operating with hydrogen blends and eventually pure hydrogen. This trend is expected to create new growth opportunities as industries move toward decarbonization.</p>
<h2>Integration with Renewable Energy Systems</h2>
<p>Gas turbines are increasingly being integrated with renewable energy sources such as solar and wind power. Since renewable energy generation can fluctuate, gas turbines provide flexible backup power to maintain grid stability.</p>
<p>This combination enables a more reliable energy system by balancing renewable energy variability with fast-response gas turbine generation.</p>
<h2>Technological Advancements</h2>
<p>Continuous innovation in turbine design, materials, and control systems is improving efficiency and reliability. Advanced cooling technologies, digital monitoring systems, and predictive maintenance solutions are enhancing turbine performance.</p>
<p>The adoption of digital technologies allows operators to monitor equipment conditions in real time, reduce downtime, and optimize maintenance schedules.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Type</h2>
<h3>Heavy-Duty Gas Turbines</h3>
<p>Heavy-duty gas turbines represent a significant segment of the market due to their extensive use in large-scale power generation facilities. These turbines are designed for continuous operation and provide high power output.</p>
<p>Utilities and industrial operators prefer heavy-duty turbines for their reliability, durability, and ability to support large electricity grids. Increasing investments in power infrastructure are driving demand for this segment.</p>
<h3>Industrial Gas Turbines</h3>
<p>Industrial gas turbines are widely used in manufacturing facilities, chemical plants, and industrial operations. These turbines provide efficient power generation and combined heat and power solutions.</p>
<p>The growing need for energy-efficient industrial operations is supporting the adoption of industrial gas turbines worldwide.</p>
<h3>Aeroderivative Gas Turbines</h3>
<p>Aeroderivative gas turbines are lightweight and highly efficient systems derived from aircraft engine technology. They are known for quick startup capabilities and operational flexibility.</p>
<p>These turbines are increasingly used for distributed power generation, emergency power supply, and applications requiring rapid response.</p>
<hr>
<h2>By Technology</h2>
<h3>Combined Cycle Technology</h3>
<p>Combined-cycle technology holds a major share of the gas turbine market due to its high efficiency and lower emissions. These systems maximize energy output by utilizing waste heat.</p>
<p>The growing focus on reducing fuel consumption and improving efficiency is expected to increase demand for combined-cycle solutions.</p>
<h3>Open Cycle Technology</h3>
<p>Open-cycle gas turbines are valued for their simplicity, quick installation, and fast startup capabilities. They are commonly used for peak-load power generation and emergency electricity supply.</p>
<p>Their ability to respond quickly to changing electricity demand makes them valuable for modern power systems.</p>
<hr>
<h2>By Application</h2>
<h3>Power Generation</h3>
<p>Power generation is the largest application segment in the gas turbine market. Increasing electricity demand and the need for reliable energy supply are driving adoption across utility-scale power plants.</p>
<p>Gas turbines provide flexible operation and support renewable energy integration, making them essential for future energy systems.</p>
<h3>Oil &amp; Gas Industry</h3>
<p>The oil and gas sector uses gas turbines for power generation, compression, and mechanical drive applications. These turbines support offshore platforms, refineries, and processing facilities.</p>
<p>Growing exploration activities and infrastructure development are contributing to demand in this segment.</p>
<h3>Aviation</h3>
<p>Gas turbine technology is the foundation of aircraft propulsion systems. Continuous innovation in aviation engines is improving fuel efficiency and reducing emissions.</p>
<p>The expansion of commercial aviation and increasing air travel demand support growth in this application.</p>
<h3>Marine Sector</h3>
<p>Marine gas turbines are used in naval vessels and specialized ships due to their high power density and efficiency. Growing maritime activities and defense modernization programs are supporting demand.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a significant market for gas turbines due to advanced energy infrastructure and increasing investments in cleaner power generation. The region is focusing on replacing aging power plants with efficient natural gas-based facilities.</p>
<p>The adoption of advanced turbine technologies and digital monitoring systems is supporting market growth.</p>
<h2>Europe</h2>
<p>Europe is witnessing increased demand for efficient energy technologies due to strict environmental regulations and sustainability targets. Gas turbines are being adopted as transitional technologies supporting the shift toward cleaner energy systems.</p>
<p>The development of hydrogen-based energy solutions is expected to influence future market trends.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience strong growth due to rapid industrialization, urbanization, and increasing electricity consumption. Countries including China, India, and Japan are investing heavily in power generation infrastructure.</p>
<p>Growing manufacturing activities and energy demand are creating significant opportunities for gas turbine manufacturers.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>Latin America is adopting gas turbine technologies to improve energy reliability and expand power generation capacity. Meanwhile, the Middle East &amp; Africa region continues to invest in energy infrastructure due to increasing electricity demand and industrial development.</p>
<p>The presence of oil and gas industries further supports regional growth.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The gas turbine market is characterized by technological innovation, strategic partnerships, and continuous product development. Leading companies are focusing on improving turbine efficiency, reducing emissions, and developing flexible energy solutions.</p>
<p>Manufacturers are investing in research and development to create advanced turbines capable of operating with alternative fuels. Digitalization and automation are also becoming important competitive factors.</p>
<p>Companies are strengthening their global presence through partnerships, service agreements, and expansion into emerging markets. The competitive environment is expected to remain dynamic as energy companies seek efficient and sustainable solutions.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the gas turbine market is expected to be influenced by the global transition toward cleaner energy systems and increasing demand for flexible power generation. Although renewable energy adoption continues to rise, gas turbines will remain important for grid stability and backup power.</p>
<p>The development of hydrogen-ready turbines, hybrid energy systems, and advanced digital solutions will create new growth opportunities. Increasing investments in energy infrastructure across developing economies will further support market expansion.</p>
<p>As industries focus on efficiency, sustainability, and energy security, gas turbine technology will continue to evolve and play a critical role in the global energy sector through 2031.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Fast Fashion Market Expected to Grow During Forecast Period</title>
<link>https://news.bangboxonline.com/fast-fashion-market-expected-to-grow-during-forecast-period</link>
<guid>https://news.bangboxonline.com/fast-fashion-market-expected-to-grow-during-forecast-period</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="75079" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:54:20 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The global fast fashion market is experiencing remarkable growth due to increasing consumer demand for affordable, trendy, and easily accessible clothing products. Fast fashion has transformed the apparel industry by enabling brands to quickly introduce new designs inspired by current fashion trends while maintaining competitive pricing. The increasing influence of social media, changing consumer preferences, rising disposable income, and the expansion of online shopping platforms are significantly contributing to market development. The global Fast Fashion Market size was valued at <strong>USD 93.66 billion in 2022</strong> and is projected to reach <strong>USD 167.50 billion by 2030</strong>, growing at a <strong>CAGR of 7.70% during the forecast period</strong>.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/fast-fashion-market-136">https://www.kingsresearch.com/fast-fashion-market-136</a> </strong></p>
<p>The fast fashion industry continues to evolve as consumers increasingly seek fashionable clothing options that align with current trends without high price commitments. Brands operating in this market focus on rapid production cycles, efficient supply chains, and digital marketing strategies to meet customer expectations. The integration of e-commerce platforms, influencer marketing, and personalized shopping experiences is further strengthening the global fast fashion ecosystem.</p>
<h2>Fast Fashion Market Overview</h2>
<p>Fast fashion refers to the business model where clothing designs move quickly from fashion trends to retail stores at affordable prices. Unlike traditional fashion cycles, fast fashion brands produce and distribute new collections frequently to respond rapidly to consumer preferences.</p>
<p>The market has gained significant popularity among younger consumers due to the availability of stylish clothing at accessible prices. Fast fashion companies utilize advanced manufacturing processes and supply chain optimization to reduce production timelines and deliver products faster.</p>
<p><strong>Key factors influencing fast fashion market growth include:</strong></p>
<ul>
<li>
<p><strong>Growing influence of social media trends:</strong> Platforms showcasing fashion content are encouraging consumers to purchase new styles frequently.</p>
</li>
<li>
<p><strong>Expansion of online retail channels:</strong> E-commerce platforms provide customers with easy access to global fashion brands.</p>
</li>
<li>
<p><strong>Increasing urbanization:</strong> Growing urban populations are driving demand for modern and affordable apparel.</p>
</li>
<li>
<p><strong>Rising fashion awareness:</strong> Consumers are becoming more interested in experimenting with different styles and seasonal trends.</p>
</li>
</ul>
<h1>Growth Drivers of Fast Fashion Market</h1>
<h2>Increasing Demand for Affordable Fashion Products</h2>
<p>One of the major factors driving the growth of the fast fashion market is the increasing demand for cost-effective clothing solutions. Consumers are looking for fashionable apparel that allows them to follow current trends without making significant investments.</p>
<p>Fast fashion brands address this demand by offering:</p>
<ul>
<li>
<p>Affordable pricing strategies</p>
</li>
<li>
<p>Frequent product launches</p>
</li>
<li>
<p>Wide variety of designs</p>
</li>
<li>
<p>Trend-focused collections</p>
</li>
</ul>
<p>The ability to provide fashionable products at lower prices has helped fast fashion brands attract a broad consumer base across different age groups.</p>
<h2>Rising Impact of Social Media and Digital Fashion Trends</h2>
<p>Social media platforms have become a powerful driver for the fashion industry. Consumers are constantly exposed to new fashion styles through influencers, celebrities, and digital content creators.</p>
<p>Fashion trends now spread rapidly through online platforms, encouraging consumers to purchase new clothing items more frequently. Fast fashion companies leverage these platforms to promote new collections, engage customers, and increase brand visibility.</p>
<p>Major benefits of digital fashion promotion include:</p>
<ul>
<li>
<p>Faster trend adoption</p>
</li>
<li>
<p>Increased customer engagement</p>
</li>
<li>
<p>Direct communication with consumers</p>
</li>
<li>
<p>Improved brand awareness</p>
</li>
</ul>
<p>The continuous growth of social media usage is expected to create further opportunities for fast fashion companies.</p>
<h2>Expansion of E-Commerce Platforms</h2>
<p>The rapid expansion of online shopping has significantly influenced the fast fashion industry. Consumers increasingly prefer online platforms due to convenience, wider product availability, and attractive discounts.</p>
<p>Online fashion retailers provide:</p>
<ul>
<li>
<p>Easy product comparison</p>
</li>
<li>
<p>Home delivery services</p>
</li>
<li>
<p>Personalized recommendations</p>
</li>
<li>
<p>Digital payment options</p>
</li>
</ul>
<p>The increasing adoption of smartphones and internet connectivity is expected to further accelerate online fast fashion sales.</p>
<h2>Growing Youth Population and Changing Lifestyle Trends</h2>
<p>The younger generation plays a crucial role in the growth of the fast fashion market. Millennials and Generation Z consumers are highly influenced by fashion trends and frequently seek new styles.</p>
<p>Changing lifestyles, increasing fashion consciousness, and demand for self-expression through clothing are encouraging consumers to explore different fashion choices.</p>
<h1>Fast Fashion Market Trends</h1>
<h2>Increasing Focus on Sustainable Fashion</h2>
<p>Although fast fashion has traditionally been associated with rapid production and consumption, sustainability has become an important trend in the industry.</p>
<p>Companies are increasingly focusing on:</p>
<ul>
<li>
<p>Environment-friendly materials</p>
</li>
<li>
<p>Sustainable production methods</p>
</li>
<li>
<p>Recycling initiatives</p>
</li>
<li>
<p>Ethical sourcing practices</p>
</li>
</ul>
<p>Consumers are becoming more aware of environmental concerns, encouraging brands to introduce sustainable collections.</p>
<h2>Growth of Online Fashion Communities</h2>
<p>Online fashion communities and digital platforms are shaping consumer purchasing decisions. Reviews, styling videos, and influencer recommendations are becoming important factors influencing buying behavior.</p>
<p>Brands are using digital engagement strategies to create stronger relationships with customers.</p>
<h2>Personalization and Technology Integration</h2>
<p>Technology is transforming the fast fashion industry by enabling personalized shopping experiences. Artificial intelligence and data analytics help brands understand consumer preferences and predict fashion trends.</p>
<p>Technology applications include:</p>
<ul>
<li>
<p>Personalized recommendations</p>
</li>
<li>
<p>Demand forecasting</p>
</li>
<li>
<p>Inventory management</p>
</li>
<li>
<p>Customer behavior analysis</p>
</li>
</ul>
<h1>Fast Fashion Market Segmentation Analysis</h1>
<p>The fast fashion market is segmented based on type, application, and distribution channel.</p>
<h1>By Type</h1>
<h2>Women Fast Fashion</h2>
<p>The women’s segment represents a significant share of the fast fashion market due to high demand for trendy apparel, accessories, and seasonal collections.</p>
<p>Women consumers frequently purchase fashion products influenced by changing trends, social media, and lifestyle preferences.</p>
<p>Popular product categories include:</p>
<ul>
<li>
<p>Dresses</p>
</li>
<li>
<p>Tops</p>
</li>
<li>
<p>Jeans</p>
</li>
<li>
<p>Jackets</p>
</li>
<li>
<p>Accessories</p>
</li>
</ul>
<p>The continuous introduction of new styles is expected to support segment growth.</p>
<h2>Men Fast Fashion</h2>
<p>The men’s segment is witnessing steady growth due to increasing interest in fashion, grooming, and modern clothing styles.</p>
<p>Men are increasingly adopting trend-based apparel, including casual wear, streetwear, and formal fashion products.</p>
<p>Growth factors include:</p>
<ul>
<li>
<p>Rising fashion awareness</p>
</li>
<li>
<p>Expansion of men’s fashion brands</p>
</li>
<li>
<p>Increasing online shopping adoption</p>
</li>
</ul>
<h2>Children Fast Fashion</h2>
<p>The children’s segment is expanding due to increasing parental spending on stylish and comfortable clothing.</p>
<p>Parents are increasingly purchasing fashionable clothing for children, influenced by changing lifestyle trends and social media exposure.</p>
<p>The segment benefits from:</p>
<ul>
<li>
<p>Frequent collection updates</p>
</li>
<li>
<p>Affordable pricing</p>
</li>
<li>
<p>Growing demand for children’s fashion</p>
</li>
</ul>
<h1>By Application</h1>
<h2>Adult Wear</h2>
<p>Adult wear holds a major share of the market due to strong demand from working professionals and fashion-conscious consumers.</p>
<p>Fast fashion brands offer a wide range of adult clothing options suitable for:</p>
<ul>
<li>
<p>Daily wear</p>
</li>
<li>
<p>Office wear</p>
</li>
<li>
<p>Casual occasions</p>
</li>
<li>
<p>Seasonal fashion</p>
</li>
</ul>
<p>The demand for affordable and stylish adult apparel continues to drive market growth.</p>
<h2>Teens Wear</h2>
<p>Teen wear is one of the fastest-growing segments due to strong influence from social media and changing fashion preferences.</p>
<p>Teenagers actively follow fashion trends and prefer brands offering modern designs at affordable prices.</p>
<p>Growth drivers include:</p>
<ul>
<li>
<p>Influencer culture</p>
</li>
<li>
<p>Online fashion trends</p>
</li>
<li>
<p>Brand awareness among younger consumers</p>
</li>
</ul>
<h2>Kids Wear</h2>
<p>Kids wear continues to expand due to increasing demand for comfortable and attractive clothing options.</p>
<p>Parents seek clothing that combines:</p>
<ul>
<li>
<p>Style</p>
</li>
<li>
<p>Comfort</p>
</li>
<li>
<p>Durability</p>
</li>
<li>
<p>Affordable pricing</p>
</li>
</ul>
<h1>By Distribution Channel</h1>
<h2>Offline Channel</h2>
<p>Offline stores remain an important distribution channel for fast fashion brands. Physical retail outlets allow customers to experience products directly before purchase.</p>
<p>Advantages of offline stores include:</p>
<ul>
<li>
<p>Product trials</p>
</li>
<li>
<p>Immediate purchases</p>
</li>
<li>
<p>Brand experience</p>
</li>
<li>
<p>Customer interaction</p>
</li>
</ul>
<p>Retail stores continue to play a major role, especially in regions with strong shopping culture.</p>
<h2>Online Channel</h2>
<p>The online distribution channel is expected to witness significant growth due to increasing digital adoption.</p>
<p>Online platforms offer:</p>
<ul>
<li>
<p>Wide product selections</p>
</li>
<li>
<p>Convenient shopping experiences</p>
</li>
<li>
<p>Competitive prices</p>
</li>
<li>
<p>Faster product launches</p>
</li>
</ul>
<p>The growth of e-commerce is expected to reshape the future of fast fashion retail.</p>
<h1>Regional Analysis of Fast Fashion Market</h1>
<h2>North America</h2>
<p>North America holds a significant position in the fast fashion market due to high consumer spending and strong retail infrastructure.</p>
<p>The region benefits from:</p>
<ul>
<li>
<p>High fashion awareness</p>
</li>
<li>
<p>Strong e-commerce adoption</p>
</li>
<li>
<p>Presence of major fashion brands</p>
</li>
</ul>
<p>The growing demand for affordable fashion and online shopping is supporting market growth.</p>
<h2>Europe</h2>
<p>Europe is a major market for fast fashion due to its strong fashion culture and established apparel industry.</p>
<p>Consumers in the region are highly engaged with fashion trends and new collections.</p>
<p>Key factors supporting growth include:</p>
<ul>
<li>
<p>Advanced retail networks</p>
</li>
<li>
<p>Increasing sustainable fashion adoption</p>
</li>
<li>
<p>Strong brand presence</p>
</li>
</ul>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness significant growth during the forecast period due to rising disposable income, urbanization, and expanding online retail platforms.</p>
<p>The region offers strong opportunities because of:</p>
<ul>
<li>
<p>Large consumer population</p>
</li>
<li>
<p>Increasing youth demographics</p>
</li>
<li>
<p>Growing digital connectivity</p>
</li>
<li>
<p>Expansion of fashion brands</p>
</li>
</ul>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are expected to experience steady growth due to improving retail infrastructure and increasing consumer interest in fashion products.</p>
<p>The expansion of online shopping and rising lifestyle spending are expected to create new opportunities.</p>
<h1>Competitive Landscape</h1>
<p>The fast fashion market is highly competitive, with companies focusing on innovation, brand expansion, digital transformation, and sustainability initiatives.</p>
<p>Major companies operating in the market include:</p>
<ul>
<li>
<p>Authentic Brands Group LLC</p>
</li>
<li>
<p>Cotton On</p>
</li>
<li>
<p>Esprit Holdings</p>
</li>
<li>
<p>Future Group</p>
</li>
<li>
<p>H&amp;M Group</p>
</li>
<li>
<p>Inditex</p>
</li>
<li>
<p>New Look Retailers Limited</p>
</li>
<li>
<p>River Island</p>
</li>
<li>
<p>Victoria's Secret</p>
</li>
<li>
<p>COFRA Holding AG</p>
</li>
<li>
<p>FAST RETAILING CO., LTD.</p>
</li>
<li>
<p>THE GAP, INC.</p>
</li>
</ul>
<p>Market players are adopting strategies such as:</p>
<ul>
<li>
<p>Expansion of online platforms</p>
</li>
<li>
<p>Sustainable product development</p>
</li>
<li>
<p>Strategic partnerships</p>
</li>
<li>
<p>New collection launches</p>
</li>
</ul>
<h1>Future Outlook of Fast Fashion Market</h1>
<p>The future of the fast fashion market is expected to remain positive due to increasing fashion consciousness, digital transformation, and changing consumer lifestyles.</p>
<p>Future opportunities include:</p>
<ul>
<li>
<p>Growth of online fashion retail</p>
</li>
<li>
<p>Sustainable fast fashion solutions</p>
</li>
<li>
<p>Technology-driven shopping experiences</p>
</li>
<li>
<p>Expansion into emerging markets</p>
</li>
</ul>
<p>As consumers continue seeking affordable and trendy apparel, fast fashion brands are expected to focus on innovation and responsible business practices.</p>
<h1>Conclusion</h1>
<p>The global fast fashion market is projected to experience strong growth between 2023 and 2030, supported by increasing consumer demand for affordable clothing, rapid trend cycles, and expanding digital retail platforms.</p>
<p>With the market expected to reach <strong>USD 167.50 billion by 2030</strong>, companies are focusing on sustainability, technology integration, and customer-centric strategies to maintain competitiveness. The continuous evolution of consumer preferences and fashion trends will continue to shape the future of the fast fashion industry.</p>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Digital Finance Market Insights on Digital Transformation Trends</title>
<link>https://news.bangboxonline.com/digital-finance-market-insights-on-digital-transformation-trends</link>
<guid>https://news.bangboxonline.com/digital-finance-market-insights-on-digital-transformation-trends</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="75079" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:48:22 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The global digital finance market is witnessing remarkable expansion due to the increasing adoption of digital payment solutions, online banking platforms, financial technologies, and technology-driven financial services across the world. The rapid growth of smartphones, internet penetration, cloud computing, artificial intelligence, and blockchain-based solutions has transformed the way consumers and businesses manage financial transactions. Digital finance has become a key component of the modern financial ecosystem by providing faster, secure, and convenient financial services. The global Digital Finance Market size was valued at <strong>USD 3,835.2 million in 2023</strong> and is projected to reach <strong>USD 10,095.7 million by 2031</strong>, growing at a <strong>CAGR of 13.05% from 2024 to 2031</strong>.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/digital-finance-market-553">https://www.kingsresearch.com/digital-finance-market-553</a> </strong></p>
<p>The increasing shift from traditional banking systems toward digital platforms is one of the major factors driving market growth. Financial institutions, fintech companies, and businesses are investing heavily in digital transformation strategies to enhance customer experiences and improve operational efficiency. Digital finance solutions enable users to access banking, payment, investment, and insurance services anytime and anywhere, creating significant opportunities for market expansion.</p>
<h2>Digital Finance Market Overview</h2>
<p>Digital finance refers to the use of digital technologies to provide financial products and services through online platforms. It includes digital payments, mobile banking, online lending, investment management, insurance technology, and other technology-enabled financial solutions.</p>
<p>The growing demand for secure and seamless financial transactions has encouraged individuals and organizations to adopt digital finance solutions. Consumers are increasingly preferring cashless payment methods and online financial management tools due to their convenience and accessibility.</p>
<p><strong>Major factors contributing to digital finance market growth include:</strong></p>
<ul>
<li>
<p><strong>Increasing smartphone adoption:</strong> The widespread use of smartphones has accelerated access to mobile financial services.</p>
</li>
<li>
<p><strong>Growth of fintech platforms:</strong> Financial technology companies are introducing innovative solutions that improve financial accessibility.</p>
</li>
<li>
<p><strong>Rising demand for cashless transactions:</strong> Consumers and businesses are moving toward digital payment methods.</p>
</li>
<li>
<p><strong>Government initiatives for digital economies:</strong> Many countries are promoting digital financial inclusion through supportive policies.</p>
</li>
</ul>
<h1>Key Growth Drivers of Digital Finance Market</h1>
<h2>Rapid Expansion of Digital Payment Systems</h2>
<p>The increasing popularity of digital payment solutions is one of the strongest growth drivers for the digital finance market. Consumers are shifting from traditional cash-based transactions toward online payments due to speed, convenience, and improved security.</p>
<p>Digital payment platforms allow users to perform transactions through mobile applications, websites, and digital wallets. The increasing adoption of contactless payment technologies has further accelerated market growth.</p>
<p><strong>Key benefits of digital payment solutions include:</strong></p>
<ul>
<li>
<p>Faster transaction processing</p>
</li>
<li>
<p>Reduced dependency on cash</p>
</li>
<li>
<p>Enhanced transaction transparency</p>
</li>
<li>
<p>Improved accessibility for users</p>
</li>
<li>
<p>Better financial management capabilities</p>
</li>
</ul>
<p>The expansion of e-commerce and online services has created strong demand for digital payment infrastructure, supporting the growth of the market.</p>
<h2>Increasing Adoption of Mobile Banking Services</h2>
<p>Mobile banking has become one of the most widely adopted digital finance applications worldwide. Financial institutions are developing advanced mobile applications that allow customers to perform banking activities without visiting physical branches.</p>
<p>Mobile banking services include:</p>
<ul>
<li>
<p>Fund transfers</p>
</li>
<li>
<p>Account management</p>
</li>
<li>
<p>Bill payments</p>
</li>
<li>
<p>Digital deposits</p>
</li>
<li>
<p>Loan applications</p>
</li>
<li>
<p>Financial planning tools</p>
</li>
</ul>
<p>The convenience offered by mobile banking platforms is encouraging more users to adopt digital financial services, especially in emerging economies.</p>
<h2>Growth of Fintech Innovation</h2>
<p>The fintech sector plays a major role in transforming the digital finance landscape. Fintech companies are introducing advanced solutions that combine finance with technologies such as artificial intelligence, machine learning, blockchain, and data analytics.</p>
<p>These innovations help improve:</p>
<ul>
<li>
<p>Fraud detection</p>
</li>
<li>
<p>Risk assessment</p>
</li>
<li>
<p>Customer personalization</p>
</li>
<li>
<p>Transaction security</p>
</li>
<li>
<p>Financial decision-making</p>
</li>
</ul>
<p>The continuous development of fintech solutions is expected to create new opportunities for market participants.</p>
<h2>Rising Demand for Financial Inclusion</h2>
<p>Digital finance is helping improve financial accessibility by providing services to populations that previously had limited access to traditional banking systems.</p>
<p>Digital platforms enable individuals and small businesses to access:</p>
<ul>
<li>
<p>Digital wallets</p>
</li>
<li>
<p>Online payments</p>
</li>
<li>
<p>Microfinance services</p>
</li>
<li>
<p>Investment solutions</p>
</li>
<li>
<p>Insurance products</p>
</li>
</ul>
<p>The increasing focus on financial inclusion initiatives across developing regions is expected to support market expansion.</p>
<h1>Digital Finance Market Trends</h1>
<h2>Integration of Artificial Intelligence and Automation</h2>
<p>Artificial intelligence is becoming an important technology in the digital finance sector. Financial service providers are using AI-powered solutions to improve customer support, detect fraud, and provide personalized financial recommendations.</p>
<p>AI applications include:</p>
<ul>
<li>
<p>Chatbots and virtual assistants</p>
</li>
<li>
<p>Automated customer service</p>
</li>
<li>
<p>Fraud monitoring systems</p>
</li>
<li>
<p>Predictive financial analysis</p>
</li>
</ul>
<p>The integration of AI is expected to improve efficiency and create more customized financial experiences.</p>
<h2>Increasing Use of Blockchain Technology</h2>
<p>Blockchain technology is gaining attention in digital finance due to its ability to provide secure and transparent transactions.</p>
<p>Blockchain-based financial solutions help improve:</p>
<ul>
<li>
<p>Transaction security</p>
</li>
<li>
<p>Data protection</p>
</li>
<li>
<p>Payment efficiency</p>
</li>
<li>
<p>Record management</p>
</li>
</ul>
<p>The adoption of blockchain is expected to influence future developments in digital finance.</p>
<h2>Growth of Embedded Finance</h2>
<p>Embedded finance is emerging as a major trend where financial services are integrated into non-financial platforms.</p>
<p>Businesses are increasingly offering financial solutions directly through their platforms, including:</p>
<ul>
<li>
<p>Digital payments</p>
</li>
<li>
<p>Lending services</p>
</li>
<li>
<p>Insurance options</p>
</li>
<li>
<p>Investment tools</p>
</li>
</ul>
<p>This trend is creating new opportunities for companies operating in the digital finance ecosystem.</p>
<h1>Digital Finance Market Segmentation Analysis</h1>
<p>The digital finance market is segmented based on application and type.</p>
<h1>By Application</h1>
<h2>Internet Payment</h2>
<p>Internet payment represents a significant segment of the digital finance market due to the rapid growth of online shopping and digital transactions.</p>
<p>Online payment solutions allow consumers to complete purchases securely through websites and applications. The expansion of e-commerce platforms has significantly increased demand for internet payment services.</p>
<p>Growth factors include:</p>
<ul>
<li>
<p>Rising online shopping activities</p>
</li>
<li>
<p>Increasing digital wallet adoption</p>
</li>
<li>
<p>Growing preference for cashless transactions</p>
</li>
</ul>
<h2>Mobile Payment</h2>
<p>Mobile payment is expected to experience strong growth due to increasing smartphone usage and the popularity of mobile applications.</p>
<p>Mobile payment services enable users to make transactions through smartphones using digital wallets, banking applications, and payment platforms.</p>
<p>The segment is driven by:</p>
<ul>
<li>
<p>Convenience of mobile transactions</p>
</li>
<li>
<p>Contactless payment adoption</p>
</li>
<li>
<p>Improved payment security</p>
</li>
</ul>
<h2>Online Banking Service</h2>
<p>Online banking services are transforming traditional banking by enabling customers to access financial services digitally.</p>
<p>These services provide customers with:</p>
<ul>
<li>
<p>Account access</p>
</li>
<li>
<p>Money transfers</p>
</li>
<li>
<p>Online bill payments</p>
</li>
<li>
<p>Financial management tools</p>
</li>
</ul>
<p>The increasing demand for convenient banking solutions is supporting segment growth.</p>
<h2>Outsourcing of Financial Services</h2>
<p>Financial service outsourcing involves the use of third-party technology providers for financial operations and solutions.</p>
<p>Companies are adopting outsourced digital finance services to:</p>
<ul>
<li>
<p>Reduce operational costs</p>
</li>
<li>
<p>Improve efficiency</p>
</li>
<li>
<p>Access advanced technologies</p>
</li>
<li>
<p>Enhance customer experience</p>
</li>
</ul>
<h2>Others</h2>
<p>Other applications include digital lending, investment platforms, insurance technology, and financial management solutions.</p>
<p>The growing adoption of digital financial ecosystems is contributing to the expansion of these applications.</p>
<h1>By Type</h1>
<h2>Infrastructure</h2>
<p>Infrastructure forms the foundation of digital finance systems by supporting secure and efficient financial operations.</p>
<p>This includes:</p>
<ul>
<li>
<p>Payment networks</p>
</li>
<li>
<p>Digital platforms</p>
</li>
<li>
<p>Cloud-based solutions</p>
</li>
<li>
<p>Security systems</p>
</li>
</ul>
<p>The increasing need for reliable financial infrastructure is driving growth in this segment.</p>
<h2>Payment &amp; Settlement</h2>
<p>Payment and settlement solutions are among the largest segments due to the increasing volume of digital transactions.</p>
<p>These solutions enable:</p>
<ul>
<li>
<p>Secure payments</p>
</li>
<li>
<p>Faster settlements</p>
</li>
<li>
<p>Cross-border transactions</p>
</li>
</ul>
<p>The rise of global digital commerce continues to support demand.</p>
<h2>Financing</h2>
<p>Digital financing platforms are changing the lending industry by providing faster and more accessible financial solutions.</p>
<p>Digital lending services offer:</p>
<ul>
<li>
<p>Online loan applications</p>
</li>
<li>
<p>Faster approval processes</p>
</li>
<li>
<p>Data-driven credit assessment</p>
</li>
</ul>
<p>The increasing demand for flexible financing options is boosting this segment.</p>
<h2>Investment Management</h2>
<p>Digital investment management solutions are gaining popularity among consumers seeking easy access to investment opportunities.</p>
<p>These platforms provide:</p>
<ul>
<li>
<p>Online investment services</p>
</li>
<li>
<p>Portfolio management</p>
</li>
<li>
<p>Automated investment advice</p>
</li>
</ul>
<p>Growing interest in digital wealth management is supporting market growth.</p>
<h2>Insurance</h2>
<p>Digital insurance solutions are improving accessibility and efficiency within the insurance sector.</p>
<p>Technology-enabled insurance platforms help users:</p>
<ul>
<li>
<p>Compare policies</p>
</li>
<li>
<p>Purchase coverage online</p>
</li>
<li>
<p>Manage claims digitally</p>
</li>
</ul>
<p>The growth of insurance technology is contributing to market development.</p>
<h1>Regional Analysis of Digital Finance Market</h1>
<h2>North America</h2>
<p>North America holds a significant position in the digital finance market due to strong fintech development, advanced digital infrastructure, and high adoption of online financial services.</p>
<p>The region is experiencing increased demand for:</p>
<ul>
<li>
<p>Digital banking</p>
</li>
<li>
<p>Online payments</p>
</li>
<li>
<p>Investment platforms</p>
</li>
<li>
<p>Financial technology solutions</p>
</li>
</ul>
<h2>Europe</h2>
<p>Europe is witnessing steady growth due to increasing digital transformation in the financial sector.</p>
<p>The region’s focus on secure digital transactions and financial innovation is encouraging businesses and consumers to adopt digital finance solutions.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to register substantial growth during the forecast period due to rapid digitalization and increasing smartphone penetration.</p>
<p>Key growth factors include:</p>
<ul>
<li>
<p>Expanding fintech ecosystem</p>
</li>
<li>
<p>Rising e-commerce activities</p>
</li>
<li>
<p>Growing digital payment adoption</p>
</li>
<li>
<p>Government support for digital economies</p>
</li>
</ul>
<p>Emerging economies are experiencing strong demand for mobile-based financial services.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are witnessing increasing adoption of digital financial services due to improving internet connectivity and growing demand for financial inclusion.</p>
<p>Digital finance solutions are helping expand access to banking and payment services.</p>
<h1>Competitive Landscape</h1>
<p>The digital finance market includes several global and regional players focusing on innovation, partnerships, and technological development.</p>
<p>Key companies covered in the market include <strong>PayPal Holdings, Inc., Square, Inc., Ant Group Co., Ltd., Stripe, Inc., Adyen N.V., Robinhood Markets, Inc., Revolut Ltd, TransferWise Ltd, Klarna Bank AB, SoFi Technologies, Inc., and Others.</strong></p>
<p>Companies are focusing on:</p>
<ul>
<li>
<p>Product innovation</p>
</li>
<li>
<p>Strategic partnerships</p>
</li>
<li>
<p>Technology integration</p>
</li>
<li>
<p>Market expansion</p>
</li>
</ul>
<p>The competitive environment is driven by the growing demand for secure, convenient, and customer-focused financial solutions.</p>
<h1>Future Outlook of Digital Finance Market</h1>
<p>The future of the digital finance market appears highly promising due to continuous technological advancements and changing consumer preferences.</p>
<p>Future growth opportunities include:</p>
<ul>
<li>
<p>Expansion of digital payment ecosystems</p>
</li>
<li>
<p>Growth of fintech platforms</p>
</li>
<li>
<p>Increased adoption of AI-powered financial services</p>
</li>
<li>
<p>Development of secure digital infrastructure</p>
</li>
</ul>
<p>The increasing demand for fast and accessible financial solutions will continue shaping the future of the industry.</p>
<h1>Conclusion</h1>
<p>The global digital finance market is expected to witness significant growth between 2024 and 2031, driven by digital transformation, fintech innovation, and increasing consumer preference for online financial services.</p>
<p>With the market projected to reach <strong>USD 10,095.7 million by 2031</strong>, digital finance is becoming an essential part of the global financial ecosystem. Continuous innovation, improved security, and expanding digital accessibility will create strong opportunities for market players worldwide.</p>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Patent Illustration Services: The Secret Weapon Behind Stronger Patent Applications</title>
<link>https://news.bangboxonline.com/patent-illustration-services-the-secret-weapon-behind-stronger-patent-applications</link>
<guid>https://news.bangboxonline.com/patent-illustration-services-the-secret-weapon-behind-stronger-patent-applications</guid>
<description><![CDATA[ Transform technical concepts into precise patent illustrations. Our services help simplify inventions visually, ensuring compliance while making innovations easier to interpret. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30ef571c8b0.jpg" length="58619" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:47:43 +0500</pubDate>
<dc:creator>Patentmaniac-2</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s fiercely competitive innovation landscape, a brilliant invention alone is no longer enough. The difference between a successful patent application and a costly setback often comes down to one critical factor: clarity. That’s where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.patentmaniac.com/design-patent-drawings.html"><b>patent illustration services</b></a></span></strong> become an absolute game-changer. High-quality patent drawings transform complex concepts into clear, professional visuals that help examiners understand inventions faster and more accurately. When every detail matters, investing in exceptional illustrations can be the strategic advantage inventors simply cannot afford to ignore.<o:p></o:p></p>
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<p class="MsoNormal"><b>The Growing Importance of Chemical Patent Research<o:p></o:p></b></p>
<p class="MsoNormal">Innovation within the pharmaceutical, biotechnology, and chemical industries demands exceptional attention to detail. One of the most valuable tools available in this space is a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.patentmaniac.com/chemical-structure-drawings.html"><b>chemical structure search patent</b></a></span></strong> process. By identifying similar molecular structures and previously filed inventions, innovators gain critical insight before investing significant resources into development and filing efforts. Thorough research helps reduce risk, uncover opportunities, and strengthen strategic decision-making throughout the patent journey.<o:p></o:p></p>
<p class="MsoNormal"><b>Save Time, Reduce Risk, and Increase Confidence<o:p></o:p></b></p>
<p class="MsoNormal">Inventors often face enormous pressure to file quickly while maintaining accuracy. This balancing act can be challenging without specialized support. Professional patent experts streamline the process by ensuring illustrations comply with patent office standards from the beginning. Combined with detailed research methods such as a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">chemical structure search patent</span></strong>, innovators can identify potential obstacles early and avoid expensive surprises later. This proactive approach saves valuable time while improving the likelihood of long-term success.<o:p></o:p></p>
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<p class="MsoNormal">The global innovation landscape continues to evolve at an astonishing pace. Inventors who take shortcuts today may face costly consequences tomorrow. Investing in professional support ensures inventions are documented accurately and positioned for long-term protection. Whether developing groundbreaking technologies, advanced engineering systems, or novel chemical compounds, combining superior illustrations with effective research techniques creates a powerful foundation for success. Strategic tools like a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">chemical structure search patent</span></strong> can reveal critical insights that support smarter patent decisions and stronger competitive positioning.<o:p></o:p></p>
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<p class="MsoNormal">Every day, innovators risk losing valuable opportunities because their patent applications fail to communicate the full potential of their inventions. Exceptional visuals can make the difference between uncertainty and clarity, between delays and progress, and between missed opportunities and successful protection. High-quality <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">patent illustration services</span></strong> provide the professional presentation needed to showcase innovations at their very best, helping inventors capture attention and strengthen their patent applications from the start.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-family: 'Arial',sans-serif;"><a href="https://www.patentmaniac.com/patentability-search.html">patentability searches</a></span><br></b><b><span style="font-family: 'Arial',sans-serif;"><a href="https://www.patentmaniac.com/design-patent-drawings.html">patent drawing services</a></span><br></b><b><span style="font-family: 'Arial',sans-serif;"><a href="https://www.patentmaniac.com/design-patent-drawings.html">patent drawings services</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<item>
<title>Airline Ancillary Services Market Insights on Passenger Experience Innovation</title>
<link>https://news.bangboxonline.com/airline-ancillary-services-market-insights-on-passenger-experience-innovation</link>
<guid>https://news.bangboxonline.com/airline-ancillary-services-market-insights-on-passenger-experience-innovation</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="58619" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:44:05 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Airline Ancillary Services Market Overview</h1>
<p>The global airline ancillary services market size was valued at USD 188.81 billion in 2024 and is projected to grow from USD 225.06 billion in 2025 to USD 800.76 billion by 2032, exhibiting a CAGR of 19.69% during the forecast period. The market is experiencing significant growth due to increasing passenger expectations, rising competition among airlines, and the growing focus on additional revenue streams beyond traditional ticket sales. Airlines worldwide are adopting innovative ancillary service strategies to enhance customer experience, improve profitability, and maximize revenue generation.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/airline-ancillary-services-market-2121">https://www.kingsresearch.com/airline-ancillary-services-market-2121</a> </strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global airline ancillary services market size was valued at USD 188.81 billion in 2024.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 225.06 billion in 2025 to USD 800.76 billion by 2032.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 19.69% during the forecast period (2025-2032).</strong></p>
</li>
<li>
<p><strong>Growing passenger demand for personalized travel experiences is driving ancillary revenue growth.</strong></p>
</li>
<li>
<p><strong>Airlines are increasingly adopting digital platforms, AI-based personalization, and dynamic pricing strategies.</strong></p>
</li>
<li>
<p><strong>Low-cost carriers are significantly contributing to market expansion through unbundled pricing models.</strong></p>
</li>
<li>
<p><strong>Baggage fees, onboard retail, premium services, and loyalty programs remain key revenue-generating segments.</strong></p>
</li>
<li>
<p><strong>Increasing air passenger traffic and expanding global tourism are creating strong market opportunities.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to witness substantial growth due to rising air travel demand and airline expansion.</strong></p>
</li>
<li>
<p><strong>Technology-driven customer engagement is transforming the future of airline ancillary services.</strong></p>
</li>
</ul>
<p>Airline ancillary services refer to additional products and services offered by airlines beyond the basic airfare. These services include baggage fees, seat selection, onboard food and beverages, entertainment options, lounge access, travel upgrades, loyalty program benefits, and various retail offerings. As airline operating costs continue to increase, carriers are increasingly relying on ancillary revenue to strengthen financial performance and maintain competitive pricing strategies.</p>
<p>The aviation industry has witnessed a major transformation in recent years, with airlines shifting from traditional ticket-based revenue models toward diversified income streams. Ancillary services have become an essential part of airline business strategies as they allow carriers to provide customized travel experiences while generating additional revenue. Passengers are increasingly willing to pay for convenience, comfort, and personalized services, creating strong demand for ancillary offerings.</p>
<p>The rapid recovery of global air travel, expansion of tourism, and increasing passenger volumes are major factors supporting market growth. Airlines are investing heavily in digital technologies and customer-focused solutions to improve service delivery and enhance passenger engagement. Mobile applications, online booking platforms, and data-driven personalization tools are enabling airlines to offer targeted ancillary services based on passenger preferences.</p>
<hr>
<h1><strong>Market Growth Drivers</strong></h1>
<h2>Increasing Demand for Personalized Travel Experiences</h2>
<p>One of the major factors driving the airline ancillary services market is the rising demand for customized travel experiences. Modern passengers are looking for flexibility and convenience during their journeys. Airlines are responding by offering optional services that allow travelers to personalize their trips according to their preferences.</p>
<p>Services such as preferred seating, extra baggage allowance, priority boarding, premium meals, and lounge access provide passengers with greater control over their travel experience. This shift toward personalized services is encouraging airlines to expand their ancillary offerings.</p>
<h2>Rising Importance of Additional Revenue Streams</h2>
<p>Airlines operate in a highly competitive environment with fluctuating fuel prices, operational costs, and pricing pressures. As a result, carriers are increasingly focusing on non-ticket revenue sources to improve profitability.</p>
<p>Ancillary services provide airlines with an opportunity to generate additional income without significantly increasing base fares. This approach benefits both airlines and passengers by offering flexible pricing options based on individual requirements.</p>
<h2>Growth of Low-Cost Carrier Business Models</h2>
<p>Low-cost carriers have played a significant role in the growth of the ancillary services market. These airlines typically operate using an unbundled pricing model, where passengers pay separately for additional services.</p>
<p>The success of low-cost airlines has encouraged full-service carriers to adopt similar strategies by introducing optional paid services. This trend is expanding the overall market for ancillary products.</p>
<h2>Digital Transformation in Aviation</h2>
<p>The adoption of advanced digital technologies is reshaping the airline ancillary services industry. Airlines are using artificial intelligence, machine learning, and customer analytics to identify passenger preferences and deliver personalized offers.</p>
<p>Digital platforms enable airlines to promote ancillary services during booking, check-in, and post-purchase stages. This improves customer engagement and increases conversion rates.</p>
<hr>
<h1><strong>Market Trends</strong></h1>
<h2>Artificial Intelligence and Data-Based Personalization</h2>
<p>Artificial intelligence is becoming an important trend in airline ancillary services. Airlines are using AI-powered systems to analyze customer behavior, travel history, and preferences.</p>
<p>These insights help carriers recommend relevant services such as upgrades, additional baggage, premium seating, and personalized travel packages. AI-driven personalization improves customer satisfaction and increases ancillary revenue opportunities.</p>
<h2>Growth of Mobile-Based Ancillary Services</h2>
<p>Mobile applications are becoming a major channel for selling airline ancillary services. Passengers increasingly use smartphones for booking, check-in, payment, and travel management.</p>
<p>Airlines are integrating ancillary options into mobile platforms, allowing customers to purchase services quickly and conveniently. The growth of mobile technology is expected to further strengthen market expansion.</p>
<h2>Expansion of Airline Retail Services</h2>
<p>Airlines are increasingly expanding beyond traditional travel services by introducing airline retail offerings. These include duty-free shopping, travel accessories, exclusive products, and digital entertainment services.</p>
<p>The integration of retail solutions creates additional revenue opportunities while improving passenger experience.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Carrier</h2>
<h3>Full Cost Carrier</h3>
<p>Full cost carriers represent a significant share of the airline ancillary services market. These airlines traditionally provide bundled services as part of ticket pricing but are increasingly adopting ancillary strategies to enhance revenue.</p>
<p>Full-service airlines are introducing optional services such as premium seating, extra baggage, priority services, and enhanced travel experiences. This approach allows them to serve different passenger segments while maintaining competitive pricing.</p>
<p>The adoption of digital platforms and customer analytics is helping full-cost carriers improve their ancillary revenue strategies.</p>
<h3>Low Cost Carrier</h3>
<p>The low-cost carrier segment is expected to witness strong growth during the forecast period. These airlines have historically relied on ancillary services as a major revenue source.</p>
<p>Low-cost carriers offer affordable base fares while charging separately for additional services such as baggage, meals, seat selection, and priority boarding. This business model continues to gain popularity among price-sensitive travelers.</p>
<hr>
<h1>By Type</h1>
<h2>Baggage Fees</h2>
<p>Baggage fees represent one of the largest revenue-generating ancillary services. Airlines charge passengers for additional luggage, oversized baggage, and premium baggage options.</p>
<p>The increasing number of travelers carrying additional items and the growing preference for flexible baggage options are driving segment growth.</p>
<h2>On-Board Retail &amp; A-La-Carte Services</h2>
<p>Onboard retail and a-la-carte services are gaining popularity as airlines seek new ways to enhance passenger experience. These services include food and beverages, entertainment, Wi-Fi access, and premium onboard products.</p>
<p>The expansion of inflight digital connectivity is creating new opportunities for onboard service providers.</p>
<h2>Airline Retail</h2>
<p>Airline retail services include products sold through airline platforms, airports, and onboard channels. Airlines are exploring retail partnerships to increase revenue opportunities.</p>
<p>The growing demand for convenience-based shopping experiences is supporting this segment.</p>
<h2>Lounge Access</h2>
<p>Lounge access services are witnessing increased demand among business travelers and premium passengers. Airlines are expanding lounge facilities and offering paid access options to improve customer experience.</p>
<p>Premium travel trends and increased focus on comfort are supporting segment growth.</p>
<h2>FFP Mile Sales</h2>
<p>Frequent Flyer Program (FFP) mile sales are becoming an important component of airline ancillary revenue. Loyalty programs encourage repeat travel and provide airlines with additional income through partnerships and rewards programs.</p>
<p>The expansion of airline loyalty ecosystems continues to strengthen this segment.</p>
<hr>
<h1>By Travel Type</h1>
<h2>International Travel</h2>
<p>The international travel segment contributes significantly to the airline ancillary services market. Increasing global tourism, business travel, and cross-border connectivity are driving demand for additional airline services.</p>
<p>Passengers traveling internationally often require extra baggage, premium seating, lounge access, and personalized travel options, creating revenue opportunities for airlines.</p>
<h2>Domestic Travel</h2>
<p>Domestic travel is also experiencing strong growth due to increasing regional connectivity and affordable air travel options.</p>
<p>The expansion of domestic airline networks and rising passenger numbers are supporting demand for ancillary services such as baggage upgrades, meals, and priority services.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a mature market for airline ancillary services due to high air travel volumes and strong adoption of digital airline platforms.</p>
<p>Airlines in the region have developed advanced ancillary strategies, including personalized offers, loyalty programs, and premium services. The presence of major carriers and technology-driven aviation systems supports continued market growth.</p>
<h2>Europe</h2>
<p>Europe is another important region with significant adoption of ancillary services. The growth of low-cost carriers and increasing competition among airlines have encouraged carriers to expand additional service offerings.</p>
<p>The region’s focus on customer experience and digital innovation is expected to support future market development.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is projected to witness rapid growth during the forecast period. Rising disposable incomes, expanding middle-class populations, increasing tourism, and airline fleet expansion are driving air travel demand.</p>
<p>Countries across the region are investing in aviation infrastructure, creating strong opportunities for ancillary service providers.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>Latin America is experiencing growing demand due to expanding tourism and improving aviation connectivity. Airlines are increasingly adopting ancillary strategies to improve profitability.</p>
<p>The Middle East &amp; Africa region is also witnessing growth due to increasing international travel, airport development projects, and expansion of airline networks.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The airline ancillary services market is highly competitive, with airlines focusing on innovation, technology adoption, and customer-centric strategies. Market participants are investing in digital solutions to improve service delivery and increase revenue.</p>
<p>Leading airlines are developing advanced mobile applications, personalized recommendation systems, and integrated booking platforms. Partnerships with retail companies, technology providers, and hospitality businesses are also becoming common strategies.</p>
<p>The competitive environment is driven by the need to improve passenger experience while maximizing additional revenue opportunities.</p>
<hr>
<h1>Future Outlook</h1>
<p>The airline ancillary services market is expected to experience substantial growth through 2032 as airlines continue to diversify revenue sources and enhance passenger experiences. The increasing use of artificial intelligence, automation, and digital platforms will reshape how ancillary services are delivered.</p>
<p>Future growth will be driven by personalized travel solutions, dynamic pricing models, and the expansion of premium and convenience-based services. Airlines will continue exploring innovative ways to generate revenue while meeting evolving passenger expectations.</p>
<p>As global aviation continues to expand, ancillary services will become a critical component of airline business strategies. The combination of technology, customer insights, and changing travel preferences will create significant opportunities for market growth.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Patent Drawings Services: The Secret Weapon Behind Stronger Patent Applications</title>
<link>https://news.bangboxonline.com/patent-drawings-services-the-secret-weapon-behind-stronger-patent-applications</link>
<guid>https://news.bangboxonline.com/patent-drawings-services-the-secret-weapon-behind-stronger-patent-applications</guid>
<description><![CDATA[ We deliver detailed patent drawings services tailored for utility and design patents. Precision-focused illustrations that improve examiner understanding and strengthen your submission. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30ec2165cd3.jpg" length="58619" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:38:22 +0500</pubDate>
<dc:creator>Patentmaniac-2</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s fiercely competitive market, every groundbreaking idea is a potential goldmine. Yet countless inventors and businesses lose valuable opportunities because their patent applications fail to make a powerful first impression. This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.patentmaniac.com/design-patent-drawings.html"><b>patent drawings services</b></a></span></strong> become an absolute game-changer. High-quality patent illustrations do far more than support an application—they transform complex concepts into clear, professional visuals that instantly strengthen credibility and improve understanding.<o:p></o:p></p>
<p class="MsoNormal">When innovation moves at lightning speed, delays can be costly. Every day without proper documentation creates risks that competitors could move faster, gain market advantages, or capture attention first. The right visual strategy can help position an invention for success from the very beginning.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Professional Patent Illustrations Matter More Than Ever<o:p></o:p></b></p>
<p class="MsoNormal">Patent offices demand precision, accuracy, and compliance. A poorly prepared drawing can create confusion, trigger objections, and slow down the review process. Professional illustrations eliminate ambiguity and help communicate technical details with remarkable clarity.<o:p></o:p></p>
<p class="MsoNormal">Detailed diagrams showcase every critical feature of an invention while maintaining the standards required for patent submissions. Instead of relying on rough sketches or inconsistent visuals, inventors gain polished representations that enhance the overall quality of their application.<o:p></o:p></p>
<p class="MsoNormal">This level of professionalism can make a significant difference when presenting innovations to patent examiners, investors, and potential business partners.<o:p></o:p></p>
<p class="MsoNormal"><b>Turn Complex Ideas Into Crystal-Clear Visual Assets<o:p></o:p></b></p>
<p class="MsoNormal">Many inventions involve intricate mechanisms, advanced technologies, or unique structural designs that are difficult to explain using words alone. This challenge is exactly why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">patent drawings services</span></strong> have become indispensable for modern innovators.<o:p></o:p></p>
<p class="MsoNormal">Professional draftsmen convert complicated concepts into precise visual assets that instantly communicate functionality and design. The result is a stronger, more persuasive application that leaves little room for misinterpretation.<o:p></o:p></p>
<p class="MsoNormal">Clear illustrations can also improve collaboration among legal teams, engineers, and stakeholders by ensuring everyone understands the invention from the same perspective. That clarity often saves valuable time and resources throughout the patent journey.<o:p></o:p></p>
<p class="MsoNormal"><b>Gain a Competitive Edge Through Strategic Research<o:p></o:p></b></p>
<p class="MsoNormal">Successful innovation is not only about protecting ideas—it is also about understanding the competitive landscape. Businesses that combine visual excellence with strategic intelligence often outperform those that rely solely on documentation.<o:p></o:p></p>
<p class="MsoNormal">A comprehensive <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.patentmaniac.com/patent-landscape-analysis.html"><b>landscape analysis patent</b></a></span></strong> approach helps organizations identify existing technologies, discover market gaps, and evaluate competitive activity. By understanding what has already been patented, innovators can refine their strategies and focus on opportunities with the greatest potential.<o:p></o:p></p>
<p class="MsoNormal">This proactive insight empowers companies to make smarter decisions while reducing the risk of costly surprises later in the development process.<o:p></o:p></p>
<p class="MsoNormal"><b>Accelerate Approval Potential and Reduce Costly Delays<o:p></o:p></b></p>
<p class="MsoNormal">Patent applications often face setbacks because of incomplete or unclear supporting materials. Every correction request can extend timelines and increase expenses. High-quality illustrations help minimize these risks by presenting inventions in a structured and compliant format from the start.<o:p></o:p></p>
<p class="MsoNormal">The benefits extend beyond faster processing. Strong visual documentation creates confidence, supports legal clarity, and contributes to a more organized application package overall.<o:p></o:p></p>
<p class="MsoNormal">For inventors seeking maximum efficiency, professional preparation can mean the difference between frustrating delays and a smoother path toward patent protection.<o:p></o:p></p>
<p class="MsoNormal"><b>Unlock Hidden Opportunities With Deeper Market Visibility<o:p></o:p></b></p>
<p class="MsoNormal">Innovation leaders understand that information is power. Conducting a detailed <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">landscape analysis patent</span></strong> review provides valuable insights into technological trends, emerging competitors, and untapped opportunities.<o:p></o:p></p>
<p class="MsoNormal">This intelligence allows organizations to allocate resources more effectively, identify strategic directions, and strengthen long-term innovation planning. Instead of operating with uncertainty, businesses gain a clearer view of where the market is heading and how they can position themselves for growth.<o:p></o:p></p>
<p class="MsoNormal">When combined with exceptional patent documentation, this knowledge creates a powerful foundation for future success.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Inventors Trust PatentManiac<o:p></o:p></b></p>
<p class="MsoNormal">Inventors need more than technical support—they need a partner dedicated to helping their ideas stand out. <b><a href="https://www.patentmaniac.com/">PatentManiac</a></b> delivers professional solutions designed to enhance application quality while simplifying the entire process.<o:p></o:p></p>
<p class="MsoNormal">From detailed illustrations to strategic research support, every service is focused on helping clients present their innovations with confidence. Accuracy, consistency, and attention to detail remain at the core of every project, ensuring that inventors receive documentation they can trust.<o:p></o:p></p>
<p class="MsoNormal">Whether protecting a single invention or managing a growing portfolio, the right expertise can dramatically improve outcomes.<o:p></o:p></p>
<p class="MsoNormal"><b>The Opportunity Window Is Narrowing<o:p></o:p></b></p>
<p class="MsoNormal">Markets evolve rapidly, and technological advancements emerge every day. Waiting too long to protect intellectual property can create unnecessary risks. Competitors are constantly developing new solutions, filing applications, and expanding their positions.<o:p></o:p></p>
<p class="MsoNormal">Investors, partners, and industry leaders often pay close attention to how well innovations are documented and protected. Strong visuals and strategic planning can create a more compelling presentation that attracts attention and builds confidence.<o:p></o:p></p>
<p class="MsoNormal">That is why combining professional illustration services with a thorough <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">landscape analysis patent</span></strong> strategy can provide a substantial advantage in today’s innovation-driven environment.<o:p></o:p></p>
<p class="MsoNormal"><b>Take the Next Step Toward Stronger Patent Protection<o:p></o:p></b></p>
<p class="MsoNormal">Every great invention deserves the strongest possible foundation. Professional <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">patent drawings services</span></strong> help transform ideas into compelling visual documentation that supports clarity, compliance, and credibility.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.patentmaniac.com/patent-watch-and-mining.html">patent watch</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.patentmaniac.com/accelerated-examination-search.html">accelerated examination search</a><br><a href="https://www.patentmaniac.com/patentability-search.html">patentability search services</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Recruiting Software Market Demand Rises Due to Workforce Optimization</title>
<link>https://news.bangboxonline.com/recruiting-software-market-demand-rises-due-to-workforce-optimization</link>
<guid>https://news.bangboxonline.com/recruiting-software-market-demand-rises-due-to-workforce-optimization</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="58619" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:38:12 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The global recruiting software market is witnessing strong growth as organizations across industries increasingly adopt digital hiring solutions to streamline recruitment processes, improve candidate experience, and enhance workforce management strategies. Recruiting software enables businesses to automate hiring workflows, manage job postings, track applicants, analyze recruitment performance, and improve decision-making through data-driven insights. The rising demand for efficient talent acquisition solutions, increasing adoption of cloud-based HR technologies, and growing focus on workforce optimization are driving the expansion of the market. The global Recruiting Software Market size was valued at <strong>USD 2.50 billion in 2022</strong> and is projected to reach <strong>USD 3.90 billion by 2030</strong>, growing at a <strong>CAGR of 5.85% from 2023 to 2030</strong>.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/recruiting-software-market-46">https://www.kingsresearch.com/recruiting-software-market-46</a> </strong></p>
<p>Recruiting software has become an essential technology solution for companies looking to overcome challenges associated with traditional recruitment methods. With increasing competition for skilled professionals, businesses are investing in advanced recruitment platforms that help reduce hiring time, improve applicant engagement, and identify the right candidates. The integration of artificial intelligence, automation, and analytics capabilities is further transforming the recruitment landscape and creating new opportunities for market growth.</p>
<h2>Recruiting Software Market Overview</h2>
<p>Recruiting software refers to digital platforms designed to simplify and automate the hiring process for organizations. These solutions support various recruitment activities, including candidate sourcing, resume management, interview scheduling, employee onboarding, and recruitment analytics.</p>
<p>Modern recruiting platforms help businesses create a more organized and efficient hiring ecosystem by connecting recruiters, hiring managers, and candidates through a centralized system.</p>
<p><strong>Key benefits driving the adoption of recruiting software include:</strong></p>
<ul>
<li>
<p><strong>Improved hiring efficiency:</strong> Automation reduces manual tasks and allows recruiters to focus on strategic workforce planning.</p>
</li>
<li>
<p><strong>Enhanced candidate experience:</strong> Digital platforms provide faster communication and smoother recruitment journeys.</p>
</li>
<li>
<p><strong>Better talent management:</strong> Advanced analytics help organizations identify the most suitable candidates.</p>
</li>
<li>
<p><strong>Cost optimization:</strong> Automated workflows reduce recruitment expenses and improve resource utilization.</p>
</li>
</ul>
<p>The increasing digital transformation of HR departments is expected to remain a major factor supporting market expansion throughout the forecast period.</p>
<h1>Key Growth Drivers of Recruiting Software Market</h1>
<h2>Increasing Demand for Automated Recruitment Solutions</h2>
<p>The growing need for automation in recruitment processes is one of the primary factors contributing to market growth. Traditional hiring processes often involve time-consuming manual activities such as resume screening, interview coordination, and candidate communication.</p>
<p>Recruiting software helps organizations automate these tasks, enabling faster and more accurate hiring decisions. Automated applicant tracking systems (ATS), AI-powered screening tools, and digital interview platforms are becoming increasingly popular among businesses of all sizes.</p>
<p>Automation provides several advantages, including:</p>
<ul>
<li>
<p>Reduced recruitment cycle time</p>
</li>
<li>
<p>Improved candidate matching</p>
</li>
<li>
<p>Minimized administrative workload</p>
</li>
<li>
<p>Enhanced recruiter productivity</p>
</li>
</ul>
<p>As companies continue adopting digital HR solutions, the demand for recruiting software is expected to increase significantly.</p>
<h2>Growing Adoption of Artificial Intelligence in Recruitment</h2>
<p>Artificial intelligence is transforming the recruitment industry by enabling smarter and more efficient hiring processes. AI-powered recruiting software can analyze candidate profiles, identify suitable applicants, and provide valuable insights to recruiters.</p>
<p>AI-driven features include:</p>
<ul>
<li>
<p>Automated resume screening</p>
</li>
<li>
<p>Candidate ranking and recommendations</p>
</li>
<li>
<p>Chatbots for candidate communication</p>
</li>
<li>
<p>Predictive hiring analytics</p>
</li>
</ul>
<p>Organizations are increasingly using AI-based recruitment solutions to improve hiring accuracy and reduce bias in candidate selection.</p>
<h2>Rising Importance of Workforce Management</h2>
<p>The changing business environment has increased the importance of effective workforce management strategies. Companies are focusing on building skilled teams that support long-term business objectives.</p>
<p>Recruiting software helps organizations manage talent acquisition by providing:</p>
<ul>
<li>
<p>Real-time recruitment data</p>
</li>
<li>
<p>Workforce planning insights</p>
</li>
<li>
<p>Performance tracking capabilities</p>
</li>
<li>
<p>Hiring trend analysis</p>
</li>
</ul>
<p>The growing emphasis on strategic human resource management is expected to drive continued adoption of recruitment technologies.</p>
<h2>Expansion of Cloud-Based HR Solutions</h2>
<p>Cloud-based recruiting software is gaining popularity due to its flexibility, scalability, and cost-effectiveness. Unlike traditional systems, cloud-based platforms allow organizations to access recruitment tools from anywhere.</p>
<p>Benefits of cloud-based solutions include:</p>
<ul>
<li>
<p>Lower infrastructure costs</p>
</li>
<li>
<p>Easy implementation</p>
</li>
<li>
<p>Remote accessibility</p>
</li>
<li>
<p>Automatic software updates</p>
</li>
</ul>
<p>The increasing adoption of remote work and distributed teams is further accelerating demand for cloud-based recruitment platforms.</p>
<h1>Recruiting Software Market Trends</h1>
<h2>Integration of Advanced Analytics</h2>
<p>Recruitment analytics has become an important trend as organizations seek deeper insights into hiring performance. Modern recruiting platforms provide data-driven reports that help businesses measure recruitment effectiveness.</p>
<p>Analytics capabilities help companies understand:</p>
<ul>
<li>
<p>Hiring timelines</p>
</li>
<li>
<p>Candidate engagement</p>
</li>
<li>
<p>Recruitment costs</p>
</li>
<li>
<p>Workforce trends</p>
</li>
</ul>
<p>These insights enable businesses to make informed decisions and improve recruitment strategies.</p>
<h2>Focus on Candidate Experience</h2>
<p>Companies are increasingly prioritizing candidate experience as competition for skilled employees continues to rise. Recruiting software enables organizations to provide a smoother and more engaging hiring process.</p>
<p>Features improving candidate experience include:</p>
<ul>
<li>
<p>Mobile-friendly applications</p>
</li>
<li>
<p>Automated updates</p>
</li>
<li>
<p>Personalized communication</p>
</li>
<li>
<p>Faster interview scheduling</p>
</li>
</ul>
<p>A positive candidate experience helps companies attract and retain high-quality talent.</p>
<h1>Recruiting Software Market Segmentation Analysis</h1>
<p>The recruiting software market is segmented based on offering, organization size, end-user, and region.</p>
<h1>By Offering</h1>
<h2>Software</h2>
<p>The software segment represents a major share of the recruiting software market due to increasing adoption of digital recruitment platforms.</p>
<p>Recruiting software solutions provide organizations with tools for:</p>
<ul>
<li>
<p>Applicant tracking</p>
</li>
<li>
<p>Candidate relationship management</p>
</li>
<li>
<p>Job posting management</p>
</li>
<li>
<p>Recruitment analytics</p>
</li>
</ul>
<p>Businesses are increasingly investing in software solutions to improve hiring efficiency and streamline HR operations.</p>
<h2>Services</h2>
<p>The services segment includes consulting, implementation, training, and support services associated with recruiting platforms.</p>
<p>Organizations often require professional services to customize solutions according to their recruitment needs.</p>
<p>Growing demand for personalized HR technology solutions is supporting the expansion of this segment.</p>
<h1>By Organization</h1>
<h2>Large Enterprises</h2>
<p>Large enterprises are significant users of recruiting software due to their complex hiring requirements and large workforce needs.</p>
<p>These organizations require advanced recruitment platforms to manage:</p>
<ul>
<li>
<p>Multiple job openings</p>
</li>
<li>
<p>Global hiring operations</p>
</li>
<li>
<p>Large candidate databases</p>
</li>
<li>
<p>Workforce analytics</p>
</li>
</ul>
<p>The need for efficient talent acquisition strategies is driving adoption among large businesses.</p>
<h2>SMEs</h2>
<p>Small and medium-sized enterprises are increasingly adopting recruiting software to compete with larger organizations in attracting skilled professionals.</p>
<p>Recruiting platforms help SMEs by providing affordable and scalable solutions that simplify hiring processes.</p>
<p>Key benefits for SMEs include:</p>
<ul>
<li>
<p>Reduced recruitment costs</p>
</li>
<li>
<p>Faster hiring</p>
</li>
<li>
<p>Improved candidate management</p>
</li>
</ul>
<p>The increasing availability of cloud-based solutions is making recruiting software more accessible for smaller businesses.</p>
<h1>By End-User</h1>
<h2>IT &amp; Telecommunications</h2>
<p>The IT and telecommunications sector is a major contributor to recruiting software adoption due to continuous demand for skilled professionals.</p>
<p>Companies use recruitment platforms to hire employees with expertise in:</p>
<ul>
<li>
<p>Software development</p>
</li>
<li>
<p>Cybersecurity</p>
</li>
<li>
<p>Cloud technologies</p>
</li>
<li>
<p>Data analytics</p>
</li>
</ul>
<p>The rapid growth of digital technologies continues to increase demand for efficient hiring solutions.</p>
<h2>Banking, Financial Services and Insurance (BFSI)</h2>
<p>The BFSI sector is adopting recruiting software to improve talent acquisition and manage workforce requirements effectively.</p>
<p>These platforms support hiring for roles related to:</p>
<ul>
<li>
<p>Finance</p>
</li>
<li>
<p>Risk management</p>
</li>
<li>
<p>Technology</p>
</li>
<li>
<p>Customer services</p>
</li>
</ul>
<p>The increasing digitalization of financial services is expected to create additional demand.</p>
<h2>Manufacturing</h2>
<p>Manufacturing companies are using recruiting software to improve workforce planning and manage skilled labor requirements.</p>
<p>The adoption of automation and advanced manufacturing technologies is increasing demand for employees with specialized skills.</p>
<h2>Retail</h2>
<p>Retail organizations benefit from recruiting software by managing high-volume hiring processes efficiently.</p>
<p>These solutions help retailers handle:</p>
<ul>
<li>
<p>Seasonal hiring</p>
</li>
<li>
<p>Employee onboarding</p>
</li>
<li>
<p>Candidate communication</p>
</li>
</ul>
<p>The growth of e-commerce and retail expansion is supporting market growth.</p>
<h2>Media &amp; Entertainment</h2>
<p>The media and entertainment industry uses recruitment platforms to identify creative professionals and technical talent.</p>
<p>Recruiting software helps organizations manage specialized hiring requirements and improve candidate engagement.</p>
<h2>Healthcare</h2>
<p>Healthcare organizations are increasingly adopting recruiting software due to rising demand for medical professionals and support staff.</p>
<p>These solutions help manage recruitment for:</p>
<ul>
<li>
<p>Doctors</p>
</li>
<li>
<p>Nurses</p>
</li>
<li>
<p>Healthcare administrators</p>
</li>
<li>
<p>Technical specialists</p>
</li>
</ul>
<p>The growing healthcare sector is expected to contribute to market expansion.</p>
<h2>Government and Others</h2>
<p>Government organizations are adopting recruitment platforms to improve transparency and efficiency in hiring processes.</p>
<p>Other industries are also implementing recruiting software to enhance workforce management capabilities.</p>
<h1>Regional Analysis of Recruiting Software Market</h1>
<h2>North America</h2>
<p>North America holds a significant position in the recruiting software market due to high adoption of advanced HR technologies and digital transformation initiatives.</p>
<p>The presence of major technology providers and strong demand for workforce optimization solutions are supporting regional growth.</p>
<h2>Europe</h2>
<p>Europe is experiencing steady growth due to increasing investment in digital HR solutions and workplace automation.</p>
<p>Organizations across the region are adopting recruiting software to improve hiring efficiency and employee management.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness strong growth due to rapid business expansion, increasing workforce demand, and growing adoption of cloud technologies.</p>
<p>Key growth factors include:</p>
<ul>
<li>
<p>Expansion of technology companies</p>
</li>
<li>
<p>Rising startup ecosystem</p>
</li>
<li>
<p>Increasing digital transformation</p>
</li>
<li>
<p>Growing employment opportunities</p>
</li>
</ul>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are gradually adopting recruiting software due to increasing awareness of HR automation and improving digital infrastructure.</p>
<p>The growing need for efficient workforce management solutions is expected to support future market growth.</p>
<h1>Competitive Landscape</h1>
<p>The recruiting software market is highly competitive, with leading companies focusing on innovation, partnerships, and advanced technology development.</p>
<p>Major companies operating in the market include:</p>
<ul>
<li>
<p>ADP, Inc.</p>
</li>
<li>
<p>BambooHR</p>
</li>
<li>
<p>Bullhorn, Inc.</p>
</li>
<li>
<p>Cegid</p>
</li>
<li>
<p>Cornerstone</p>
</li>
<li>
<p>Freshworks Inc.</p>
</li>
<li>
<p>HROne</p>
</li>
<li>
<p>Oracle</p>
</li>
<li>
<p>Recruitee B.V.</p>
</li>
<li>
<p>Sage Group plc</p>
</li>
<li>
<p>UKG Inc.</p>
</li>
<li>
<p>Workday, Inc.</p>
</li>
<li>
<p>Zoho Corporation Pvt. Ltd.</p>
</li>
<li>
<p>SAP SE</p>
</li>
</ul>
<p>These companies are focusing on expanding product capabilities through artificial intelligence, automation, analytics, and cloud-based solutions.</p>
<h1>Future Outlook</h1>
<p>The recruiting software market is expected to continue expanding as organizations prioritize digital hiring strategies and workforce optimization.</p>
<p>Future opportunities include:</p>
<ul>
<li>
<p>Growth of AI-based recruitment tools</p>
</li>
<li>
<p>Increasing demand for remote hiring solutions</p>
</li>
<li>
<p>Expansion of cloud HR platforms</p>
</li>
<li>
<p>Rising focus on employee experience</p>
</li>
</ul>
<p>The continuous evolution of workplace technologies will create new growth opportunities for recruiting software providers.</p>
<h1>Conclusion</h1>
<p>The global recruiting software market is experiencing significant transformation as businesses increasingly rely on digital solutions to improve hiring processes and workforce management. The growing adoption of automation, artificial intelligence, and cloud technologies is reshaping the recruitment industry.</p>
<p>With the market projected to reach <strong>USD 3.90 billion by 2030</strong>, recruiting software will continue to play an important role in helping organizations attract talent, reduce hiring challenges, and build efficient workforces.</p>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Why Brands Choose the Best Agencies For Product Launch Campaigns With Influencers</title>
<link>https://news.bangboxonline.com/why-brands-choose-the-best-agencies-for-product-launch-campaigns-with-influencers</link>
<guid>https://news.bangboxonline.com/why-brands-choose-the-best-agencies-for-product-launch-campaigns-with-influencers</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30ef445ddc1.jpg" length="61208" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:38:08 +0500</pubDate>
<dc:creator>talentresources</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Launching a new product successfully requires more than a great idea. In today's competitive marketplace, brands need strategic marketing efforts that generate awareness, spark conversations, and encourage consumers to take action. One of the most effective ways to achieve these goals is through influencer marketing. By partnering with trusted creators, businesses can introduce products to highly engaged audiences and build credibility from the start.</span></p>
<p dir="ltr"><span>As influencer marketing continues to evolve, many companies seek the </span><a href="https://www.talentresources.com/"><span>Best Agencies For Product Launch Campaigns With Influencers</span></a><span> to help plan, execute, and optimize their launch strategies. These agencies combine creator partnerships, content development, audience targeting, and performance analysis to maximize product visibility and market impact.</span></p>
<p dir="ltr"><span>Why Influencer Marketing Is Effective for Product Launches</span></p>
<p dir="ltr"><span>Consumers are exposed to countless advertisements every day, making it difficult for new products to stand out. Influencers help bridge this gap by introducing products through authentic content that feels more personal and trustworthy than traditional advertising.</span></p>
<p dir="ltr"><span>A well-executed influencer launch campaign can help brands:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Generate pre-launch excitement</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Increase product awareness</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reach targeted consumer groups</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Drive website traffic</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Encourage product trials</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Support sales growth</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Create social proof</span></p>
</li>
</ul>
<p dir="ltr"><span>When creators genuinely connect with a product, their recommendations often carry significant influence among followers.</span></p>
<p dir="ltr"><span>The Role of Influencer Marketing Agencies in Product Launches</span></p>
<p dir="ltr"><span>Managing a product launch campaign involves multiple moving parts. Agencies help coordinate these efforts while ensuring campaigns stay aligned with business objectives.</span></p>
<p dir="ltr"><span>Creator Identification and Selection</span></p>
<p dir="ltr"><span>Choosing the right influencers is one of the most important aspects of a successful launch. Agencies evaluate audience demographics, engagement levels, content quality, and brand compatibility before recommending creators.</span></p>
<p dir="ltr"><span>This process helps ensure products are introduced to audiences most likely to be interested in them.</span></p>
<p dir="ltr"><span>Campaign Strategy Development</span></p>
<p dir="ltr"><span>Before a campaign begins, agencies develop a comprehensive launch strategy that outlines goals, messaging, content requirements, timelines, and performance benchmarks.</span></p>
<p dir="ltr"><span>A clear strategy helps maintain consistency throughout the launch process and supports stronger campaign results.</span></p>
<p dir="ltr"><span>Content Planning and Coordination</span></p>
<p dir="ltr"><span>Product launch campaigns often involve multiple content formats, including videos, product reviews, tutorials, unboxings, live streams, and social media posts. Agencies coordinate content production while ensuring messaging remains aligned with brand objectives.</span></p>
<p dir="ltr"><span>Campaign Management</span></p>
<p dir="ltr"><span>From creator communications and approvals to scheduling and reporting, agencies oversee daily operations to keep campaigns running smoothly.</span></p>
<p dir="ltr"><span>What Makes an Influencer Agency a Strong Product Launch Partner?</span></p>
<p dir="ltr"><span>Brands searching for the Best Agencies For Product Launch Campaigns With Influencers should look for agencies that offer both strategic expertise and operational excellence.</span></p>
<p dir="ltr"><span>Extensive Creator Networks</span></p>
<p dir="ltr"><span>Leading agencies maintain relationships with influencers across multiple industries and audience segments. These networks provide access to creators who can effectively promote products to relevant consumers.</span></p>
<p dir="ltr"><span>Data-Driven Decision Making</span></p>
<p dir="ltr"><span>Successful product launches rely on audience insights and campaign analytics. Agencies use performance data to optimize creator selection, content strategies, and promotional efforts.</span></p>
<p dir="ltr"><span>Cross-Platform Experience</span></p>
<p dir="ltr"><span>Modern launches often extend across Instagram, TikTok, YouTube, Facebook, Pinterest, and other digital channels. Agencies should understand how to maximize performance on each platform.</span></p>
<p dir="ltr"><span>Creative Storytelling Capabilities</span></p>
<p dir="ltr"><span>Consumers respond to authentic stories rather than direct sales messages. Agencies help creators develop content that highlights product value while maintaining audience trust.</span></p>
<p dir="ltr"><span>Common Influencer Strategies for Product Launch Campaigns</span></p>
<p dir="ltr"><span>Product launches can take many forms depending on business goals and target audiences.</span></p>
<p dir="ltr"><span>Pre-Launch Teaser Campaigns</span></p>
<p dir="ltr"><span>Brands often generate anticipation before launch through sneak peeks, countdowns, and exclusive previews shared by creators.</span></p>
<p dir="ltr"><span>Product Unboxing Content</span></p>
<p dir="ltr"><span>Unboxing videos create excitement by allowing audiences to experience products through the creator's perspective.</span></p>
<p dir="ltr"><span>Product Demonstrations</span></p>
<p dir="ltr"><span>Tutorials and demonstrations help consumers understand product features, benefits, and practical applications.</span></p>
<p dir="ltr"><span>Live Event Coverage</span></p>
<p dir="ltr"><span>Many brands incorporate live streams, launch events, and interactive content to increase engagement and real-time participation.</span></p>
<p dir="ltr"><span>User-Generated Content Initiatives</span></p>
<p dir="ltr"><span>Encouraging customers and creators to share experiences can expand reach while building community engagement.</span></p>
<p dir="ltr"><span>Benefits of Working with Experienced Agencies</span></p>
<p dir="ltr"><span>Partnering with specialized agencies offers several advantages for brands introducing new products.</span></p>
<p dir="ltr"><span>Faster Campaign Execution</span></p>
<p dir="ltr"><span>Agencies streamline planning, creator outreach, approvals, and reporting, reducing the time required to launch campaigns.</span></p>
<p dir="ltr"><span>Greater Audience Reach</span></p>
<p dir="ltr"><span>Access to established creator networks helps brands connect with larger and more targeted audiences.</span></p>
<p dir="ltr"><span>Improved Campaign Performance</span></p>
<p dir="ltr"><span>Strategic planning and ongoing optimization often result in stronger engagement, awareness, and conversion outcomes.</span></p>
<p dir="ltr"><span>Enhanced Brand Credibility</span></p>
<p dir="ltr"><span>Trusted creator endorsements can increase consumer confidence and accelerate product adoption.</span></p>
<p dir="ltr"><span>Building Momentum for Long-Term Success</span></p>
<p dir="ltr"><span>A successful product launch is often the beginning of a larger marketing journey. Brands that partner with the Best Agencies For Product Launch Campaigns With Influencers gain access to expertise that extends beyond launch day. These agencies help create meaningful creator partnerships, optimize campaign performance, and support long-term growth strategies.</span></p>
<p dir="ltr"><span>As influencer marketing continues to shape consumer purchasing behavior, businesses that invest in strategic creator collaborations can strengthen product visibility, engage audiences more effectively, and build lasting brand loyalty. With the right agency partner, a product launch can become a powerful catalyst for sustained business success.</span></p>]]> </content:encoded>
</item>

<item>
<title>Roofing Company in Toronto | Repair &amp;amp; Installation Experts</title>
<link>https://news.bangboxonline.com/canadianroofers.ca</link>
<guid>https://news.bangboxonline.com/canadianroofers.ca</guid>
<description><![CDATA[ Top-rated roofing company in Toronto offering roof repair, replacement, installation &amp; emergency services. Affordable, fast &amp; reliable roofing solutions. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30ee8f9cba5.jpg" length="51964" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:35:04 +0500</pubDate>
<dc:creator>Jems Smith</dc:creator>
<media:keywords>Shingle Roof Installation in Canada</media:keywords>
<content:encoded><![CDATA[<h1><span style="font-size: 18.0pt; font-family: 'Georgia','serif';">Professional Roofing Solutions for Long-Term Home Protection<o:p></o:p></span></h1>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">A strong and reliable roof is one of the most important components of any home. It protects the structure from harsh weather conditions, helps maintain indoor comfort, and contributes significantly to the overall value of a property. Whether you are building a new home, replacing an aging roof, or upgrading your drainage system, investing in professional roofing services can provide long-term benefits and peace of mind.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Modern roofing systems are designed to withstand a variety of environmental challenges, including heavy rain, snow, wind, and extreme temperatures. However, even the best roofing materials require proper installation and maintenance to perform effectively. Professional roofing contractors help ensure that every component of the roofing system functions as intended, protecting homeowners from costly repairs and unexpected damage.<o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Why Quality Roofing Matters<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">The roof serves as the first line of defense against the elements. A well-installed roof prevents water infiltration, improves energy efficiency, and enhances the appearance of a property. In contrast, poorly installed or damaged roofing systems can lead to leaks, mold growth, structural deterioration, and increased energy costs.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Some key benefits of professional roofing services include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Enhanced weather protection <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Improved energy efficiency <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Increased property value <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Better curb appeal <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Reduced maintenance costs <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Longer roof lifespan <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Regular inspections and timely repairs can help homeowners avoid major roofing issues while preserving the integrity of their homes.<o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Importance of Proper Drainage Systems<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">An effective drainage system is essential for protecting both the roof and the foundation of a home. Gutters and eavestroughs direct rainwater away from the structure, helping prevent water damage and soil erosion.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Many homeowners choose<b> </b></span><a href="https://canadianroofers.ca/"><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Eavestrough Installation in Toronto</span></b></a><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> </span></b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><span style="mso-spacerun: yes;"> </span>to improve water management and protect their properties from moisture-related issues. Professionally installed eavestrough systems help ensure that rainwater flows efficiently away from the home, reducing the risk of foundation problems and exterior damage.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Proper drainage also helps prevent ice dam formation during winter months, which can cause significant roofing damage if left unaddressed.<o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Benefits of Shingle Roofing<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Shingle roofing remains one of the most popular roofing options due to its durability, affordability, and attractive appearance. Asphalt shingles are available in a wide variety of colors and styles, making them suitable for different architectural designs.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Homeowners investing in </span><a href="https://canadianroofers.ca/"><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Shingle Roof Installation in Toronto</span></b></a><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> </span></b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">often appreciate the balance of performance and cost-effectiveness that shingles provide. Modern shingle systems offer excellent protection against weather conditions while requiring relatively low maintenance.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Professional installation is critical to ensure proper alignment, ventilation, and water resistance. Even high-quality materials may fail prematurely if not installed correctly.<o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Roofing Solutions Across Canada<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Canada's diverse climate presents unique challenges for roofing systems. From heavy snowfall in winter to intense summer heat, roofs must withstand a wide range of environmental conditions throughout the year.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Property owners considering </span><a href="https://canadianroofers.ca/"><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Shingle Roof Installation in Canada</span></b></a><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> </span></b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><span style="mso-spacerun: yes;"> </span>often prioritize durability and long-term performance. Professionally installed shingle roofs are designed to handle seasonal weather changes while maintaining structural integrity and visual appeal.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Quality roofing materials combined with expert installation help ensure reliable protection regardless of regional climate conditions.<o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Residential Roofing Services for Homeowners<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Every home has unique roofing requirements depending on its design, age, and location. Professional roofing contractors provide customized solutions that address the specific needs of each property.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Many homeowners rely on </span><a href="https://canadianroofers.ca/"><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Residential Roofing Services in Toronto</span></b></a><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> </span></b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">for a variety of projects, including roof replacements, repairs, inspections, and preventive maintenance. These services help identify potential issues early and extend the lifespan of roofing systems.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Common residential roofing services include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Roof inspections <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Leak detection and repair <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Shingle replacement <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Roof ventilation improvements <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Flashing repairs <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Complete roof replacement <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Routine maintenance can significantly reduce the likelihood of major roofing problems while preserving property value.<o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Signs Your Roof May Need Attention<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Recognizing early warning signs can help homeowners avoid costly repairs and unexpected damage. Some common indicators that roofing services may be needed include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Missing or damaged shingles <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Water stains on ceilings <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Sagging roof sections <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Excessive granule loss <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Mold or mildew growth <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Visible leaks during rainstorms <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Scheduling a professional inspection at the first sign of trouble can help prevent minor issues from becoming major structural concerns.<o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Cost-Effective Roofing Solutions<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Many homeowners assume that roofing services are always expensive. However, proactive maintenance and timely repairs are often much more affordable than addressing extensive damage after it occurs.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Property owners searching for </span><a href="https://canadianroofers.ca/"><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Affordable Roofing Services in Toronto</span></b></a><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> </span></b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><span style="mso-spacerun: yes;"> </span>often discover that investing in quality workmanship can actually reduce long-term costs. Proper installation and maintenance help maximize the lifespan of roofing materials and minimize the need for frequent repairs.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Working with experienced roofing professionals ensures that projects are completed efficiently while maintaining high standards of quality and safety.<o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">The Importance of Professional Installation<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Roofing projects involve specialized knowledge, tools, and safety procedures. Professional contractors understand local building codes, material requirements, and installation techniques that contribute to long-lasting performance.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Benefits of professional roofing installation include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Proper material selection <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Compliance with building regulations <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Improved weather resistance <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Enhanced safety during installation <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Manufacturer warranty protection <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Higher quality workmanship <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Choosing experienced roofing professionals helps ensure that the investment delivers reliable results for years to come.<o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Long-Term Value of Roofing Maintenance<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Regular maintenance is one of the most effective ways to extend the life of a roofing system. Routine inspections help identify small problems before they develop into costly repairs.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Preventive maintenance can:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Improve roof performance <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Increase energy efficiency <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Reduce repair expenses <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Extend roof lifespan <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Protect property value <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Homeowners who prioritize maintenance often enjoy greater peace of mind and fewer unexpected roofing issues.<o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Conclusion<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">A properly installed and maintained roof is essential for protecting any home from weather-related damage and maintaining long-term property value. From drainage improvements and shingle installation to repairs and preventive maintenance, professional roofing services play a vital role in preserving the integrity of residential properties.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Investing in quality roofing solutions helps homeowners improve energy efficiency, reduce maintenance costs, and ensure reliable protection for years to come. Whether planning a new installation or maintaining an existing roof, professional roofing services remain one of the smartest investments a homeowner can make.<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Georgia','serif';"><o:p> </o:p></span></p>]]> </content:encoded>
</item>

<item>
<title>&amp;quot;What Papers Do I Need to Start a PCD Pharma Franchise?&amp;quot; — Here&amp;apos;s the Simple Answer</title>
<link>https://news.bangboxonline.com/what-papers-do-i-need-to-start-a-pcd-pharma-franchise-heres-the-simple-answer</link>
<guid>https://news.bangboxonline.com/what-papers-do-i-need-to-start-a-pcd-pharma-franchise-heres-the-simple-answer</guid>
<description><![CDATA[ Documents required to start a PCD pharma franchise in India: Drug License, GST, PAN, &amp; more. Get the complete checklist. Start your franchise today! ]]></description>
<enclosure url="" length="51964" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:33:10 +0500</pubDate>
<dc:creator>Amplec Healthcare</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">So you've decided to start a PCD pharma franchise business. Good call. The model makes sense — no factory needed, no massive investment, just you building relationships with doctors and chemists in your area while an established pharma company handles the manufacturing side.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">But then someone tells you: "First get your documents ready." And suddenly the excitement slows down a little. Because nobody really explains it simply.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">So let's do exactly that.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">The Short Answer First</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">To start a PCD pharma franchise in India, you basically need five things:</span></p>
<ol>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">A drug license (this is the most important one)</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">GST Registration</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">PAN Card</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Aadhaar Card (or any valid ID proof)</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Address proof of the place where you'll run your business</span></p>
</li>
</ol>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">That's the core of it. Everything else — bank details, passport photos, signed franchise agreement — comes later, and most of it is straightforward.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Now let's understand each one a little better, without the confusing legal language.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">The Drug Licence — Why You Can't Skip This One</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Think of the drug license as your permission slip to deal in medicines legally. Without it, no legitimate pharma company will give you their products to sell. It's that simple.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">For most PCD pharma franchise partners, a wholesale drug licence is what you need. This lets you receive medicines from the company and distribute them — to stockists, chemists, hospitals, or clinics in your area.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">You apply for it through your State Drug Control Authority. The exact process is slightly different in each state, but the general flow is:</span></p>
<ul>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Identify a suitable premises for your business (a proper office or storage space, not just a home address in most cases)</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Submit your application with required documents</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">The department does a quick inspection of your space</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Once it's approved, you get the licence</span></p>
</li>
</ul>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">One thing to keep in mind — if you plan to sell directly to patients from a counter, you'd need a retail drug licence instead. But for standard PCD franchise distribution, wholesale is what most people go with.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">If you're not sure which one applies to your situation, the pharma company you're partnering with can usually help you figure it out. A company like<a href="https://amplechealthcare.com/franchise-opportunity/"> Amplec Healthcare</a> that has been doing this for a while will guide you through the requirements without leaving you confused.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">GST Registration — Straightforward But Necessary</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">GST registration is needed so you can raise proper invoices and stay tax-compliant. When you receive stock from your pharma partner and sell it forward, every transaction needs a GST-valid invoice. Without registration, that doesn't happen cleanly.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">The good news — GST registration is not complicated. You can get it done online through the<a href="https://www.gst.gov.in/"> GST portal</a> with basic documents: your PAN card, Aadhaar, address proof, and bank details. Most people get it sorted within a few days.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">PAN Card and Aadhaar</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">These are just your basic identity documents. You almost certainly already have both. PAN is needed for any business or financial registration in India. Aadhaar is your primary identity proof.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Keep clean copies of both ready. That's really all there is to say about these.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Business Address Proof</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">You need to show a valid address for where you'll be operating from. This could be:</span></p>
<ul>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">A rental agreement if you're using a rented space</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Ownership documents if it's your own property</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">A utility bill in some cases as supporting proof</span></p>
</li>
</ul>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">The space doesn't need to be large. But it should be a proper, identifiable business address — not just a residential home address in most states.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">The Complete Documents Checklist (Save This)</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Here's everything you'll need, all in one place:</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Identity &amp; Personal Documents</span></p>
<ul>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Aadhaar Card</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">PAN Card</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Passport or Voter ID (some states ask for this as additional ID)</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Passport-size photographs</span></p>
</li>
</ul>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Business Documents</span></p>
<ul>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Drug Licence (Wholesale or Retail, depending on your model)</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">GST Registration Certificate</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Business Registration Certificate (if you're registering as a firm or company)</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Bank account details / cancelled cheque</span></p>
</li>
</ul>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Franchise-Specific Documents</span></p>
<ul>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Signed Franchise Agreement with the pharma company</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Your contact details and email address</span></p>
</li>
</ul>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">If you're a pharmacist, your qualification certificate may also be needed in certain states or for certain licence types.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Do You Need a Pharmacist to Start?</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">This is one of the most common questions. The answer depends on the type of licence and your state's rules.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">For wholesale drug licences, many states don't require a registered pharmacist on staff. For retail licences, a registered pharmacist is usually mandatory.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Since this varies, it's best to check with your State Drug Control Department — or simply ask the pharma company you're partnering with. They deal with this question regularly and will know your state's specific requirement.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Do You Need a Factory or Manufacturing Setup?</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">No. This is actually the whole point of the PCD franchise model.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">You don't manufacture anything. The pharma company — like<a href="https://amplechealthcare.com/about-amplec/"> Amplec Healthcare</a> — handles manufacturing in their WHO-GMP certified facility, takes care of quality control, packaging, and regulatory compliance. You focus entirely on marketing, building doctor and chemist relationships, and growing your territory.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">This is why the PCD model has become one of the most popular ways to enter the pharma business in India. The investment is manageable, the risk is lower, and you're not starting from zero — you're riding an established brand's quality and product range.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">What Happens After Your Documents Are Ready?</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Once your drug licence and GST are in place, starting the franchise partnership is actually the easier part. You reach out to the company, discuss the product range and your territory, sign the franchise agreement, and place your first order.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">With a company like Amplec Healthcare, you also get access to a wide product portfolio — from<a href="https://amplechealthcare.com/product-category/tablets/"> tablets and capsules</a> to<a href="https://amplechealthcare.com/product-category/syrup/"> syrups</a>,<a href="https://amplechealthcare.com/product-category/injectables/"> injectables</a>,<a href="https://amplechealthcare.com/product-category/softgel-capsules/"> softgels</a>,<a href="https://amplechealthcare.com/product-category/cardiac-diabetic-range/"> cardiac and diabetic range products</a>,<a href="https://amplechealthcare.com/product-category/nasal-ear-eye-drops/"> nasal, ear and eye drops</a>, and more. That variety matters because it lets you serve different types of doctors and clinics in your area rather than being limited to one segment.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">One Mistake First-Time Franchise Partners Make</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">They wait until everything feels "perfect" before starting.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">The drug licence takes some time. GST registration takes a few days. The franchise agreement has some back and forth. People sit on these steps, waiting, and months pass.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">The smarter move is to start all of these steps in parallel, not one after the other. Begin your drug licence application. Start your GST registration at the same time. Start conversations with pharma companies simultaneously. By the time your licences are ready, your partnership is already lined up.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">If you want to understand what the<a href="https://amplechealthcare.com/franchise-opportunity/"> full franchise opportunity with Amplec Healthcare looks like</a>, you can explore that while your paperwork is in process — not after.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Is This Business Actually Worth It in 2026?</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Yes — if you approach it the right way.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">India's pharma market is growing steadily. More people are accessing healthcare, government health schemes have expanded medicine demand into smaller towns, and doctors in Tier 2 and Tier 3 cities are prescribing more branded generics than ever before.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">The PCD model works best when you:</span></p>
<ul>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Choose a company with a strong, certified product range</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Pick a territory you know well</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Build genuine relationships with doctors and chemists rather than just dropping samples</span></p>
</li>
<li dir="ltr" aria-level="1" style="font-family: tahoma, arial, helvetica, sans-serif;">
<p dir="ltr" role="presentation"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Stay consistent with follow-ups</span></p>
</li>
</ul>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">The documents are just the starting point. The business is built after that, through daily effort in your territory.</span></p>
<h2 dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Ready to Take the Next Step?</span></h2>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">If your documents are sorted — or even if you're still in the process of getting them ready — you can start exploring the<a href="https://amplechealthcare.com/franchise-opportunity/"> Amplec Healthcare PCD franchise opportunity</a> right now.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">The team is reachable at +91 72777-77164 or amplechealthcare@gmail.com, and they'll answer your questions without the corporate runaround.</span></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">For a full breakdown of exactly what documents are needed, along with state-specific guidance, the detailed guide is right here:<a href="https://amplechealthcare.com/documents-required-to-start-a-pcd-pharma-franchise-in-india/"> Documents Required to Start a PCD Pharma Franchise in India</a></span></p>
<p dir="ltr"></p>
<hr>
<p></p>
<p dir="ltr"><span style="font-family: tahoma, arial, helvetica, sans-serif;">Starting a pharma business doesn't have to be complicated. Get your papers in order, pick the right partner, and take the first step.</span></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Nuclear Waste Management Market Demand Increases with Nuclear Power Investments</title>
<link>https://news.bangboxonline.com/nuclear-waste-management-market-demand-increases-with-nuclear-power-investments</link>
<guid>https://news.bangboxonline.com/nuclear-waste-management-market-demand-increases-with-nuclear-power-investments</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="51964" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:32:36 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Nuclear Waste Management Market Overview</h1>
<p>The global nuclear waste management market size was valued at USD 4.68 billion in 2023 and is projected to grow from USD 4.74 billion in 2024 to USD 5.29 billion by 2031, exhibiting a CAGR of 1.58% during the forecast period. The market growth is primarily driven by the increasing use of nuclear energy, rising concerns regarding radioactive waste disposal, and the implementation of strict regulatory frameworks for nuclear safety. Governments and energy organizations worldwide are focusing on developing advanced nuclear waste management solutions to ensure safe storage, transportation, treatment, and disposal of radioactive materials.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/nuclear-waste-management-market-1630">https://www.kingsresearch.com/nuclear-waste-management-market-1630</a> </strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Nuclear Waste Management Market size was valued at USD 4.68 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 4.74 billion in 2024 to USD 5.29 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 1.58% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing nuclear energy generation and growing focus on safe radioactive waste disposal are driving market demand.</strong></p>
</li>
<li>
<p><strong>Stringent government regulations regarding nuclear waste handling and environmental protection are supporting market growth.</strong></p>
</li>
<li>
<p><strong>Rising investments in nuclear decommissioning activities are creating new opportunities for waste management solutions.</strong></p>
</li>
<li>
<p><strong>Advanced storage technologies, recycling methods, and long-term disposal strategies are shaping the industry.</strong></p>
</li>
<li>
<p><strong>Utilities remain the leading end-user segment due to increasing radioactive waste generated from nuclear power plants.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to witness significant growth due to expanding nuclear energy infrastructure.</strong></p>
</li>
<li>
<p><strong>Sustainable nuclear waste management is becoming a critical priority for energy companies worldwide.</strong></p>
</li>
</ul>
<p>Nuclear waste management involves the collection, processing, storage, transportation, and disposal of radioactive waste generated from nuclear power plants, research facilities, medical applications, and industrial activities. Effective waste management is essential to minimize environmental risks, protect human health, and maintain the sustainability of nuclear energy operations.</p>
<p>As countries continue to explore cleaner and reliable energy sources, nuclear power remains an important component of global energy strategies. However, the expansion of nuclear energy generation has increased the need for efficient radioactive waste management systems. Nuclear waste can remain hazardous for extended periods, making advanced treatment and disposal technologies necessary for long-term safety.</p>
<p>The growing emphasis on reducing carbon emissions has encouraged several countries to invest in nuclear energy as a low-carbon power source. This trend is expected to positively impact the nuclear waste management industry, as new nuclear facilities and reactor modernization projects generate demand for waste handling and disposal solutions.</p>
<hr>
<h1>Market Growth Drivers</h1>
<h2>Increasing Nuclear Power Generation</h2>
<p>One of the major factors driving the nuclear waste management market is the increasing adoption of nuclear power generation. Nuclear energy provides a stable and reliable source of electricity with lower greenhouse gas emissions compared to fossil fuel-based energy sources.</p>
<p>Many countries are expanding their nuclear energy capacity to meet rising electricity demand and achieve sustainability goals. The development of new nuclear reactors and the extension of existing reactor lifespans are increasing the volume of radioactive waste generated, creating demand for advanced management systems.</p>
<p>Nuclear power plant operators require efficient waste management strategies to handle spent fuel, operational waste, and decommissioning materials. This requirement is expected to support steady growth in the market over the forecast period.</p>
<h2>Stringent Safety Regulations</h2>
<p>Governments and international organizations have established strict regulations to ensure the safe handling and disposal of nuclear waste. These regulations require nuclear facilities to follow comprehensive waste management practices throughout the lifecycle of radioactive materials.</p>
<p>Safety standards related to transportation, storage, and disposal have encouraged utilities and industrial operators to invest in advanced nuclear waste management technologies. Compliance with these regulations is becoming a key priority for organizations operating in the nuclear sector.</p>
<p>The increasing focus on environmental protection and public safety is expected to strengthen demand for reliable nuclear waste management solutions.</p>
<h2>Growth in Nuclear Decommissioning Activities</h2>
<p>The retirement of aging nuclear reactors is another important factor influencing market growth. Many nuclear facilities built several decades ago are reaching the end of their operational lifespan and require decommissioning.</p>
<p>Decommissioning activities generate significant amounts of radioactive materials that must be safely managed. Specialized waste treatment, dismantling, transportation, and disposal solutions are required during this process.</p>
<p>As more countries begin reactor shutdown and cleanup programs, the demand for nuclear waste management services is expected to increase.</p>
<hr>
<h1>Industry Trends</h1>
<h2>Advancement in Radioactive Waste Treatment Technologies</h2>
<p>Technological innovation is transforming the nuclear waste management industry. Companies and research organizations are developing advanced methods for waste treatment, volume reduction, and safe containment.</p>
<p>New technologies help improve efficiency while reducing the environmental impact of radioactive waste. Advanced filtration systems, waste processing technologies, and improved containment materials are becoming increasingly important.</p>
<p>The adoption of innovative treatment solutions is expected to enhance the overall efficiency of nuclear waste management operations.</p>
<h2>Development of Long-Term Storage Facilities</h2>
<p>Long-term storage and disposal remain key challenges for the nuclear industry. High-level radioactive waste, especially spent nuclear fuel, requires secure storage solutions due to its long-lasting hazardous nature.</p>
<p>Many countries are investing in deep geological repositories and advanced containment systems designed for long-term isolation of radioactive materials.</p>
<p>The development of permanent disposal facilities is expected to play a major role in the future growth of the market.</p>
<h2>Increasing Focus on Nuclear Waste Recycling</h2>
<p>Nuclear waste recycling and reprocessing technologies are gaining attention as countries seek to maximize resource utilization. These technologies help recover usable materials from spent nuclear fuel while reducing the volume of waste requiring final disposal.</p>
<p>Although adoption varies by region due to regulatory and economic factors, recycling initiatives are expected to contribute to future industry development.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Waste</h2>
<h3>High-Level Waste</h3>
<p>The high-level waste segment represents a significant portion of the nuclear waste management market. High-level waste includes spent nuclear fuel and highly radioactive materials generated during nuclear power production.</p>
<p>Due to its high radioactivity and long decay period, high-level waste requires specialized storage and disposal solutions. Advanced containment systems and geological disposal methods are commonly used to manage this category.</p>
<p>The increasing number of nuclear reactors and growing spent fuel generation are expected to drive demand for high-level waste management solutions.</p>
<h3>Intermediate-Level Waste</h3>
<p>Intermediate-level waste includes materials with moderate radioactivity levels that require controlled handling and storage.</p>
<p>This waste type is commonly generated from reactor operations, maintenance activities, and nuclear research applications. Proper treatment and containment solutions are necessary to prevent environmental exposure.</p>
<p>The need for safe storage infrastructure is supporting growth in this segment.</p>
<h3>Low-Level Waste</h3>
<p>Low-level waste includes materials with relatively low radioactive contamination, such as protective equipment, tools, and operational materials.</p>
<p>Although lower in risk compared to other waste categories, low-level waste still requires proper collection, processing, and disposal methods.</p>
<p>The increasing operational activities at nuclear facilities are contributing to steady demand for low-level waste management solutions.</p>
<hr>
<h1>By Reactor Type</h1>
<h2>Pressurized Water Reactor (PWR)</h2>
<p>Pressurized Water Reactors represent one of the most widely used reactor types globally. These reactors generate radioactive waste during normal operations and maintenance activities.</p>
<p>The continued operation of existing PWR facilities and the construction of new reactors are contributing to demand for waste management services.</p>
<h2>Boiling Water Reactor (BWR)</h2>
<p>Boiling Water Reactors generate radioactive waste through reactor operations and fuel processing activities.</p>
<p>The requirement for safe handling and disposal of waste materials from BWR plants supports market expansion.</p>
<h2>Gas Cooled Reactor</h2>
<p>Gas cooled reactors generate different types of radioactive materials requiring specialized management approaches.</p>
<p>Increasing research and development activities related to advanced reactor technologies are expected to create opportunities for waste management solutions.</p>
<h2>Pressurized Heavy Water Reactor (PHWR)</h2>
<p>Pressurized Heavy Water Reactors are widely used in several countries due to their operational advantages.</p>
<p>The increasing adoption and maintenance of PHWR technology contribute to demand for radioactive waste treatment and storage solutions.</p>
<hr>
<h1>By End User</h1>
<h2>Utilities</h2>
<p>The utility segment dominates the nuclear waste management market due to the large amount of radioactive waste generated by nuclear power plants.</p>
<p>Utilities require comprehensive waste management systems covering collection, treatment, transportation, storage, and disposal.</p>
<p>The expansion of nuclear power generation capacity is expected to continue supporting this segment.</p>
<h2>Industrial</h2>
<p>Industrial users include research facilities, medical institutions, manufacturing units, and other organizations using radioactive materials.</p>
<p>The increasing application of nuclear technologies in healthcare, research, and industrial processes is creating additional demand for waste management services.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a significant market due to its established nuclear power infrastructure and strong regulatory framework.</p>
<p>The region focuses on improving nuclear safety, waste storage facilities, and reactor decommissioning programs. The presence of advanced nuclear technologies and government initiatives supports market growth.</p>
<h2>Europe</h2>
<p>Europe has a mature nuclear energy sector with strong emphasis on safety and environmental protection.</p>
<p>Countries across the region are investing in radioactive waste treatment, long-term storage facilities, and reactor decommissioning activities.</p>
<p>The focus on sustainable energy transition continues to influence the nuclear waste management industry.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to experience notable growth due to increasing nuclear power investments.</p>
<p>Countries such as China, India, Japan, and South Korea are expanding nuclear infrastructure to meet energy demands.</p>
<p>The development of new reactors and modernization of existing facilities are expected to increase demand for waste management solutions.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are gradually expanding their nuclear capabilities and investing in energy infrastructure.</p>
<p>The growing focus on energy security and clean power generation is expected to create future opportunities for nuclear waste management providers.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The nuclear waste management market is characterized by technological innovation, regulatory compliance, and strategic collaborations.</p>
<p>Companies operating in this sector focus on developing advanced treatment technologies, improving storage solutions, and expanding waste management capabilities.</p>
<p>Key players are investing in research and development to create safer, more efficient, and environmentally responsible solutions. Partnerships between governments, nuclear operators, and technology providers are becoming increasingly important.</p>
<p>The competitive environment is shaped by the need for long-term waste disposal solutions, improved safety standards, and sustainable nuclear operations.</p>
<hr>
<h1>Future Outlook</h1>
<p>The nuclear waste management market is expected to witness steady growth through 2031 as nuclear energy continues to play an important role in global energy strategies.</p>
<p>The increasing demand for clean energy, reactor modernization projects, and decommissioning activities will continue to influence market development.</p>
<p>Future advancements in storage technologies, waste recycling methods, and disposal strategies will create new opportunities for industry participants.</p>
<p>As governments prioritize energy security and carbon reduction goals, effective nuclear waste management will remain a critical component of the global nuclear industry.</p>
<p>The future of the market will depend on technological innovation, regulatory support, and the ability of industry stakeholders to develop safe and sustainable solutions for radioactive waste management.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>
<p>Explore More Articles:</p>
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<p><a class="p-url" href="https://itbusinesstoday.com/tech/cybersecurity/machine-identity-security-the-next-cybersecurity-challenge-in-ai-driven-enterprises/" rel="bookmark">Machine Identity Security: The Next Cybersecurity Challenge in AI-Driven Enterprises</a></p>]]> </content:encoded>
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<title>Telangana State Pollution Control Board NOC: Complete Process, Documents, Fees &amp;amp; Compliance Guide</title>
<link>https://news.bangboxonline.com/telangana-state-pollution-control-board-noc-process-documents-fees-compliance-guide</link>
<guid>https://news.bangboxonline.com/telangana-state-pollution-control-board-noc-process-documents-fees-compliance-guide</guid>
<description><![CDATA[ Learn the complete Telangana State Pollution Control Board NOC process, required documents, fees, and compliance requirements for industrial and commercial approvals. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30ed4164bce.jpg" length="250688" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:30:06 +0500</pubDate>
<dc:creator>upendrasharma</dc:creator>
<media:keywords>Telangana State Pollution Control Board NOC, TSPCB NOC Certificate</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Starting a business or setting up a factory is exciting, but it also comes with responsibilities. One of the most important requirements for industries in Telangana is obtaining a Telangana State Pollution Control Board NOC. This approval helps ensure that business activities do not harm the environment and follow all pollution control regulations.</span></p>
<h2 dir="ltr"><span>What is Telangana State Pollution Control Board NOC?</span></h2>
<p dir="ltr"><span>The Telangana State Pollution Control Board (TSPCB) is responsible for monitoring and controlling pollution in the state. Before starting operations, industries must obtain a No Objection Certificate (NOC), commonly known as Consent to Establish (CTE). After setting up the unit, businesses also need Consent to Operate (CTO).</span></p>
<p dir="ltr"><span>The NOC confirms that the proposed business follows environmental laws and has taken proper measures to prevent pollution.</span></p>
<h2 dir="ltr"><span>Why is the NOC Important?</span></h2>
<p dir="ltr"><span>The </span><strong><a href="https://enterclimate.com/telangana-state-pollution-control-board-tspcb-noc-certificate">Telangana State Pollution Control Board NOC</a></strong><span> is important because it:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ensures environmental compliance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Helps businesses avoid penalties and legal issues</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Improves credibility with government authorities</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Supports sustainable industrial growth</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Is mandatory for many manufacturing and processing units</span></p>
</li>
</ul>
<p dir="ltr"><span>Without proper approval, industries may face fines, operational restrictions, or closure notices.</span></p>
<h2 dir="ltr"><span>Process to Obtain Telangana State Pollution Control Board NOC</span></h2>
<p dir="ltr"><span>The process is straightforward when all documents are prepared properly.</span></p>
<h3 dir="ltr"><span>Step 1: Identify Industry Category</span></h3>
<p dir="ltr"><span>Industries are categorized based on their pollution potential:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Red Category</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Orange Category</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Green Category</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>White Category</span></p>
</li>
</ul>
<p dir="ltr"><span>The category determines the approval process and applicable fees.</span></p>
<h3 dir="ltr"><span>Step 2: Prepare Required Documents</span></h3>
<p dir="ltr"><span>Applicants must collect all necessary documents before submitting the application.</span></p>
<h3 dir="ltr"><span>Step 3: Submit Online Application</span></h3>
<p dir="ltr"><span>The application is generally submitted through the official Telangana State Pollution Control Board portal along with the required documents and fee payment.</span></p>
<h3 dir="ltr"><span>Step 4: Scrutiny and Inspection</span></h3>
<p dir="ltr"><span>The board reviews the application and may conduct a site inspection to verify the details.</span></p>
<h3 dir="ltr"><span>Step 5: Approval and Issuance of NOC</span></h3>
<p dir="ltr"><span>If all requirements are met, the board grants the Consent to Establish or Consent to Operate certificate.</span></p>
<h2 dir="ltr"><span>Documents Required</span></h2>
<p dir="ltr"><span>The following documents are commonly required:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>PAN Card of the company</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Aadhaar Card of the authorized person</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Certificate of Incorporation or Registration</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Factory or Site Layout Plan</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Project Report</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Land Ownership or Lease Documents</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Manufacturing Process Details</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Water and Electricity Connection Details</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pollution Control Equipment Details</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Environmental Management Plan</span></p>
</li>
</ul>
<p dir="ltr"><span>Additional documents may be required depending on the type of industry.</span></p>
<h2 dir="ltr"><span>Fees for Telangana State Pollution Control Board NOC</span></h2>
<p dir="ltr"><span>The fees vary based on several factors:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Industry category</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Capital investment</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Project size</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Pollution potential</span></p>
</li>
</ul>
<p dir="ltr"><span>Red-category industries generally pay higher fees than Green or White category units. Businesses should check the latest fee structure before applying.</span></p>
<h2 dir="ltr"><span>Compliance Requirements After Approval</span></h2>
<p dir="ltr"><span>Obtaining the NOC is not the final step. Industries must continue following environmental regulations.</span></p>
<p dir="ltr"><span>Some important compliance requirements include:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Proper waste management</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Air pollution control measures</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Water treatment systems</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Regular monitoring and reporting</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Timely renewal of approvals</span></p>
</li>
</ul>
<p dir="ltr"><span>Failure to comply may result in penalties or cancellation of consent.</span></p>
<h2 dir="ltr"><span>Pollution Control Board NOCs in Other States</span></h2>
<p dir="ltr"><span>Businesses operating across multiple states should understand that every state has its own regulatory authority.</span></p>
<p dir="ltr"><span>For example, industries in central India often require a </span><span>Chhattisgarh Pollution Control Board NOC</span><span> before establishing industrial operations.</span></p>
<p dir="ltr"><span>Similarly, businesses located in eastern India may need a<strong> </strong></span><strong><a href="https://enterclimate.com/noc-from-jharkhand-state-pollution-control-board">NOC from Jharkhand State Pollution Control Board</a></strong><span> to comply with state environmental regulations.</span></p>
<p dir="ltr"><span>Companies operating in West Bengal must follow the guidelines issued by the </span><strong><a href="https://enterclimate.com/west-bengal-pollution-control-board-wbpcb-noc">West Bengal Pollution Control Board</a></strong><span> and obtain the necessary permissions before commencing operations.</span></p>
<p dir="ltr"><span>Although procedures may differ slightly, the overall objective remains the same—protecting the environment while supporting industrial development.</span></p>
<h2 dir="ltr"><span>How Enterclimate Can Help</span></h2>
<p dir="ltr"><span>Obtaining environmental approvals can sometimes be confusing, especially for first-time applicants. Enterclimate helps businesses manage the complete compliance process, including documentation, application filing, coordination with authorities, and approval support.</span></p>
<p dir="ltr"><span>With professional guidance, businesses can avoid common mistakes and complete the approval process more efficiently.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>A Telangana State Pollution Control Board NOC is an essential approval for industries planning to establish or operate in Telangana. Understanding the process, preparing the correct documents, and maintaining compliance can help businesses avoid delays and legal complications.</span></p>
<p dir="ltr"><span>Whether you need assistance with Telangana approvals, a </span><strong><a href="https://enterclimate.com/chhattisgarh-pollution-control-board-noc">Chhattisgarh Pollution Control Board NOC</a></strong><span>, a NOC from Jharkhand State Pollution Control Board, or compliance requirements under the West Bengal Pollution Control Board, professional support can simplify the entire process and help your business remain environmentally compliant.</span></p>
<h2 dir="ltr"><span>Author Profile</span></h2>
<h3 dir="ltr"><span>Upendra Sharma</span></h3>
<p dir="ltr"><span>Upendra Sharma is an experienced Environmental Compliance Consultant with expertise in pollution control approvals, environmental clearances, EPR registrations, waste management compliance, and industrial licensing. He has helped numerous businesses navigate complex regulatory requirements across India and achieve timely approvals. Through his association with Enterclimate, Upendra provides practical guidance that helps industries maintain environmental compliance while focusing on sustainable growth.</span></p>]]> </content:encoded>
</item>

<item>
<title>Military Aviation Market Expected to Witness Significant Growth During Forecast Period</title>
<link>https://news.bangboxonline.com/military-aviation-market-expected-to-witness-significant-growth-during-forecast-period</link>
<guid>https://news.bangboxonline.com/military-aviation-market-expected-to-witness-significant-growth-during-forecast-period</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="250688" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:26:49 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The global military aviation market is witnessing significant growth due to increasing defense modernization programs, rising geopolitical tensions, and growing investments in advanced military aircraft technologies. Governments across the world are focusing on strengthening their air capabilities by upgrading existing aircraft fleets and procuring next-generation combat and support aircraft. The rising demand for advanced fighter jets, military helicopters, unmanned aerial systems, and surveillance aircraft is creating new opportunities for market expansion. The global <strong>Military Aviation Market size was valued at USD 34.83 billion in 2023</strong> and is projected to grow from <strong>USD 36.51 billion in 2024 to USD 53.16 billion by 2031</strong>, exhibiting a <strong>CAGR of 5.51% during the forecast period</strong>. Increasing defense budgets and rising demand for military helicopters are propelling the growth of the market.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/military-aviation-market-151">https://www.kingsresearch.com/military-aviation-market-151</a> </strong></p>
<p>The military aviation sector plays a crucial role in national security by providing air superiority, intelligence capabilities, transportation support, and strategic defense operations. Continuous advancements in avionics, propulsion systems, weapon technologies, and aircraft design are transforming modern military aviation. Countries are increasingly adopting technologically advanced aircraft equipped with artificial intelligence, enhanced sensors, electronic warfare capabilities, and improved communication systems to maintain operational readiness.</p>
<h2>Military Aviation Market Overview</h2>
<p>Military aviation refers to the use of aircraft and aviation technologies for defense, security, and military operations. These aircraft are designed to perform a wide range of missions, including combat operations, troop transportation, surveillance, reconnaissance, and maritime security.</p>
<p>The growing focus on air dominance and rapid response capabilities has encouraged defense organizations to invest in advanced aviation platforms. Military aircraft provide strategic advantages by enabling faster deployment, intelligence gathering, precision strikes, and protection against emerging threats.</p>
<p><strong>Key factors influencing the military aviation market growth include:</strong></p>
<ul>
<li>
<p><strong>Increasing defense expenditure:</strong> Nations are increasing military budgets to strengthen air forces and upgrade defense capabilities.</p>
</li>
<li>
<p><strong>Growing demand for advanced fighter aircraft:</strong> Modern warfare requires aircraft with superior speed, stealth, and combat capabilities.</p>
</li>
<li>
<p><strong>Rising adoption of military helicopters:</strong> Rotary-wing aircraft are becoming essential for transport, rescue, surveillance, and combat missions.</p>
</li>
<li>
<p><strong>Technological advancements:</strong> Development of advanced avionics, autonomous systems, and electronic warfare technologies is driving market expansion.</p>
</li>
</ul>
<h1>Growth Drivers of Military Aviation Market</h1>
<h2>Increasing Global Defense Budgets</h2>
<p>One of the major factors driving the growth of the military aviation market is the continuous increase in defense spending worldwide. Governments are allocating significant budgets toward military modernization programs to improve national security and maintain strategic capabilities.</p>
<p>Defense organizations are investing in:</p>
<ul>
<li>
<p>Advanced fighter aircraft</p>
</li>
<li>
<p>Transport aircraft</p>
</li>
<li>
<p>Military helicopters</p>
</li>
<li>
<p>Surveillance platforms</p>
</li>
<li>
<p>Aircraft upgrade programs</p>
</li>
</ul>
<p>The replacement of aging aircraft fleets with modern platforms is creating strong demand for military aviation solutions.</p>
<h2>Rising Demand for Military Helicopters</h2>
<p>Military helicopters are experiencing increasing demand due to their versatility and ability to operate in challenging environments. Rotary-wing aircraft provide critical support for combat missions, troop transportation, medical evacuation, and reconnaissance operations.</p>
<p>Modern military helicopters offer:</p>
<ul>
<li>
<p>Vertical takeoff and landing capabilities</p>
</li>
<li>
<p>Enhanced battlefield mobility</p>
</li>
<li>
<p>Advanced weapon integration</p>
</li>
<li>
<p>Improved surveillance capabilities</p>
</li>
</ul>
<p>The increasing requirement for rapid troop movement and tactical operations is expected to support the growth of the rotary-wing segment.</p>
<h2>Advancements in Aircraft Technology</h2>
<p>Technological innovation is significantly transforming the military aviation industry. Manufacturers are focusing on developing aircraft with improved performance, efficiency, and survivability.</p>
<p>Advanced technologies include:</p>
<ul>
<li>
<p>Stealth capabilities</p>
</li>
<li>
<p>Artificial intelligence-based systems</p>
</li>
<li>
<p>Advanced radar and sensors</p>
</li>
<li>
<p>Electronic warfare systems</p>
</li>
<li>
<p>Autonomous flight technologies</p>
</li>
</ul>
<p>These developments are helping military forces enhance operational effectiveness and respond to evolving security challenges.</p>
<h2>Growing Need for Intelligence, Surveillance, and Reconnaissance</h2>
<p>Modern defense strategies rely heavily on intelligence and real-time information. Military aircraft equipped with advanced surveillance systems help armed forces monitor activities, identify threats, and support decision-making.</p>
<p>Reconnaissance aircraft and surveillance platforms are increasingly used for:</p>
<ul>
<li>
<p>Border monitoring</p>
</li>
<li>
<p>Maritime security</p>
</li>
<li>
<p>Threat detection</p>
</li>
<li>
<p>Battlefield intelligence</p>
</li>
</ul>
<p>The rising importance of situational awareness is expected to increase demand for advanced military aviation systems.</p>
<h1>Military Aviation Market Trends</h1>
<h2>Development of Next-Generation Fighter Aircraft</h2>
<p>The demand for next-generation fighter aircraft is increasing as countries focus on improving air combat capabilities. These aircraft incorporate advanced technologies to provide better speed, agility, stealth, and mission flexibility.</p>
<p>Modern fighter aircraft are designed with:</p>
<ul>
<li>
<p>Enhanced maneuverability</p>
</li>
<li>
<p>Advanced weapon systems</p>
</li>
<li>
<p>Improved radar technology</p>
</li>
<li>
<p>Network-based combat capabilities</p>
</li>
</ul>
<p>The development of next-generation aircraft is expected to remain a major trend in the military aviation industry.</p>
<h2>Increasing Focus on Unmanned Aviation Technologies</h2>
<p>Unmanned aerial systems are becoming an important part of modern military operations. Although traditional aircraft remain essential, unmanned platforms are gaining popularity due to their operational advantages.</p>
<p>Military drones are used for:</p>
<ul>
<li>
<p>Surveillance missions</p>
</li>
<li>
<p>Reconnaissance</p>
</li>
<li>
<p>Target identification</p>
</li>
<li>
<p>Intelligence gathering</p>
</li>
</ul>
<p>The integration of unmanned technologies is expected to create new growth opportunities.</p>
<h1>Military Aviation Market Segmentation Analysis</h1>
<p>The military aviation market is segmented based on aircraft, system, application, and region.</p>
<h1>By Aircraft</h1>
<h2>Fixed-Wing Aircraft</h2>
<p>Fixed-wing aircraft represent a significant segment of the military aviation market due to their extensive use in combat, transportation, and surveillance missions.</p>
<p>These aircraft provide:</p>
<ul>
<li>
<p>Long-range operational capability</p>
</li>
<li>
<p>High-speed performance</p>
</li>
<li>
<p>Advanced weapon integration</p>
</li>
<li>
<p>Strategic mission support</p>
</li>
</ul>
<p>Fixed-wing aircraft include fighter jets, transport aircraft, tanker aircraft, and reconnaissance platforms.</p>
<p>The increasing demand for air superiority and long-range missions is expected to support segment growth.</p>
<h2>Rotary-Wing Aircraft</h2>
<p>Rotary-wing aircraft, including military helicopters, are gaining importance due to their flexibility and operational advantages.</p>
<p>These aircraft are widely used for:</p>
<ul>
<li>
<p>Troop transportation</p>
</li>
<li>
<p>Search and rescue operations</p>
</li>
<li>
<p>Medical evacuation</p>
</li>
<li>
<p>Attack missions</p>
</li>
<li>
<p>Surveillance activities</p>
</li>
</ul>
<p>The rising need for tactical mobility and battlefield support is expected to drive demand for rotary-wing aircraft.</p>
<h1>By System</h1>
<h2>Airframe</h2>
<p>The airframe is a critical component of military aircraft, providing structural support and ensuring aircraft durability.</p>
<p>Manufacturers are focusing on lightweight and advanced materials to improve aircraft performance and fuel efficiency.</p>
<h2>Engine</h2>
<p>Aircraft engines play a vital role in determining speed, range, and operational capability. Advanced propulsion systems are being developed to enhance aircraft performance.</p>
<p>Modern military engines focus on:</p>
<ul>
<li>
<p>Higher efficiency</p>
</li>
<li>
<p>Improved reliability</p>
</li>
<li>
<p>Greater power output</p>
</li>
</ul>
<h2>Avionics</h2>
<p>Avionics systems are among the most important technologies in modern military aircraft. These systems include communication, navigation, radar, and electronic warfare equipment.</p>
<p>Advanced avionics enable:</p>
<ul>
<li>
<p>Better situational awareness</p>
</li>
<li>
<p>Improved mission planning</p>
</li>
<li>
<p>Enhanced operational control</p>
</li>
</ul>
<h2>Landing Gear System</h2>
<p>Landing gear systems provide aircraft stability during takeoff and landing operations. Military aircraft require durable landing systems capable of handling challenging environments.</p>
<p>The demand for reliable landing systems continues to increase with aircraft modernization programs.</p>
<h2>Weapon System</h2>
<p>Weapon systems are essential for combat aircraft and defense missions. Modern military aircraft are equipped with advanced weapons and targeting technologies.</p>
<p>These systems include:</p>
<ul>
<li>
<p>Missiles</p>
</li>
<li>
<p>Precision-guided weapons</p>
</li>
<li>
<p>Defensive systems</p>
</li>
</ul>
<p>The increasing focus on combat readiness is driving demand for advanced weapon systems.</p>
<h1>By Application</h1>
<h2>Combat</h2>
<p>Combat applications represent a major segment of military aviation due to increasing demand for fighter aircraft and attack helicopters.</p>
<p>Combat aircraft provide:</p>
<ul>
<li>
<p>Air defense capabilities</p>
</li>
<li>
<p>Strategic strike operations</p>
</li>
<li>
<p>Battlefield support</p>
</li>
</ul>
<h2>Military Transport</h2>
<p>Military transport aircraft are essential for moving troops, equipment, and supplies.</p>
<p>Growing military operations and humanitarian missions are increasing demand for transport aviation solutions.</p>
<h2>Maritime Patrol</h2>
<p>Maritime patrol aircraft are used for monitoring naval activities and protecting maritime borders.</p>
<p>Applications include:</p>
<ul>
<li>
<p>Ocean surveillance</p>
</li>
<li>
<p>Anti-submarine operations</p>
</li>
<li>
<p>Coastal monitoring</p>
</li>
</ul>
<h2>Tanker</h2>
<p>Tanker aircraft provide aerial refueling capabilities, allowing military aircraft to operate over longer distances.</p>
<p>The demand for extended operational range is increasing tanker aircraft adoption.</p>
<h2>Reconnaissance &amp; Surveillance</h2>
<p>Reconnaissance and surveillance aircraft support intelligence gathering and threat monitoring.</p>
<p>The growing need for real-time battlefield information is driving demand for advanced surveillance aircraft.</p>
<h1>Regional Analysis of Military Aviation Market</h1>
<h2>North America</h2>
<p>North America holds a significant position in the military aviation market due to strong defense infrastructure and high investment in advanced aircraft technologies.</p>
<p>The region continues to focus on:</p>
<ul>
<li>
<p>Fleet modernization</p>
</li>
<li>
<p>Advanced fighter aircraft development</p>
</li>
<li>
<p>Military research programs</p>
</li>
</ul>
<h2>Europe</h2>
<p>Europe is experiencing steady growth due to increasing defense cooperation and modernization initiatives.</p>
<p>Countries in the region are investing in advanced aviation technologies to improve defense capabilities.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness strong growth during the forecast period due to rising defense spending and increasing security concerns.</p>
<p>Major growth factors include:</p>
<ul>
<li>
<p>Military modernization programs</p>
</li>
<li>
<p>Expansion of air forces</p>
</li>
<li>
<p>Increasing aircraft procurement</p>
</li>
</ul>
<p>The region is becoming an important market for military aircraft manufacturers.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are expected to experience gradual growth due to increasing defense investments and aircraft upgrade programs.</p>
<p>Growing security requirements are encouraging governments to strengthen aviation capabilities.</p>
<h1>Competitive Landscape</h1>
<p>The military aviation market is highly competitive, with major players focusing on innovation, strategic partnerships, and advanced aircraft development.</p>
<p>Companies are investing in:</p>
<ul>
<li>
<p>Research and development</p>
</li>
<li>
<p>Aircraft modernization</p>
</li>
<li>
<p>Advanced defense technologies</p>
</li>
<li>
<p>Production expansion</p>
</li>
</ul>
<p>The increasing demand for advanced military platforms is encouraging manufacturers to develop next-generation aviation solutions.</p>
<h1>Future Outlook</h1>
<p>The military aviation market is expected to continue expanding due to rising defense investments, technological advancements, and increasing security challenges.</p>
<p>Future growth opportunities include:</p>
<ul>
<li>
<p>Development of next-generation fighter aircraft</p>
</li>
<li>
<p>Expansion of military helicopter fleets</p>
</li>
<li>
<p>Adoption of unmanned aviation systems</p>
</li>
<li>
<p>Integration of artificial intelligence technologies</p>
</li>
</ul>
<h1>Conclusion</h1>
<p>The global military aviation market is projected to experience significant growth from 2024 to 2031, driven by increasing defense budgets, rising demand for advanced aircraft, and continuous technological developments.</p>
<p>Military aviation remains a critical component of national security strategies, providing essential capabilities for combat operations, surveillance, transportation, and defense missions. With ongoing modernization programs and innovation in aviation technologies, the market is expected to witness strong opportunities in the coming years.</p>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>
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<title>Professional Recaulking Services in Bolton for All Needs</title>
<link>https://news.bangboxonline.com/windowcaulking.ca</link>
<guid>https://news.bangboxonline.com/windowcaulking.ca</guid>
<description><![CDATA[ Looking for expert recaulking in Bolton? We provide reliable, affordable caulking for windows, doors, and more. Protect your home with our trusted service. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30ec4abaa12.jpg" length="52458" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:25:31 +0500</pubDate>
<dc:creator>Jems Smith</dc:creator>
<media:keywords>Recaulking in Bolton</media:keywords>
<content:encoded><![CDATA[<h1><span style="font-size: 18.0pt; font-family: 'Georgia','serif';">Why Professional Caulking Services Are Essential for GTA Homes<o:p></o:p></span></h1>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Proper caulking is one of the most important yet often overlooked aspects of home maintenance. Over time, the sealants around windows, bathrooms, exterior joints, and patio doors begin to deteriorate due to constant exposure to moisture, temperature fluctuations, and everyday wear. When this happens, drafts, water leaks, mold growth, and rising energy bills can quickly become serious concerns.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Professional caulking services help homeowners maintain energy efficiency, improve indoor comfort, and protect their properties from costly damage. Quality caulking acts as a barrier against moisture infiltration and air leakage, extending the lifespan of various building components. Experts recommend inspecting residential caulking regularly to identify cracks and seal failures before they lead to larger problems. <o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">The Importance of Window Caulking<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Windows are among the most vulnerable areas of a home when it comes to air leaks and water penetration. Even small gaps around window frames can allow conditioned air to escape while permitting outside air to enter.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Homeowners seeking<b> </b></span><a href="https://windowcaulking.ca"><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Window caulking in Ajax</span></b></a><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> </span></b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><span style="mso-spacerun: yes;"> </span>often aim to improve energy efficiency and reduce heating and cooling expenses. Properly sealed windows help maintain consistent indoor temperatures throughout the year while preventing moisture-related issues. Window Caulking Canada notes that deteriorated caulking can significantly increase utility costs by forcing HVAC systems to work harder. <o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Benefits of window caulking include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Reduced drafts <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Lower energy bills <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Improved indoor comfort <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Prevention of moisture intrusion <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Better protection against mold growth <o:p></o:p></span></li>
</ul>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Bathroom Caulking Protects Against Moisture Damage<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Bathrooms experience constant exposure to humidity and water, making effective sealing especially important. Damaged caulking around tubs, showers, sinks, and tiles can allow water to seep behind surfaces, potentially causing mold growth and structural deterioration.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Professional </span><a href="https://windowcaulkingtoronto.ca/"><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Bathroom caulking in Ajax</span></b></a><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> </span></b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><span style="mso-spacerun: yes;"> </span>helps create waterproof barriers that protect walls and flooring from hidden moisture damage. Routine maintenance of bathroom sealants contributes to healthier indoor environments and reduces the risk of expensive repairs.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Signs that bathroom recaulking may be needed include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Cracked or peeling sealant <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Discoloration or mold growth <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Gaps between fixtures and surfaces <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l4 level1 lfo2; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Persistent moisture problems <o:p></o:p></span></li>
</ul>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">The Value of Recaulking Services<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Even high-quality sealants eventually reach the end of their lifespan. Exposure to UV rays, rain, freezing temperatures, and building movement can gradually weaken their effectiveness.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Property owners investing in <b><span style="mso-spacerun: yes;"> </span><a href="https://windowcaulkingtoronto.ca/">Recaulking in Bolton</a> </b><span style="mso-spacerun: yes;"> </span>can restore protection around windows, doors, and exterior joints before significant damage occurs. According to Window Caulking Canada, proactive recaulking is one of the most cost-effective methods of preserving a property's integrity. <o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Advantages of recaulking include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Enhanced weather resistance <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Improved insulation performance <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Reduced maintenance costs <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Prevention of water infiltration <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Increased property longevity <o:p></o:p></span></li>
</ul>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Why Exterior Caulking Matters<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Exterior surfaces constantly endure harsh environmental conditions. Rain, snow, wind, and temperature fluctuations can gradually create openings that compromise a building's protective envelope.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Homeowners choosing </span><a href="https://windowcaulkingtoronto.ca/"><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Exterior caulking in Downsview</span></b></a><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> </span></b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><span style="mso-spacerun: yes;"> </span>help safeguard their properties against moisture intrusion and air leakage. Exterior caulking is commonly applied around windows, doors, siding transitions, masonry joints, and other vulnerable areas.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Benefits of exterior caulking include:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Improved energy efficiency <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Reduced water damage risks <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Protection against pests <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Better structural preservation <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Enhanced property appearance <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Regular inspections help identify areas requiring maintenance before serious issues develop.<o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Patio Door Sealing for Greater Efficiency<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Patio doors are frequently used access points that experience ongoing wear and exposure to changing weather conditions. As seals deteriorate, drafts and leaks may begin to affect indoor comfort.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Professional <b><span style="mso-spacerun: yes;"> </span></b></span><a href="https://windowcaulkingtoronto.ca/"><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Patio door caulking in Etobicoke</span></b></a><b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> </span></b><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><span style="mso-spacerun: yes;"> </span>helps eliminate gaps that allow outdoor air and moisture to enter the home. Proper sealing supports improved insulation while protecting surrounding materials from deterioration.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Well-maintained patio door seals contribute to:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Reduced heat loss <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Better climate control <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Improved comfort levels <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Protection against water infiltration <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l5 level1 lfo5; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Lower utility expenses <o:p></o:p></span></li>
</ul>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Professional Application Delivers Better Results<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Although some homeowners attempt DIY caulking projects, professional services often provide more durable and aesthetically pleasing outcomes. Experienced technicians understand which sealants work best for specific applications and environmental conditions.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Professional installation typically includes:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Removal of deteriorated materials <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Thorough surface preparation <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Selection of appropriate sealants <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Precise application techniques <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Quality inspections <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">These practices help maximize the effectiveness and lifespan of newly applied caulking.<o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Preventing Expensive Repairs<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">One of the greatest advantages of timely caulking maintenance is its ability to prevent major repair costs. Small cracks and gaps can quickly evolve into significant problems if left untreated.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Regular maintenance helps homeowners avoid:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo7; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Mold remediation expenses <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo7; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Structural water damage <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo7; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Increased energy costs <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo7; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Premature material deterioration <o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l2 level1 lfo7; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Interior finish damage <o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Preventative maintenance remains one of the most affordable ways to preserve a home's value and functionality.<o:p></o:p></span></p>
<h2><span style="font-size: 12.0pt; font-family: 'Georgia','serif';">Conclusion<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Professional caulking services provide long-term protection against moisture intrusion, air leakage, and weather-related damage. Whether addressing aging window seals, bathroom fixtures, exterior joints, or patio doors, proper caulking contributes significantly to a home's efficiency and durability.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia','serif'; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Investing in quality caulking solutions today helps homeowners reduce maintenance expenses, improve indoor comfort, and safeguard their properties for years to come. With routine inspections and timely recaulking, GTA homeowners can enjoy stronger protection and greater peace of mind throughout every season.<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 115%; font-family: 'Georgia','serif';"><o:p> </o:p></span></p>]]> </content:encoded>
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<title>Patent Drawing Services: The Secret Weapon Behind Stronger Patent Applications</title>
<link>https://news.bangboxonline.com/patent-drawing-services-the-secret-weapon-behind-stronger-patent-applications-71224</link>
<guid>https://news.bangboxonline.com/patent-drawing-services-the-secret-weapon-behind-stronger-patent-applications-71224</guid>
<description><![CDATA[ Get accurate patent drawing services that meet USPTO and international standards. Clear, compliant visuals that enhance claim clarity and support faster examination outcomes. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30ec2165cd3.jpg" length="58619" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:24:41 +0500</pubDate>
<dc:creator>Patentmaniac-2</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s fiercely competitive innovation landscape, a groundbreaking idea is only as strong as the way it is presented. Inventors and businesses are racing against time to secure intellectual property rights before competitors seize similar opportunities. That is why professional <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.patentmaniac.com/design-patent-drawings.html"><b>patent drawing services</b></a></span></strong> have become an essential part of the patent filing process. Precise, compliant, and visually compelling drawings can transform complex inventions into clear representations that patent examiners can easily understand. Missing this critical step can mean delays, objections, or even lost opportunities.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Professional Patent Illustrations Matter More Than Ever<o:p></o:p></b></p>
<p class="MsoNormal">A patent application is far more than written descriptions and technical claims. Patent drawings serve as the visual foundation that supports the invention’s functionality and uniqueness. High-quality illustrations eliminate ambiguity and help communicate intricate details with exceptional clarity. Professional draftsmen understand strict patent office requirements and create figures that meet exact standards. This level of precision significantly improves the overall quality of an application and strengthens its professional appearance from the very first review.<o:p></o:p></p>
<p class="MsoNormal"><b>Gain a Competitive Edge Before It’s Too Late<o:p></o:p></b></p>
<p class="MsoNormal">The pace of innovation has never been faster. Every day, new products, technologies, and processes enter the market, creating an environment where timing is everything. Businesses that invest in expert <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">patent drawing services</span></strong> position themselves ahead of the competition by presenting their inventions in the clearest possible manner. Accurate visual documentation reduces misunderstandings and helps showcase the true value of an invention. The result is a stronger application that stands out when it matters most.<o:p></o:p></p>
<p class="MsoNormal"><b>The Hidden Advantage of Comprehensive Patent Research<o:p></o:p></b></p>
<p class="MsoNormal">While exceptional drawings are vital, smart innovators know that patent success requires a broader strategy. Conducting an <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">invalidity search for patents</span></strong> can reveal crucial information about existing intellectual property and potential challenges. This process helps identify prior art and weaknesses in competing patents, allowing businesses to make more informed decisions. Combining strong research with professionally prepared patent illustrations creates a powerful foundation for protecting innovation and reducing uncertainty.<o:p></o:p></p>
<p class="MsoNormal"><b>Precision, Compliance, and Speed in One Complete Solution<o:p></o:p></b></p>
<p class="MsoNormal">The most successful patent applications rely on a combination of technical accuracy and regulatory compliance. Patent professionals understand how even minor errors can create costly setbacks. Detailed drawings prepared according to official standards help streamline the examination process and reduce the likelihood of unnecessary revisions. <b><a href="https://www.patentmaniac.com/">PatentManiac</a></b> delivers solutions designed to help inventors move forward with confidence while maintaining the highest standards of quality and precision.<o:p></o:p></p>
<p class="MsoNormal"><b>Capture Attention and Maximize Patent Value<o:p></o:p></b></p>
<p class="MsoNormal">A remarkable invention deserves remarkable presentation. Patent examiners review countless applications, making clarity a critical factor in standing out. Professionally prepared drawings highlight essential components, demonstrate functionality, and communicate innovation in a visually effective manner. This enhanced presentation can increase the perceived strength of an application and contribute to a smoother review experience. When every detail matters, professional expertise becomes an invaluable asset.<o:p></o:p></p>
<p class="MsoNormal"><b>Strengthen Your Intellectual Property Strategy<o:p></o:p></b></p>
<p class="MsoNormal">Forward-thinking organizations recognize that patents are strategic business assets. Protecting those assets requires more than filing paperwork. An effective intellectual property strategy often includes detailed technical illustrations, market awareness, and targeted research efforts. An <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://www.patentmaniac.com/patent-validation-and-invalidation-search.html"><b>invalidity search for patents</b></a></span></strong> provides valuable insights that can help businesses assess risks, uncover opportunities, and refine their approach. When combined with expert patent preparation, these insights can significantly improve long-term outcomes.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Inventors Trust Experienced Professionals<o:p></o:p></b></p>
<p class="MsoNormal">Navigating patent requirements without expert support can be overwhelming. Regulations, formatting standards, and technical specifications leave little room for error. Experienced professionals understand these complexities and help transform innovative concepts into submission-ready materials. PatentManiac works to simplify this process by providing reliable support that helps inventors focus on innovation rather than administrative challenges. The result is a more efficient path toward intellectual property protection.<o:p></o:p></p>
<p class="MsoNormal"><b>The Cost of Waiting Could Be Greater Than You Think<o:p></o:p></b></p>
<p class="MsoNormal">Every moment spent delaying patent preparation can create additional risks. Competitors continue developing new solutions, markets evolve rapidly, and opportunities can disappear unexpectedly. Investing in professional <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">patent drawing services</span></strong> helps ensure that inventions are presented accurately and professionally from the start. Taking action early can prevent costly revisions, accelerate progress, and improve overall confidence throughout the patent journey.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.patentmaniac.com/patent-landscape-analysis.html">landscape analysis patent</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.patentmaniac.com/freedom-to-operate-clearance-search.html">fto search report sample</a></span><span style="mso-tab-count: 1;">            </span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.patentmaniac.com/patentability-search.html">novelty search patent</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>A Massive Opportunity You Cannot Afford to Miss</title>
<link>https://news.bangboxonline.com/a-massive-opportunity-you-cannot-afford-to-miss</link>
<guid>https://news.bangboxonline.com/a-massive-opportunity-you-cannot-afford-to-miss</guid>
<description><![CDATA[ Find trusted UK mobile phone wholesalers offering affordable prices on bulk orders. Ideal for retailers, resellers, and businesses seeking quality devices with flexible quantities, fast shipping, and reliable service to meet various business needs. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30e4ee90266.jpg" length="33053" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:23:23 +0500</pubDate>
<dc:creator>Mobile Wholesale</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">The mobile phone market is moving at an incredible pace, and businesses that act quickly are capturing remarkable profits. Whether you operate a retail store, an online marketplace, or a growing distribution network, finding dependable <b style="mso-bidi-font-weight: normal;"><a href="https://mobileswholesale.co.uk/">Uk Mobile Phone Wholesalers</a></b> can be the key to unlocking unprecedented success. Every day, thousands of customers search for affordable smartphones, creating endless opportunities for businesses prepared to meet demand with the right inventory at the right price.<br><br><b style="mso-bidi-font-weight: normal;">Why Demand for Mobile Devices Continues to Skyrocket</b><br>Smartphones have become an essential part of modern life. Consumers rely on them for communication, entertainment, business, education, and everyday convenience. This constant demand creates an exciting marketplace filled with potential for retailers and resellers. Businesses that maintain a strong inventory position can capitalize on repeat purchases, device upgrades, and growing customer expectations.<br>As competition intensifies, having access to quality products and competitive pricing becomes more important than ever. Those who secure reliable supply channels today are positioning themselves for stronger growth tomorrow.<br><br><b style="mso-bidi-font-weight: normal;">The Power of Buying in Bulk</b><br>One of the smartest strategies in the industry is sourcing Used Phones Wholesale to maximize profitability while meeting consumer demand for affordable devices. Many customers actively seek high-quality pre-owned phones that deliver exceptional value without the premium price tag of brand-new models.<br>Bulk purchasing creates opportunities to increase margins, improve inventory selection, and offer customers more attractive pricing. Instead of struggling with limited stock and inconsistent sourcing, businesses can focus on expanding their reach and increasing sales volume.<br><br><b style="mso-bidi-font-weight: normal;">Partner With a Supplier That Understands Your Goals</b><br>Success depends on more than just purchasing products. It requires a dependable partner that understands market demands and helps businesses operate efficiently. Mobiles Wholesale has become a trusted source for businesses seeking consistent access to quality mobile devices and competitive wholesale solutions.<br><br>Working with an experienced supplier can streamline operations, reduce sourcing challenges, and provide greater confidence when managing inventory. These advantages can make a substantial difference in a highly competitive market.<br><br><b style="mso-bidi-font-weight: normal;">Stay Ahead of Competitors With Better Inventory Access</b><br>The businesses that thrive are often the ones that maintain access to the products customers want most. Inventory shortages can lead to lost sales, frustrated customers, and missed opportunities. Having a dependable source of mobile devices allows retailers to respond quickly to changing market trends.<br>Reliable stock availability means you can continue serving customers even during periods of high demand. This consistency strengthens customer trust and helps establish your business as a preferred destination for mobile phone purchases.<br><br><b style="mso-bidi-font-weight: normal;">Unlock Exceptional Value Through Strategic Sourcing</b><br>The demand for affordable smartphones continues to grow, making Used Phones Wholesale an increasingly attractive option for businesses of all sizes. Customers appreciate the balance between affordability and performance, while retailers benefit from stronger margins and broader product offerings.<br>Strategic sourcing enables businesses to diversify their inventory and attract a wider audience. Whether serving budget-conscious shoppers or customers seeking premium devices at reduced prices, having multiple options available can significantly increase revenue opportunities.<br><br><b style="mso-bidi-font-weight: normal;">Accelerate Business Growth Faster Than Ever</b><br>Growth often comes down to having the right products available when customers are ready to buy. This is where professional Uk Mobile Phone Wholesalers provide a major advantage. By ensuring access to sought-after devices and dependable supply chains, businesses can focus on expanding their customer base rather than worrying about inventory challenges.The ability to scale quickly creates exciting opportunities for online sellers, retailers, and entrepreneurs looking to establish a stronger presence in the market. Every successful transaction builds momentum for future growth.<br><br><b style="mso-bidi-font-weight: normal;">Create More Sales With Competitive Pricing</b><br>Price remains one of the biggest factors influencing customer purchasing decisions. Businesses that secure products at favorable rates are better positioned to offer attractive deals without sacrificing profitability.<br>Mobiles Wholesale helps businesses gain access to pricing structures that support long-term success. Lower acquisition costs can translate into stronger margins, increased promotional opportunities, and a greater ability to compete in crowded marketplaces. These advantages can help businesses stand out and attract more loyal customers.<br><br><b style="mso-bidi-font-weight: normal;">Take Advantage of a Rapidly Expanding Market</b><br>The mobile phone industry continues to evolve, presenting new opportunities for ambitious retailers and resellers. Demand remains strong across multiple customer segments, from individuals seeking affordable devices to businesses purchasing phones in larger quantities.<br>Investing in <b style="mso-bidi-font-weight: normal;"><a href="https://mobileswholesale.co.uk/">Used Phones Wholesale</a></b> inventory allows businesses to participate in one of the fastest-growing areas of the market. As more consumers recognize the value of pre-owned devices, retailers who act now can establish a powerful competitive position before the market becomes even more crowded.<br><br><b style="mso-bidi-font-weight: normal;">The Time to Act Is Right Now</b><br>Opportunities in the mobile phone sector move quickly, and waiting too long can mean losing ground to competitors. Businesses that secure reliable partnerships and dependable inventory sources today are preparing themselves for greater profitability tomorrow.<br>Mobiles Wholesale continues to support businesses looking for quality products, efficient service, and scalable solutions. Whether you are expanding an existing operation or launching a new venture, working with trusted Uk Mobile Phone Wholesalers can provide the foundation needed for sustained success.<br><br><b style="mso-bidi-font-weight: normal;">Build a Stronger Future for Your Business</b><br>The path to higher profits, greater customer satisfaction, and long-term growth starts with smarter sourcing decisions. Reliable inventory, competitive pricing, and consistent product availability can transform the way a business operates and grows.<br>Now is the perfect time to strengthen your inventory strategy, capture new customers, and increase revenue potential. Businesses that move decisively today can position themselves for remarkable success in the rapidly expanding mobile phone marketplace.<br><br><b style="mso-bidi-font-weight: normal;">Read more information:<br><a href="https://mobileswholesale.co.uk/">Bulk Mobiles</a><br><a href="https://mobileswholesale.co.uk/">Mobiles phones factory</a><br><a href="https://mobileswholesale.co.uk/">Used Mobile Phone Wholesalers</a></b><o:p></o:p></p>]]> </content:encoded>
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<title>Patentability Searches: The Critical First Step Toward Securing a Powerful Patent</title>
<link>https://news.bangboxonline.com/patentability-searches-the-critical-first-step-toward-securing-a-powerful-patent</link>
<guid>https://news.bangboxonline.com/patentability-searches-the-critical-first-step-toward-securing-a-powerful-patent</guid>
<description><![CDATA[ Our patentability searches evaluate novelty and inventive step before filing. Reduce rejection risks, uncover prior art, and gain strategic insights to move forward confidently with your patent application. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30e8e78cb06.jpg" length="88842" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 11:11:04 +0500</pubDate>
<dc:creator>Patentmaniac-2</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Every groundbreaking invention begins with a bold idea. But before investing valuable time, money, and resources into a patent application, there is one essential step that can make or break your success<b>: <a href="https://www.patentmaniac.com/patentability-search.html">patentability searches</a></b>. Ignoring this crucial process can lead to costly surprises, rejected applications, and missed opportunities. In today's fiercely competitive innovation landscape, inventors and businesses simply cannot afford to move forward blindly.<o:p></o:p></p>
<p class="MsoNormal">The reality is simple—an invention may seem completely unique until hidden prior art reveals otherwise. That's why smart innovators act early, gather the right information, and position themselves for victory before filing. The difference between a successful patent strategy and an expensive setback often comes down to preparation.<o:p></o:p></p>
<p class="MsoNormal"><b>The Hidden Risks of Filing Without Proper Research<o:p></o:p></b></p>
<p class="MsoNormal">Many inventors rush into the patent process with excitement and optimism. Unfortunately, excitement alone does not guarantee approval. Patent offices examine thousands of applications and compare them against existing technologies, publications, and previously filed patents.<o:p></o:p></p>
<p class="MsoNormal">Without comprehensive patentability searches, applicants risk investing heavily in applications that may face significant obstacles. Unexpected prior art can weaken claims, delay approvals, or even eliminate the possibility of obtaining meaningful protection altogether. What appears to be a revolutionary breakthrough could already exist in some form somewhere in the world.<o:p></o:p></p>
<p class="MsoNormal">This is precisely why professional research has become an indispensable component of modern intellectual property strategy.<o:p></o:p></p>
<p class="MsoNormal"><b>Unlock Greater Confidence Before You File<o:p></o:p></b></p>
<p class="MsoNormal">Imagine moving forward with complete clarity about the competitive landscape surrounding your invention. Detailed patent research helps identify relevant references, evaluate novelty, and uncover opportunities to strengthen patent claims before submission.<o:p></o:p></p>
<p class="MsoNormal">When innovators understand existing technologies, they gain the power to refine their inventions, improve patent positioning, and increase the likelihood of favorable outcomes. Instead of relying on assumptions, they make informed decisions backed by data and expert analysis.<o:p></o:p></p>
<p class="MsoNormal">This level of insight transforms uncertainty into confidence and allows inventors to pursue protection with a strategic advantage.<o:p></o:p></p>
<p class="MsoNormal"><b>Discover the Advantage of Expert Patent Intelligence<o:p></o:p></b></p>
<p class="MsoNormal">The strongest patent strategies are built on thorough investigation and precise analysis. Professional search specialists dive deep into global databases, uncovering critical information that may not be easily visible through basic online research.<o:p></o:p></p>
<p class="MsoNormal">At PatentManiac, clients gain access to comprehensive search methodologies designed to reveal valuable insights before major filing decisions are made. By identifying potential challenges early, innovators can avoid unnecessary expenses and focus their resources where they matter most.<o:p></o:p></p>
<p class="MsoNormal">In a marketplace where innovation moves at lightning speed, access to reliable patent intelligence can create a remarkable competitive edge.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Businesses Are Prioritizing Freedom-to-Operate Analysis<o:p></o:p></b></p>
<p class="MsoNormal">Securing a patent is only one piece of the puzzle. Companies must also understand whether their products may infringe upon existing rights held by others. This is where freedom-to-operate evaluations become incredibly valuable.<o:p></o:p></p>
<p class="MsoNormal">Many organizations actively review an <b><a href="https://www.patentmaniac.com/freedom-to-operate-clearance-search.html">fto search report sample</a></b> to better understand the depth and structure of professional analyses. These reports provide clarity regarding potential risks, helping decision-makers navigate commercialization with greater confidence.<o:p></o:p></p>
<p class="MsoNormal">For startups, manufacturers, and technology companies, understanding market risks before launch can prevent costly legal disputes and protect long-term growth.<o:p></o:p></p>
<p class="MsoNormal"><b>Turn Uncertainty Into Opportunity<o:p></o:p></b></p>
<p class="MsoNormal">Innovation rewards those who act strategically. Every day that passes without proper research creates the possibility of unexpected challenges emerging later in the process. Delays, redesigns, and legal complications can consume resources at an alarming rate.<o:p></o:p></p>
<p class="MsoNormal">A well-executed patentability searches process helps uncover opportunities that might otherwise remain hidden. It can reveal areas where claims may be strengthened, identify competing technologies, and provide valuable direction for future development efforts.<o:p></o:p></p>
<p class="MsoNormal">Rather than reacting to problems after they appear, innovators gain the ability to anticipate challenges and move forward with purpose.<o:p></o:p></p>
<p class="MsoNormal"><b>The Growing Demand for Comprehensive Patent Support<o:p></o:p></b></p>
<p class="MsoNormal">As competition intensifies across industries, businesses are becoming increasingly proactive about intellectual property protection. Investors, partners, and stakeholders often expect thorough due diligence before major commitments are made.<o:p></o:p></p>
<p class="MsoNormal">Reviewing an fto search report sample can offer useful insight into how risks are assessed and documented during commercialization planning. These evaluations contribute to stronger business decisions and create a foundation for sustainable growth.<o:p></o:p></p>
<p class="MsoNormal">Organizations that prioritize preparation frequently position themselves ahead of competitors who rely on assumptions and incomplete information.<o:p></o:p></p>
<p class="MsoNormal"><b>Accelerate Your Path to Market Success<o:p></o:p></b></p>
<p class="MsoNormal">Timing can be everything in the innovation economy. Delays in research and planning can allow competitors to gain ground while valuable opportunities slip away. The sooner inventors understand the patent landscape, the sooner they can make informed decisions about filing, development, and market entry.<o:p></o:p></p>
<p class="MsoNormal"><b><a href="https://www.patentmaniac.com/">PatentManiac</a></b> helps innovators streamline this process through professional analysis, actionable insights, and a commitment to supporting strong intellectual property strategies. With expert guidance, inventors can focus on bringing their ideas to life while reducing uncertainty along the way.<o:p></o:p></p>
<p class="MsoNormal">Every invention has potential, but potential alone is not enough. Strategic preparation is what transforms ideas into protected assets.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Action Before Someone Else Does<o:p></o:p></b></p>
<p class="MsoNormal">The race to innovation never slows down. Competitors are constantly developing new technologies, filing applications, and expanding their intellectual property portfolios. Waiting too long can create unnecessary risks and missed opportunities.<o:p></o:p></p>
<p class="MsoNormal">Whether you're evaluating a new invention, reviewing an fto search report sample for strategic planning, or seeking comprehensive patentability searches to strengthen your filing approach, now is the time to act. PatentManiac provides the expertise and insight needed to help innovators make smarter decisions and pursue protection with confidence.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-family: 'Arial',sans-serif;"><a href="https://www.patentmaniac.com/design-patent-drawings.html">design patent drawings</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.patentmaniac.com/patent-validation-and-invalidation-search.html">patent invalidity search</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://www.patentmaniac.com/design-patent-drawings.html">patent drawing company</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>The Smart Choice for Fast&#45;Growing Retailers</title>
<link>https://news.bangboxonline.com/the-smart-choice-for-fast-growing-retailers</link>
<guid>https://news.bangboxonline.com/the-smart-choice-for-fast-growing-retailers</guid>
<description><![CDATA[ Connect with a reliable wholesale mobile phone dealer offering affordable bulk prices for resellers, retailers, and businesses. Enjoy quality devices, flexible order quantities, secure delivery, and excellent customer support for all wholesale mobile needs. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30e4ee90266.jpg" length="33053" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 10:54:04 +0500</pubDate>
<dc:creator>Mobile Wholesale</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s highly competitive mobile market, finding the right supplier can make the difference between ordinary growth and extraordinary success. If you are searching for a <b style="mso-bidi-font-weight: normal;"><a href="https://mobileswholesale.co.uk/">Wholesale Mobile Phone Dealer</a></b> that delivers exceptional value, premium products, and reliable service, your search ends here. The demand for smartphones continues to surge, creating an incredible opportunity for retailers, resellers, and online sellers to maximize profits. The businesses that act quickly are often the ones that secure the best deals and stay ahead of their competitors.<br><br><b style="mso-bidi-font-weight: normal;">Why Wholesale Purchasing Is Transforming the Industry</b><br>The mobile phone industry is evolving at an astonishing pace. Customers expect the latest devices, competitive pricing, and immediate availability. Buying inventory at retail prices can significantly reduce profit margins and limit growth potential. This is why successful businesses are turning to Cell Phones at Wholesale prices to gain a powerful competitive edge.<br>By purchasing in bulk, retailers can access better pricing structures, increase inventory flexibility, and create attractive offers that drive customer demand. This approach not only boosts profitability but also helps businesses respond quickly to market trends.<br><br><b style="mso-bidi-font-weight: normal;">Experience the Advantage of Working with Industry Experts</b><br>Choosing the right supplier is one of the most important decisions a business can make. A trusted partner provides more than products—they provide confidence, consistency, and long-term value. Mobiles Wholesale has established a reputation for helping businesses access high-quality devices while maintaining competitive pricing.<br>From startups entering the mobile phone market to established retailers expanding their product lines, businesses benefit from streamlined sourcing solutions designed to simplify inventory management and improve operational efficiency.<br><br><b style="mso-bidi-font-weight: normal;">Massive Savings That Can Transform Your Bottom Line</b><br>Imagine having access to some of the most sought-after smartphones without paying inflated retail costs. That is the advantage of sourcing <b style="mso-bidi-font-weight: normal;"><a href="https://mobileswholesale.co.uk/">Cell Phones at Wholesale</a></b> rates. The savings generated through bulk purchasing can be reinvested into marketing campaigns, business expansion, customer acquisition, or inventory diversification.<br>These cost advantages create opportunities for retailers to offer attractive promotions, increase sales volume, and build stronger customer loyalty. In an industry where pricing often determines buying decisions, every advantage matters.<br><br><b style="mso-bidi-font-weight: normal;">Access Popular Devices Customers Are Actively Seeking</b><br>Customer demand never stops evolving. New releases, upgraded features, and emerging technologies continuously shape purchasing behavior. Businesses that maintain a diverse and updated inventory are better positioned to attract and retain customers.<br>Working with a reliable supplier ensures access to a wide selection of devices that appeal to different customer segments. Whether targeting budget-conscious buyers or premium smartphone enthusiasts, having the right products available at the right time can dramatically increase sales potential.<br><br><b style="mso-bidi-font-weight: normal;">Speed, Reliability, and Consistency Matter More Than Ever</b><br>One of the biggest challenges retailers face is maintaining a steady flow of inventory. Delays, shortages, and inconsistent supply chains can negatively impact revenue and customer satisfaction. This is where a dependable Wholesale Mobile Phone Dealer becomes an invaluable asset.<br>Fast order processing, dependable stock availability, and professional support help businesses avoid disruptions and maintain smooth operations. When customers know they can rely on your business for the latest devices, they are more likely to become repeat buyers.<br><br><b style="mso-bidi-font-weight: normal;">Create a Competitive Advantage That Drives Growth</b><br>Success in the mobile phone industry requires more than simply selling products. It requires strategic sourcing, intelligent pricing, and dependable partnerships. <b style="mso-bidi-font-weight: normal;"><a href="https://mobileswholesale.co.uk/">Mobiles Wholesale</a></b> empowers businesses with solutions that support sustainable growth while helping them stay competitive in a rapidly changing market.<br>Retailers who leverage wholesale purchasing often discover new opportunities to expand product offerings, increase customer satisfaction, and improve profitability. These advantages can create a strong foundation for long-term success.<br><br><b style="mso-bidi-font-weight: normal;">The Perfect Time to Scale Your Business Is Right Now</b><br>Market opportunities do not wait. Every day, consumers purchase smartphones for work, entertainment, communication, and education. Businesses that move quickly can capitalize on this demand and secure a stronger position within the marketplace.Accessing Cell Phones at Wholesale pricing allows retailers to stock more products, serve more customers, and generate greater revenue potential. Waiting too long may mean missing opportunities that competitors are already pursuing.<br><br><b style="mso-bidi-font-weight: normal;">Partner With a Supplier Focused on Your Success</b><br>The most successful businesses understand the value of choosing partners who are committed to helping them grow. Mobiles Wholesale offers access to quality devices, competitive pricing, and reliable service that supports business expansion and customer satisfaction.<br>Whether you are launching a new retail operation, scaling an online store, or strengthening an existing business, working with an experienced Wholesale Mobile Phone Dealer can provide the momentum needed to achieve your goals faster than ever before.<br><br><b style="mso-bidi-font-weight: normal;">Take the Next Step Toward Bigger Profits</b><br>The mobile phone market continues to present remarkable opportunities for ambitious businesses. The combination of growing demand, bulk purchasing advantages, and strategic supplier partnerships creates a powerful formula for success. Mobiles Wholesale helps businesses unlock these opportunities through dependable service and exceptional value.<br><b style="mso-bidi-font-weight: normal;">Read more information:<br><a href="https://mobileswholesale.co.uk/">Iphone Wholesalers Uk</a><br><a href="https://mobileswholesale.co.uk/">Mobile Phone Wholesale Manchester</a><br><a href="https://mobileswholesale.co.uk/">Refurbished Phone Wholesale</a></b><o:p></o:p></p>]]> </content:encoded>
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<title>Connecting Like&#45;Minded Singles Through Exclusive Dating Services</title>
<link>https://news.bangboxonline.com/connecting-like-minded-singles-through-exclusive-dating-services</link>
<guid>https://news.bangboxonline.com/connecting-like-minded-singles-through-exclusive-dating-services</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30e433166ee.jpg" length="63467" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 10:50:49 +0500</pubDate>
<dc:creator>uklalyrics</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr" style="text-align: justify;"><span>Modern professionals often spend years building careers, managing teams, attending meetings, and traveling for work. With packed schedules and constant responsibilities, personal relationships can easily move to the background. That is why many professionals now turn to </span><a href="https://delmontinternational.com/"><span>dating services for executives</span></a><span> to find genuine connections without wasting time on endless swiping or mismatched introductions.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Executive dating services are designed specifically for ambitious individuals who value privacy, compatibility, and efficiency. Instead of relying on random online matches, these services focus on quality introductions based on lifestyle, goals, personality, and long-term relationship expectations.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Executives Face Challenges With Conventional Dating</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Success at work usually means busy days. Long meetings happen, then trips across time zones follow. Dating apps? They sit unused - too slow, too messy for packed calendars.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Some folks working full time notice apps for relaxed relationships often bring irritation instead of connection. Because mismatched goals show up so much, chatting turns into a chore. Fake accounts pop up regularly, draining energy fast. Talking too much without real interest feels heavy after a while. Enjoyment slips away when effort outweighs outcome.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Executives find relief through dating platforms built just for them - these services craft tailored connections. Matching happens with care, shaped around how someone works, lives, their ambitions in love. Not random sparks, but thoughtful fits take center stage here. Goals matter. Routines get considered. The pace stays human.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Executive Dating Services How They Stand Out</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Matchmaking at the executive level works nothing like regular dating apps. Rather than just using computer formulas, some experts spend real hours learning who you are.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Most of these services come with features like:</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Personalized Matchmaking</span></h3>
<p dir="ltr" style="text-align: justify;"><span>A person who sets others up on dates gets to know what they’re like, what excites them, past relationships, and where they see themselves going. Because of that deep understanding, pairings tend to fit better than those made by computers alone.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Privacy and Confidentiality</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Most top-tier professionals value privacy. Those in leadership roles, entrepreneurs, even well-known individuals - privacy matters when it comes to personal relationships. Public platforms tend to expose too much; that becomes a concern. From start to finish, elite matchmaking handles details with care.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Quality Over Quantity</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Instead of showing endless unfamiliar faces, top-tier matchmakers offer fewer connections - each one carefully chosen to fit. A good match matters more than sheer quantity when finding someone who truly aligns.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Time Efficiency</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Mornings rush by too fast for long chats or clumsy meetups. Because matchmakers sort through possibilities, hours stay protected.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Executive Dating Service Advantages</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Professional matchmaking offers several advantages for career-focused individuals seeking long-term relationships.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Better Compatibility</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Matchmaking at the executive level digs deeper than first impressions. Values matter just as much as how someone talks, what drives them shapes the path ahead, long-term goals guide who gets introduced to whom. Real connections grow more likely when these pieces align.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Reduced Dating Stress</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Surprisingly few people handle today’s dating apps without stress piling up. When choices get sorted through a clear system, confusion often slips away - dating begins feeling simpler instead.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Access to Serious Singles</span></h3>
<p dir="ltr" style="text-align: justify;"><span>People running high-end dating platforms often seek serious connections. Because of that, the atmosphere tends to stay clear of games and distractions.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Professional Guidance</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Some programs offer guidance on dating along with honest reviews and insights about connections. Because of this, people often learn to talk more clearly while growing closer to others.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Flexible Scheduling</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Some days start early for leaders at big companies. Because of that, planners step in to line up meetings and evenings when time allows.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>People Who Use Executive Matchmaking Services</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Executives aren’t the only ones who turn to high-end dating help - mid-level managers do too. Busy professionals like lawyers often sign up, seeking time-efficient options. Doctors join these networks when long shifts limit social chances. Founders of growing startups find them useful during intense work phases. Even senior engineers at tech firms give them a try after repeated schedule clashes. High-pressure jobs make traditional dating tough - that’s where tailored support steps in.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Professionals Commonly Using These Services</span></h3>
<ul style="text-align: justify;">
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Business owners</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Corporate executives</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Entrepreneurs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Lawyers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Doctors</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Financial professionals</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Senior managers</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Consultants</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Tech leaders</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>High-income professionals</span></p>
</li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>Life choices tend to line up when goals and daily routines look alike across people. Matching outlooks on what comes next smooth out how well they fit together.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>How Matchmaking Works</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Some firms move fast, others take their time - yet nearly all leadership </span><a href="https://delmontinternational.com/matchmaking/los-angeles/"><span>matchmakers in LA</span></a><span> </span><span>stick to a clear sequence of steps.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Initial Consultation</span></h3>
<p dir="ltr" style="text-align: justify;"><span>A first step often involves talking one on one. Background comes up, along with daily habits, likes or dislikes, what someone hopes for in a partnership.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Profile Evaluation</span></h3>
<p dir="ltr" style="text-align: justify;"><span>A person who arranges meetings builds a full picture using how someone thinks, what they enjoy doing, yet also checks if two people fit well together.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Candidate Search</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Out of a hand-picked circle of vetted individuals comes a list of possible connections - carefully matched professionals mixed with confirmed single people.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Introductions</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Matched individuals get introduced to select people instead of scrolling profile after profile. A more focused approach replaces the usual search. Picking a few strong options beats wading through piles of data. Specific suggestions come forward without needing to sift endlessly. Attention goes to quality fits right away. Endless swiping fades into the background. Thoughtful pairings take center stage by design.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Feedback and Adjustments</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Once someone meets a new person, either one can share what worked or didn’t. Based on those notes, matchmakers adjust who they suggest next.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Over time, matches get better because of this tailored method.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>What Professionals Value in Relationships</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Most leaders look beyond looks when choosing partners. What matters grows deeper - common beliefs tie people together, while feelings align in quiet ways.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Common Qualities Professionals Prioritize Include:</span></h3>
<ul style="text-align: justify;">
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Emotional maturity</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ambition and motivation</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Strong communication</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Independence</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Respect for career goals</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Shared lifestyle interests</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Long-term compatibility</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Trust and honesty</span></p>
</li>
</ul>
<p dir="ltr" style="text-align: justify;"><span>When work fills most of a person's day, making room for each other helps things go smoothly. Sometimes small shifts in attitude keep everything steady. What matters is seeing where the other stands, without needing proof. A shared rhythm grows when both adjust, not just one. Little allowances create space where trust sticks around.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>The Role of Technology in Executive Dating</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Even though old-school matchmakers still matter, plenty of today’s high-end dating platforms mix personal insight with smart software.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Some tools check habits, character, life rhythm - linking people who fit better together. Instead of meeting in person, quick online talks help those with tight schedules connect early on.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Still, people bring something machines can’t touch. A seasoned matchmaker sees how hearts connect - something code tends to overlook.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>How Executive Dating Services Match Busy Professionals</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Some matchmakers deliver differently than others. Before signing up, it makes sense for career-focused people to look closely at what a company actually provides.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Reputation and Experience</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Start by looking into how the organization began, what it has achieved over time. Its track record often shows up in real experiences people share. Past clients tend to reveal truths through their feedback. What stands out usually appears between the lines of customer comments.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Screening Process</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Checking who people really are matters when building trust. Careful reviews of each person help keep things safe.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Privacy Standards</span></h3>
<p dir="ltr" style="text-align: justify;"><span>For those in leadership roles, keeping details private matters a lot. Public figures often face greater risks if information spreads.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Matchmaking Approach</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Technology drives certain services, yet some prioritize human-led connections. Comfort should guide your pick.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Communication and Support</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Communication never stops when the process is done right, because guidance keeps flowing. Support shows up tailored just for you, since one size fits none. Coaching becomes part of the rhythm, not an afterthought added later.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Personalized Matchmaking Keeps Growing</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Busy lives push some toward different paths than regular dating sites. Because of this shift, executive matchmaking stands out by aiming for deeper connections. What happens next? A slower, clearer approach takes shape instead.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Instead of losing time swiping endlessly, busy people might find better connections through skilled matchmakers who know others with matching priorities. Not everyone needs another app when a thoughtful introduction could lead somewhere real.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Some leaders find the effort pays off since it cuts down on wasted hours, eases stress, while quietly boosting odds of building something real that lasts. Worthwhile.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>Final Thoughts</span></h2>
<p dir="ltr" style="text-align: justify;"><span>Success in work means showing up every day, staying focused, one step at a time. Yet people often forget love needs just as much effort, maybe more. Busy leaders find help through tailored match platforms built for their pace, their standards.</span></p>
<p dir="ltr" style="text-align: justify;"><span>Busy lives need smart solutions. These platforms match people based on real connection, not just timing. Privacy stays strong behind careful systems. Instead of endless swiping, thoughtful picks come through. High standards guide every introduction made. Real talks replace small talk early on. What matters most gets noticed first. Lasting bonds form when effort meets intention. Serious seekers find space to connect here. Time saved turns into moments shared.</span></p>
<h2 dir="ltr" style="text-align: justify;"><span>FAQs</span></h2>
<h3 dir="ltr" style="text-align: justify;"><span>Executive dating services - do they cater solely to those with deep pockets?</span></h3>
<p dir="ltr" style="text-align: justify;"><span>True, plenty of clients earn big salaries. Yet these matchmakers mostly help people swamped with work who want real connections - ones carefully arranged just for them.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>What's the price tag on executive matchmaking services?</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Costs shift a lot based on who you choose, what tier you pick, yet also which features come along. A few platforms have entry-level plans; however, high-end match systems often carry much steeper price tags.</span></p>
<h3 dir="ltr" style="text-align: justify;"><span>Are matches checked before introductions happen?</span></h3>
<p dir="ltr" style="text-align: justify;"><span>Quality control matters just as much as discretion does. Verified access limits unwanted attention. Personal details stay protected through careful processes. Matching improves alongside security steps.</span></p>]]> </content:encoded>
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<title>Estate Attorney Cincinnati Ohio: Trusted Legal Guidance by Shurlaw</title>
<link>https://news.bangboxonline.com/Estate-Attorney-Cincinnati-Ohio%3A-Trusted-Legal-Guidance</link>
<guid>https://news.bangboxonline.com/Estate-Attorney-Cincinnati-Ohio%3A-Trusted-Legal-Guidance</guid>
<description><![CDATA[ Shurlaw is devoted to supplying expert, compassionate, and customer-centered criminal offerings. Their crew knows that estate planning includes touchy non-public and economic alternatives. By means of taking the time to understand each purchaser&#039;s goals, they increase customized answers that offer lasting safety and peace of thoughts. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30dfd665c95.jpg" length="143675" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 10:33:02 +0500</pubDate>
<dc:creator>Shur Law</dc:creator>
<media:keywords>estate attorney cincinnati ohio</media:keywords>
<content:encoded><![CDATA[<div><strong>Trusted legal guidance with the aid of shurlaw</strong><span></span></div>
<div><span>Planning for the destiny is one of the maximum crucial choices you may make for yourself and your family. Whether or not or now not you're getting prepared a will, organising a take delivery of as proper with, or coping with the belongings of a loved one, having the guide of an skilled property legal professional cincinnati ohio ought to make the device smoother and more powerful. Shurlaw is dedicated to supporting people and households guard their property, maintain their legacy, and make sure their needs are completed consistent with the law.</span></div>
<div><strong> </strong></div>
<div><strong>Why assets making plans matters</strong><span></span></div>
<div><span>Belongings making plans isn't always handiest for wealthy people. Absolutely everyone can advantage from having a comprehensive property plan in place. With out right planning, your private home may be dispensed steady with country legal tips in vicinity of your private goals. Assets making plans offers peace of mind through making sure your family are blanketed and your monetary affairs are treated because it ought to be.</span></div>
<div><span> </span></div>
<div><span>An skilled property attorney cincinnati ohio can help create a personalized plan that addresses your particular instances. At shurlaw, clients reap tailor-made jail answers designed to meet each current and destiny needs.</span></div>
<div><strong> </strong></div>
<div><strong>Services offered via shurlaw</strong><span></span></div>
<div><span>Shurlaw gives a wide variety of property planning and probate services <a href="https://shurlaw.com/trusts/"><strong><span data-sheets-root="1">trust lawyer florence </span></strong></a>individuals, families, and commercial business enterprise proprietors. Their legal institution works intently with customers to expand strategies that defend assets and reduce complications.</span></div>
<div>
<p><a href="https://jpcdn.it/img/eb17b3ae023144515da0168f0b124116.jpg"><img src="https://jpcdn.it/img/small/eb17b3ae023144515da0168f0b124116.jpg" border="0" alt="imageye____imgi_65_shur84scalede1738088833443600x625.jpeg" style="display: block; margin-left: auto; margin-right: auto;"></a></p>
</div>
<div><strong>Will education</strong></div>
<div><span>A will is one of the foundational files in any assets plan. It outlines how your house and property ought to be disbursed after your passing. A well drafted will can reduce disputes amongst family participants and simplify the probate gadget.</span></div>
<div><strong> </strong></div>
<div><strong>Accept as true with creation</strong><span></span></div>
<div><span>Trusts provide greater flexibility and manipulate over how belongings are managed and allotted. Relying on your goals, shurlaw can assist set up revocable trusts, irrevocable trusts, unique needs trusts, and different trust arrangements.</span></div>
<div><strong> </strong></div>
<div><strong>Probate control</strong><span></span></div>
<div><span>Whilst a cherished one passes away, navigating probate can be overwhelming. An professional property attorney cincinnati ohio assists executors and beneficiaries via every diploma of the probate gadget, supporting make certain compliance with crook requirements while minimizing pressure.</span></div>
<div><span> </span></div>
<div><strong>Powers of criminal expert</strong></div>
<div><span>A energy of criminal professional allows a relied on man or woman to make monetary or criminal choices to your behalf if you end up not capable to accomplish that. Shurlaw enables customers prepare legally valid files that offer protection in the route of unexpected conditions.</span></div>
<div><strong> </strong></div>
<div><strong>Healthcare directives</strong><span></span></div>
<div><span>Healthcare directives will let you talk your scientific preferences and employ a person to make healthcare alternatives if you become incapacitated. Those documents are essential components of a entire property plan.</span></div>
<div><strong> </strong></div>
<div><strong>Benefits of running with an estate legal professional</strong><span></span></div>
<div><span>Many human beings try and handle assets making plans on their personal the use of on-line paperwork. But, assets prison suggestions can be complex, and even small mistakes can also additionally create great troubles later. Operating with a licensed belongings attorney cincinnati ohio gives numerous important blessings.</span></div>
<div><strong> </strong></div>
<div><strong>Custom designed criminal recommendation</strong><span></span></div>
<div><span>Every own family scenario is precise. An prison expert evaluates your private home, family shape, and lengthy-term desires to broaden a customized method.</span></div>
<div><strong> </strong></div>
<div><strong>Crook compliance</strong><span></span></div>
<div><span>Estate planning documents need to examine ohio legal guidelines to be legally enforceable. Expert crook steerage allows make sure accuracy and validity.</span></div>
<div><strong> </strong></div>
<div><strong>Asset protection</strong><span></span></div>
<div><span>Strategic making plans can assist guard assets from needless taxes, creditors, and ability criminal disputes.</span></div>
<div><strong> </strong></div>
<div><strong>Own family peace of mind</strong><span></span></div>
<div><span>Easy commands and well prepared documents reduce confusion and battle amongst family contributors sooner or later of difficult times.</span></div>
<div><strong> </strong></div>
<div><strong>Assets making plans for industrial agency owners</strong><span></span></div>
<div><span>Employer owners face unique challenges while making plans their estates. Without proper succession planning, a industrial organisation may also moreover face uncertainty or disruption after an owner's death or incapacity.</span></div>
<div><span> </span></div>
<div><span>Shurlaw lets in industrial business enterprise owners create complete plans that address possession transitions, control succession, tax issues, and asset protection techniques. An skilled estate legal professional cincinnati ohio can assist make sure the continuity and lengthy-term achievement of your agency.</span></div>
<div><strong> </strong></div>
<div><strong>Not unusual estate planning errors</strong><span></span></div>
<div><strong>Many people delay estate planning or make essential mistakes that would have an impact on their cherished ones. A few commonplace errors encompass:</strong></div>
<div><strong> </strong></div>
<div><span>Failing to create a will.</span></div>
<div><span>Not updating documents after fundamental life events.</span></div>
<div><span>Overlooking beneficiary designations.</span></div>
<div><span>Ignoring tax implications.</span></div>
<div><span>Deciding on irrelevant executors or trustees.</span></div>
<div><span>Failing to set up healthcare directives.</span></div>
<div><span> </span></div>
<div><span>Operating with shurlaw enables customers keep away from those troubles at the same time as developing an intensive and legally sound belongings plan.</span></div>
<div></div>
<div><strong>When want to you replace your private home plan?</strong></div>
<div><strong>Estate plans should be reviewed periodically to ensure they keep to mirror your goals and situations. Most vital lifestyles events often require updates, including:</strong></div>
<div><span> </span></div>
<div><span>Marriage or divorce.</span></div>
<div><span>Starting or adoption of kids.</span></div>
<div><span>Big modifications in property.</span></div>
<div><span>Business enterprise ownership modifications.</span></div>
<div><span>Relocation to another nation.</span></div>
<div><span>Modifications in tax legal guidelines.</span></div>
<div><span> </span></div>
<div><span>A depended on property lawyer cincinnati ohio can evaluate your present documents and suggest vital updates to hold your plan cutting-edge.</span></div>
<div><strong> </strong></div>
<div><strong>Why choose shurlaw?</strong><span></span></div>
<div><span>Shurlaw is devoted to supplying expert, compassionate, and customer-centered criminal offerings. Their crew knows that estate planning includes touchy non-public and economic alternatives. By means of taking the time to understand each purchaser's goals, they increase customized answers that offer lasting safety and peace of thoughts.</span></div>
<div><span> </span></div>
<div><span>Customers pick shurlaw due to their determination to customized service, interest to element, and large know-how of belongings making plans and probate law. Whether or not you need a clean will or a complete property technique, their prison crew is prepared to help.</span></div>
<div>
<p><a href="https://jpcdn.it/img/bc2c04aaa21706b3d3933f9eb981d90f.jpg"><img src="https://jpcdn.it/img/small/bc2c04aaa21706b3d3933f9eb981d90f.jpg" border="0" alt="imageye____imgi_66_img_0370_retouchedscalede1738089485730600x625.jpeg" style="display: block; margin-left: auto; margin-right: auto;"></a></p>
</div>
<div><strong>Give up</strong><span></span></div>
<div><span>Belongings making plans is an critical step in shielding your circle of relatives, assets, and future dreams. Working with an professional <a href="https://shurlaw.com/estate-planning/"><strong>estate attorney cincinnati ohio </strong></a>ensures that your jail documents are well prepared and aligned with your desires. Shurlaw affords complete belongings making plans, consider advent, probate management, and asset protection offerings designed to meet the desires of humans and households all through the cincinnati vicinity.</span></div>
<div><span> </span></div>
<div><span>Through taking movement these days, you can benefit peace of mind understanding that your family may be blanketed and your legacy preserved for generations to come back returned. Contact shurlaw to speak approximately your estate planning desires and begin building a comfortable destiny.</span></div>]]> </content:encoded>
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<title>Colorado Tiny Homes Are Growing Fast Across The State</title>
<link>https://news.bangboxonline.com/Colorado-Tiny-Homes-Are-Growing-Fast-Across-The-State</link>
<guid>https://news.bangboxonline.com/Colorado-Tiny-Homes-Are-Growing-Fast-Across-The-State</guid>
<description><![CDATA[ tiny home for sale Colorado ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30d391af3ac.jpg" length="99269" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 09:44:26 +0500</pubDate>
<dc:creator>ASM Pick</dc:creator>
<media:keywords>tiny home for sale Colorado</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The demand for a</span><a href="https://trailermadetrailers.com/"><span> </span><span>tiny home for sale Colorado</span></a><span> residents can actually afford has exploded over the last few years.Casing prices keep climbing, interest rates move over and down, and a lot of people are simply tired of carrying huge mortgages. A bitsy home offers a different commodity. lower space, sure. But also lower debt, lower conservation, and a simpler way to live. </span></p>
<p dir="ltr"><span>For numerous buyers, it's not just about saving plutocrats. It's about inflexibility. Some want a mountain retreat. Others want an endless hearthstone. Many are looking for rental income openings. Whatever the reason, Colorado has become one of the most active countries for the bitsy home movement. </span></p>
<h2 dir="ltr"><span>Understanding Colorado's Unique bitsy Home request </span></h2>
<p dir="ltr"><span>Colorado attracts people who value out-of-door living. That naturally fits the bitsy home life. From the Front Range to mountain communities, buyers are exploring druthers to traditional casing. </span></p>
<p dir="ltr"><span>A typical bitsy home for trade Colorado listing might range from a introductory caravan- grounded unit to a luxury custom- erected structure with high- end homestretches. Prices vary extensively. So does vacuity. In some areas, changing land is harder than changing the home itself. That is where planning becomes important. </span></p>
<p dir="ltr"><span>The dream of bitsy living sounds easy. occasionally it is. occasionally it is n't. The regulations matter more than numerous buyers realize. </span></p>
<h2 dir="ltr"><span>Why Bitsy House Regulations Matter Before You Buy </span></h2>
<p dir="ltr"><span>One of the biggest miscalculations people make is copping</span></p>
<p dir="ltr"><span>A bitsy house before probing bitsy house regulations. They find the perfect home, write the check, and also discover they can not fairly place it where they intended. </span></p>
<p dir="ltr"><span>Colorado does n't have one statewide rulebook that covers every bitsy house situation. Rather, original counties and cosmopolis frequently produce their own zoning conditions. That means regulations in one city may be fully different just a many long hauls down. </span></p>
<p dir="ltr"><span>It's not instigative paperwork. But it can save you a lot of frustration later.</span></p>
<p dir="ltr"><span><img src="https://www.haydenoutdoors.com/wp-content/uploads/2025/08/IMG_3460-1754404510.jpg" width="634" height="476" style="display: block; margin-left: auto; margin-right: auto;"> </span></p>
<h2 dir="ltr"><span>Zoning Laws Can Make Or Break Your Bitsy Home Plans </span></h2>
<p dir="ltr"><span>Zoning is generally the first chain. Original governments determine what types of structures can live in certain areas. Some communities drink bitsy homes. Others remain conservative. </span></p>
<p dir="ltr"><span>Depending on the position, a bitsy house may be classified as a primary hearthstone, an apparent lodging unit, or indeed a recreational vehicle. Those groups affect where the structure can fairly sit. </span></p>
<p dir="ltr"><span>Before copping any bitsy home for trade in Colorado, check original zoning departments. A quick phone call moment can help a major headache hereafter. </span></p>
<h2 dir="ltr"><span>Bitsy Houses On Wheels Versus Permanent Foundations </span></h2>
<p dir="ltr"><span>Not all bitsy homes are treated inversely under the law. A bitsy house erected on an endless foundation generally follows structure law conditions analogous to traditional homes. </span></p>
<p dir="ltr"><span>Bitsy houses on buses frequently face different norms. In numerous authorities, they are considered RVs rather than domestic structures. That distinction matters. A lot. </span></p>
<p dir="ltr"><span>Some possessors assume they can situate a bitsy house on a bus anywhere. That is infrequently true. colorful bitsy house regulations control residency, mileage alliances, and long- term placement. Knowing which order your home falls into should be a precedent from day one. </span></p>
<h2 dir="ltr"><span>Building Canons And Safety Conditions </span></h2>
<p dir="ltr"><span>Colorado communities take safety seriously. Indeed lower homes must meet certain construction norms. structure canons address effects like electrical systems, plumbing, exigency exits, sequestration, and structural integrity. </span></p>
<p dir="ltr"><span>The good news is that numerous ultramodern bitsy home builders formally design their products to meet these norms. The challenge comes when buyers buy aged units or attempt DIY construction systems. </span></p>
<p dir="ltr"><span>Still, ask for attestation, If you are assessing a bitsy home for trade in Colorado. Permits, examinations, instruments, all of it. It may feel inordinate now, but you will be glad you checked later. </span></p>
<h2 dir="ltr"><span>Backing A Bitsy Home Can Be Different </span></h2>
<p dir="ltr"><span>Backing a traditional home is fairly straightforward. Bitsy homes can be more complicated. Some lenders treat them as particular property. Others classify them as real estate if they are permanently attached to land. </span></p>
<p dir="ltr"><span>This creates a unique situation for buyers. Loan terms, down payments, and interest rates can vary significantly depending on the home's bracket. </span></p>
<p dir="ltr"><span>Numerous buyers are surprised by this. They concentrate entirely on the purchase price and forget about backing logistics. It's worth agitating options with lenders before falling in love with a specific property. </span></p>
<h2 dir="ltr"><span>Chancing The Right Land For Bitsy Home Living </span></h2>
<p dir="ltr"><span>Buying the home is only part of the equation. You also need nearly legal to place it. This is where numerous bitsy home systems either succeed or stall. </span></p>
<p dir="ltr"><span>Certain counties have come more open to bitsy casing developments. Others still maintain strict conditions regarding lot sizes and domestic structures. </span></p>
<p dir="ltr"><span>That's why understanding local </span><a href="https://trailermadetrailers.com/tiny-house-code/"><span>tiny house regulations</span></a><span> is just as important as selecting the home itself.</span></p>
<p dir="ltr"><span>Take your time during this stage. Research mileage access, septic conditions, road access, and zoning restrictions. It is not glamorous work, but it's necessary. </span></p>
<h2 dir="ltr"><span>The Long- Term Benefits Of bitsy Living </span></h2>
<p><span><img src="https://images.tinyhomebuilders.com/images/marketplaceimages/20171008_64ffe772-5cc5-47bb-a1bf-9766cd468673-1000x750.jpg" width="617" height="409" style="display: block; margin-left: auto; margin-right: auto;"></span></p>
<p dir="ltr"><span>When done rightly, bitsy living offers some emotional advantages. Lower mileage bills. Reduced conservation costs. lower clutter. further fiscal freedom. </span></p>
<p dir="ltr"><span>Numerous possessors also appreciate the life shift. Living in a lower space forces purposeful opinions. You buy lower stuff. You manage smaller effects. Life becomes a little simpler. </span></p>
<p dir="ltr"><span>That does not mean bitsy living is perfect for everyone. But for the right person, changing a bitsy home for trade in Colorado can be the launch of a veritably satisfying chapter. </span></p>
<h2 dir="ltr"><span>Cover Yourself Before Making A Purchase </span></h2>
<p dir="ltr"><span>Bitsy homes involve contracts, land issues, permits, zoning enterprises, and financing questions. Those details matter. A lot further than the lustrous prints online. </span></p>
<p dir="ltr"><span>Before subscribing agreements or investing significant plutocrats, make sure you understand your rights and liabilities. Legal guidance can help identify implicit issues before they come to precious problems. </span></p>
<p dir="ltr"><span>Still, property rights, zoning enterprises, If you have questions involving contracts. Getting answers beforehand is always cheaper than fixing miscalculations later. </span></p>
<h4 dir="ltr"><span>FAQs </span></h4>
<p dir="ltr"><strong>Can I fairly live in a bitsy house time- round in Colorado? </strong></p>
<p dir="ltr"><span>Yes, in numerous areas. Still, original zoning laws and bitsy house regulations determine whether time- round residency is allowed. </span></p>
<p dir="ltr"><strong>Are bitsy houses on buses legal in Colorado? </strong></p>
<p dir="ltr"><span>Generally yes, but they're frequently classified as other than endless homes. Original rules may circumscribe where they can be situated and enthralled. </span></p>
<p dir="ltr"><strong>What should I check before buying a bitsy home for Colorado? </strong></p>
<p dir="ltr"><span>Review zoning conditions, mileage access, permits, backing options, and original structure regulations before copping</span></p>
<p dir="ltr"><strong>Do Colorado counties have the same bitsy house regulations? </strong></p>
<p dir="ltr"><span>No. Regulations vary significantly between counties and cosmopolis. Always corroborate original conditions. </span></p>
<p dir="ltr"><strong>Is backing available for bitsy homes? </strong></p>
<p dir="ltr"><span>Yes, although backing options depend on whether the home is considered particular property or real estate. </span></p>
<p><b id="docs-internal-guid-4e92b756-7fff-7c2d-f701-16f005b0c644"><br><br><br></b></p>]]> </content:encoded>
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<title>Waarom Efficiënte Materiaalverplaatsing Belangrijk Is in Moderne Productieomgevingen?</title>
<link>https://news.bangboxonline.com/Waarom-Effici%C3%ABnte-Materiaalverplaatsing-Belangrijk-Is-in-Moderne-Productieomgevingen</link>
<guid>https://news.bangboxonline.com/Waarom-Effici%C3%ABnte-Materiaalverplaatsing-Belangrijk-Is-in-Moderne-Productieomgevingen</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a30bd4bb4ae8.jpg" length="84930" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 08:05:12 +0500</pubDate>
<dc:creator>JT Techniek</dc:creator>
<media:keywords>transportschroeven</media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd"><span>In veel industriële sectoren speelt een betrouwbare materiaalstroom een cruciale rol. Of het nu gaat om de voedingsmiddelenindustrie, landbouw, recycling of machinebouw, bedrijven zijn afhankelijk van systemen die grondstoffen veilig en efficiënt kunnen verplaatsen. Een goed ontworpen transportsysteem helpt niet alleen om stilstand te voorkomen, maar draagt ook bij aan een hogere productiviteit en lagere operationele kosten. Naarmate productieprocessen complexer worden, groeit de behoefte aan duurzame en nauwkeurig afgestemde oplossingen die aansluiten op specifieke bedrijfsvereisten.</span></p>
<h2><strong>De Rol van Slimme Transportoplossingen in de Industrie</strong></h2>
<p class="isSelectedEnd"><span>Een efficiënt productieproces begint met een gecontroleerde en betrouwbare verplaatsing van materialen. Wanneer grondstoffen of producten niet op het juiste moment op de juiste plaats terechtkomen, kan dit leiden tot vertragingen en hogere kosten.</span></p>
<p class="isSelectedEnd"><span>Daarom investeren veel bedrijven in maatwerkoplossingen die zijn afgestemd op hun productieomgeving. Moderne transportsystemen kunnen worden ontworpen voor uiteenlopende materialen, waaronder poeders, korrels, voedingsproducten en industriële grondstoffen.</span></p>
<p class="isSelectedEnd"><span>Belangrijke voordelen zijn:</span></p>
<ul data-spread="false">
<li><span>Consistente materiaaltoevoer</span></li>
<li><span>Minder handmatige arbeid</span></li>
<li><span>Verbeterde procescontrole</span></li>
<li><span>Lagere kans op productverlies</span></li>
<li><span>Hogere efficiëntie binnen de productie</span></li>
</ul>
<p class="isSelectedEnd"><span>Door te kiezen voor een oplossing die specifiek is afgestemd op de toepassing, kunnen bedrijven hun processen beter optimaliseren en toekomstige groei ondersteunen.</span></p>
<h2><strong>Waarom Maatwerk Vaak Beter Presteert Dan Standaardoplossingen?</strong></h2>
<p class="isSelectedEnd"><span>Elke productieomgeving heeft unieke eisen. Factoren zoals materiaalsoort, capaciteit, beschikbare ruimte en bedrijfsomstandigheden hebben invloed op de keuze van een transportsysteem.</span></p>
<p class="isSelectedEnd"><span>Standaardcomponenten kunnen in sommige situaties voldoende zijn, maar maatwerk biedt vaak een betere langetermijnoplossing. Een systeem dat speciaal wordt ontworpen voor een bepaalde toepassing sluit beter aan op de dagelijkse praktijk en kan efficiënter functioneren.</span></p>
<p class="isSelectedEnd"><span>De term <strong><a href="https://jttechniek.com/transport-en-doseerschroeven/">transportschroeven</a></strong> wordt vaak gebruikt voor systemen die materialen gecontroleerd kunnen verplaatsen binnen uiteenlopende industriële processen. Wanneer deze oplossingen op maat worden geproduceerd, profiteren bedrijven van een hogere betrouwbaarheid en een langere levensduur.</span></p>
<p class="isSelectedEnd"><span>Daarnaast maakt maatwerk het eenvoudiger om bestaande installaties uit te breiden of te integreren met nieuwe machines.</span></p>
<h2><strong>Duurzaamheid en Kwaliteit Worden Steeds Belangrijker</strong></h2>
<p class="isSelectedEnd"><span>Nederlandse bedrijven richten zich steeds vaker op duurzaamheid en efficiënt gebruik van middelen. Dit geldt niet alleen voor energieverbruik, maar ook voor de keuze van machines en technische componenten.</span></p>
<p class="isSelectedEnd"><span>Hoogwaardige materialen en nauwkeurige productie zorgen ervoor dat onderdelen langer meegaan en minder onderhoud vereisen. Hierdoor dalen de totale eigendomskosten en wordt ongeplande stilstand beperkt.</span></p>
<h3><strong>Waar Bedrijven Op Letten Bij Technische Componenten?</strong></h3>
<p class="isSelectedEnd"><span>Bij het selecteren van industriële oplossingen spelen vaak de volgende factoren een rol:</span></p>
<ol data-spread="false" start="1">
<li><span>Betrouwbaarheid onder zware omstandigheden</span></li>
<li><span>Eenvoudig onderhoud</span></li>
<li><span>Lange levensduur</span></li>
<li><span>Energie-efficiëntie</span></li>
<li><span>Mogelijkheden voor toekomstige uitbreiding</span></li>
</ol>
<p class="isSelectedEnd"><span>Door vanaf het begin te investeren in kwaliteit kunnen organisaties hun processen stabieler maken en beter inspelen op veranderende marktvraag.</span></p>
<h2><strong>Conclusie</strong></h2>
<p class="isSelectedEnd"><span>Een efficiënte materiaalstroom vormt de basis van een succesvol productieproces. Bedrijven die kiezen voor hoogwaardige en goed afgestemde transportoplossingen profiteren vaak van hogere productiviteit, minder stilstand en lagere onderhoudskosten. Naarmate industriële processen verder ontwikkelen, groeit het belang van maatwerk, duurzaamheid en betrouwbaarheid. Door zorgvuldig te investeren in de juiste technische oplossingen kunnen organisaties hun concurrentiepositie versterken en hun productieprocessen toekomstbestendig maken.</span></p>
<p><span>Wilt u meer weten over maatwerkoplossingen voor industriële materiaalverplaatsing? <strong><a href="https://jttechniek.com">JT Techniek</a></strong> deelt graag kennis en praktijkervaring om bedrijven te helpen bij het vinden van de juiste technische oplossing.</span></p>]]> </content:encoded>
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<title>Labubu Doll UK: Unique Art Toys for Dedicated Figure Collectors</title>
<link>https://news.bangboxonline.com/Labubu-Doll-UK%3A-Unique-Art-Toys-for-Dedicated-Figure-Collectors</link>
<guid>https://news.bangboxonline.com/Labubu-Doll-UK%3A-Unique-Art-Toys-for-Dedicated-Figure-Collectors</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a308d2994735.jpg" length="70547" type="image/jpeg"/>
<pubDate>Tue, 16 Jun 2026 04:39:31 +0500</pubDate>
<dc:creator>labubucom</dc:creator>
<media:keywords>Labubu</media:keywords>
<content:encoded><![CDATA[<p data-start="287" data-end="816">The world of designer toys has transformed dramatically over recent years, and <strong data-start="366" data-end="384">Labubu Doll UK</strong> has become one of the most sought-after collectibles among enthusiasts. These artistic figures have gained international recognition because of their distinctive appearance, exceptional craftsmanship, and limited-edition releases. Collectors throughout the United Kingdom are increasingly searching for authentic <a href="https://labubucom.uk/"><strong data-start="698" data-end="713">Labubu Doll</strong></a> figures to expand their collections and showcase unique pieces that stand apart from traditional toys.</p>
<p data-start="818" data-end="1160">The growing demand for <strong data-start="841" data-end="854">Labubu UK</strong> products has created a vibrant community of collectors who appreciate artistry, exclusivity, and creative storytelling. Every figure offers a blend of playful charm and artistic sophistication, making these collectibles suitable for both seasoned collectors and newcomers entering the designer toy market.</p>
<p data-start="1162" data-end="1460">Unlike conventional action figures, Labubu dolls represent a modern artistic movement that combines imaginative character design with premium manufacturing techniques. Their instantly recognizable mischievous smiles, expressive eyes, and detailed costumes make them highly desirable display pieces.</p>
<h2 data-section-id="1a093r9" data-start="1462" data-end="1502"><span role="text"><strong data-start="1465" data-end="1502">What Makes Labubu Doll So Special</strong></span></h2>
<p data-start="1504" data-end="1780">The appeal of a <strong data-start="1520" data-end="1535">Labubu Doll</strong> lies in its extraordinary design. The character possesses a unique personality that instantly captures attention. Its iconic features include pointed ears, wide eyes, fluffy textures, and a cheeky grin that has become synonymous with the brand.</p>
<p data-start="1782" data-end="2031">Collectors appreciate how every edition introduces a fresh interpretation of the beloved character. Seasonal themes, fantasy concepts, holiday collections, and collaborative designs create excitement among buyers who eagerly anticipate each release.</p>
<p data-start="2033" data-end="2282">The exclusivity factor significantly contributes to its popularity. Many editions are produced in limited quantities, increasing their rarity and long-term value. This scarcity drives collectors to act quickly whenever new releases become available.</p>
<p data-start="2284" data-end="2464">Beyond aesthetics, every figure represents a piece of contemporary art. Many enthusiasts proudly display their collections in cabinets, offices, gaming rooms, and creative studios.</p>
<h2 data-section-id="5bu1mk" data-start="2466" data-end="2505"><span role="text"><strong data-start="2469" data-end="2505">Why Labubu UK Is Growing Rapidly</strong></span></h2>
<p data-start="2507" data-end="2831">The market for <strong data-start="2522" data-end="2535">Labubu UK</strong> collectibles has experienced tremendous growth due to several factors. Social media platforms have played a significant role in exposing collectors to global designer toy communities. Videos, unboxing experiences, and collection showcases have inspired countless enthusiasts to begin collecting.</p>
<p data-start="2833" data-end="3038">United Kingdom collectors particularly value authenticity and premium quality. The demand for officially licensed figures has increased as buyers seek genuine products rather than counterfeit alternatives.</p>
<p data-start="3040" data-end="3246">Another contributing factor is the rise of art toy exhibitions and collector conventions. These events provide opportunities for enthusiasts to exchange knowledge, trade figures, and discover rare editions.</p>
<p data-start="3248" data-end="3437">Online communities also foster a sense of belonging. Dedicated collector groups discuss release dates, authenticate products, and share valuable insights regarding investment-worthy pieces.</p>
<h2 data-section-id="1nwdp5e" data-start="3439" data-end="3485"><span role="text"><strong data-start="3442" data-end="3485">The Artistic Origins Behind Labubu Doll</strong></span></h2>
<p data-start="3487" data-end="3691">Every <strong data-start="3493" data-end="3508">Labubu Doll</strong> originates from an artistic vision that celebrates creativity and storytelling. The character belongs to a larger universe filled with whimsical creatures and imaginative adventures.</p>
<p data-start="3693" data-end="3910">Its creator designed Labubu to embody playful curiosity and mischievous energy. This emotional connection resonates deeply with collectors because the figure conveys personality through subtle details and expressions.</p>
<p data-start="3912" data-end="4165">The artistic process behind each release involves careful consideration of themes, textures, color palettes, and accessories. Every component contributes to a cohesive visual narrative that transforms a simple collectible into an expressive masterpiece.</p>
<p data-start="4167" data-end="4272">This dedication to artistry distinguishes Labubu from mass-produced toys commonly found in retail stores.</p>
<h2 data-section-id="ahov7e" data-start="4274" data-end="4332"><span role="text"><strong data-start="4277" data-end="4332">Popular Labubu Doll Collections Available in the UK</strong></span></h2>
<p data-start="4334" data-end="4453">Collectors searching for <strong data-start="4359" data-end="4372">Labubu UK</strong> editions can explore various themed collections that appeal to different tastes.</p>
<p data-start="4455" data-end="4655">Fantasy-inspired collections often feature magical creatures, enchanted forests, and mythical costumes. These editions showcase intricate detailing and vibrant colors that elevate their visual appeal.</p>
<p data-start="4657" data-end="4831">Holiday collections are equally popular. Special releases for Halloween, Christmas, and other celebrations introduce festive designs that become highly collectible over time.</p>
<p data-start="4833" data-end="5011">Collaborative editions represent another exciting category. Partnerships with artists and brands create exclusive figures that quickly sell out due to their limited availability.</p>
<p data-start="5013" data-end="5200">Blind box collections generate excitement because buyers do not know which figure they will receive. This element of surprise adds another layer of enjoyment to the collecting experience.</p>
<h2 data-section-id="mhkdh9" data-start="5202" data-end="5252"><span role="text"><strong data-start="5205" data-end="5252">How to Identify Authentic Labubu UK Figures</strong></span></h2>
<p data-start="5254" data-end="5400">Authenticity is essential when purchasing a <strong data-start="5298" data-end="5313">Labubu Doll</strong>. As demand increases, counterfeit products have become more common in the marketplace.</p>
<p data-start="5402" data-end="5554">Official packaging is one of the first indicators of authenticity. Genuine products feature high-quality printing, sharp details, and accurate branding.</p>
<p data-start="5556" data-end="5702">Collectors should also inspect manufacturing quality. Authentic figures possess precise paint application, smooth textures, and durable materials.</p>
<p data-start="5704" data-end="5872">Serial numbers and authentication labels provide additional verification. Reputable retailers typically include these details to assure customers of product legitimacy.</p>
<p data-start="5874" data-end="6032">Purchasing from trusted sellers is highly recommended. Established toy stores and verified online retailers reduce the risk of receiving counterfeit products.</p>
<p data-start="6034" data-end="6135">Researching before buying can save collectors from costly mistakes and ensure long-term satisfaction.</p>
<h2 data-section-id="rcok5i" data-start="6137" data-end="6186"><span role="text"><strong data-start="6140" data-end="6186">Building a Valuable Labubu Doll Collection</strong></span></h2>
<p data-start="6188" data-end="6354">Creating a meaningful <strong data-start="6210" data-end="6223">Labubu UK</strong> collection requires strategy and patience. Successful collectors often begin by focusing on specific themes or release categories.</p>
<p data-start="6356" data-end="6537">Some enthusiasts prefer fantasy editions, while others concentrate on seasonal collections. Defining a collecting goal helps maintain consistency and prevents unnecessary purchases.</p>
<p data-start="6539" data-end="6697">Proper budgeting is equally important. Limited editions can become expensive due to market demand, so collectors often prioritize their most desired releases.</p>
<p data-start="6699" data-end="6839">Documentation also plays a vital role. Keeping original packaging and receipts preserves value and assists with future resale opportunities.</p>
<p data-start="6841" data-end="6964">Networking with fellow collectors provides access to valuable information regarding upcoming launches and rare discoveries.</p>
<p data-start="6966" data-end="7045">Over time, carefully curated collections may appreciate significantly in value.</p>
<h2 data-section-id="4v3noa" data-start="7047" data-end="7104"><span role="text"><strong data-start="7050" data-end="7104">Displaying Your Labubu Doll Collection Beautifully</strong></span></h2>
<p data-start="7106" data-end="7283">Presentation enhances the overall enjoyment of collecting <strong data-start="7164" data-end="7179">Labubu Doll</strong> figures. Many enthusiasts invest in premium display cabinets to protect and showcase their investments.</p>
<p data-start="7285" data-end="7473">Glass cabinets offer excellent visibility while protecting figures from dust and accidental damage. Adjustable lighting further enhances their appearance by highlighting intricate details.</p>
<p data-start="7475" data-end="7618">Some collectors create themed displays based on seasons or character stories. This approach transforms collections into artistic installations.</p>
<p data-start="7620" data-end="7761">Floating shelves provide a minimalist solution for smaller spaces. Organizing figures by size, color, or release date creates visual harmony.</p>
<p data-start="7763" data-end="7889">Temperature control is also essential. Avoiding direct sunlight helps prevent fading and preserves the original paint quality.</p>
<p data-start="7891" data-end="7974">Protective display methods contribute significantly to maintaining long-term value.</p>
<h2 data-section-id="18n440t" data-start="7976" data-end="8043"><span role="text"><strong data-start="7979" data-end="8043">Why Labubu UK Appeals to Both New and Experienced Collectors</strong></span></h2>
<p data-start="8045" data-end="8249">One of the greatest strengths of <strong data-start="8078" data-end="8091">Labubu UK</strong> is its universal appeal. New collectors appreciate the approachable designs and emotional charm, while experienced collectors value rarity and craftsmanship.</p>
<p data-start="8251" data-end="8449">Unlike many collectible markets that can feel intimidating, Labubu communities are welcoming and supportive. Beginners can easily learn about authenticity, release schedules, and display techniques.</p>
<p data-start="8451" data-end="8557">Experienced enthusiasts enjoy the thrill of hunting rare editions and expanding sophisticated collections.</p>
<p data-start="8559" data-end="8681">This balance between accessibility and exclusivity has fueled the brand's continuous growth throughout the United Kingdom.</p>
<p data-start="8683" data-end="8844">Its cross-generational appeal also broadens its audience. Teenagers, young adults, and mature collectors all share a common appreciation for artistic expression.</p>
<h2 data-section-id="ecptsm" data-start="8846" data-end="8892"><span role="text"><strong data-start="8849" data-end="8892">The Future of Labubu Doll UK Collecting</strong></span></h2>
<p data-start="8894" data-end="9087">The future of <strong data-start="8908" data-end="8926">Labubu Doll UK</strong> appears exceptionally promising. Continued collaborations, innovative themes, and expanding international popularity suggest sustained growth for years to come.</p>
<p data-start="9089" data-end="9267">Collectors increasingly view these figures as artistic investments rather than simple toys. Their limited production runs and growing demand enhance their long-term desirability.</p>
<p data-start="9269" data-end="9424">Technology will likely further strengthen the community through virtual exhibitions, digital authentication systems, and interactive collector experiences.</p>
<p data-start="9426" data-end="9550">As awareness continues to expand, more <strong><span data-sheets-root="1"><a class="in-cell-link" href="https://labubucom.uk/labubu-box/" target="_blank" rel="noopener">LABUBU Box</a></span></strong> United Kingdom collectors will discover the joy of owning these distinctive art toys.</p>
<p data-start="9552" data-end="9724">The combination of creativity, exclusivity, and emotional storytelling ensures that <strong data-start="9636" data-end="9651">Labubu Doll</strong> remains one of the most exciting collectible categories available today.</p>
<p data-start="9726" data-end="10008">For dedicated enthusiasts seeking extraordinary additions to their collections, investing in authentic <strong data-start="9829" data-end="9842">Labubu UK</strong> figures represents an opportunity to own a remarkable piece of contemporary designer art that will continue captivating collectors worldwide for generations to come.</p>
<p data-start="10010" data-end="10024"><strong data-start="10010" data-end="10024">Conclusion</strong></p>
<p data-start="10026" data-end="10485" data-is-last-node="" data-is-only-node="">The popularity of <strong data-start="10044" data-end="10062">Labubu Doll UK</strong> continues to rise because these figures offer far more than ordinary collectibles. Their artistic design, premium quality, and limited availability create a compelling experience for dedicated collectors. Whether beginning a new collection or expanding an existing display, authentic <strong data-start="10347" data-end="10362">Labubu Doll</strong> figures provide lasting value, exceptional craftsmanship, and a unique connection to the growing global art toy community.</p>]]> </content:encoded>
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<title>Rapid City Shuttle: Experience Stress&#45;Free Travel with RAPID SHUTTLE</title>
<link>https://news.bangboxonline.com/rapid-city-shuttle-experience-stress-free-travel-with-rapid-shuttle</link>
<guid>https://news.bangboxonline.com/rapid-city-shuttle-experience-stress-free-travel-with-rapid-shuttle</guid>
<description><![CDATA[ RapidShuttle - where convenience meets affordability. We ensure smooth and seamless pickups and drop-offs at your home, office, or at airports and cruise ports. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3045cc5cb5d.jpg" length="87411" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 23:37:26 +0500</pubDate>
<dc:creator>Rapidshuttletransfers</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Travel can be exciting, but getting to your destination shouldn't feel like a challenge. Whether you're rushing to catch a flight, heading to an important business meeting, or planning a relaxing vacation, reliable transportation can make all the difference. That's why more travelers are choosing<span> </span><a href="https://rapidshuttletransfers.com/"><strong>rapid city shuttle</strong></a><span> </span>services from RAPID SHUTTLE to transform the way they travel.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Imagine never having to worry about parking fees, traffic stress, last-minute ride cancellations, or confusing transportation arrangements again. With RAPID SHUTTLE, every journey becomes smoother, faster, and more convenient. If you're looking for dependable transportation that saves time and delivers exceptional value, now is the perfect moment to discover why rapid city shuttle services are becoming the preferred choice for modern travelers.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The demand for efficient transportation continues to grow, and the smartest travelers are securing dependable shuttle services before travel complications disrupt their plans.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Reliable Transportation Matters More Than Ever</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Today's world moves fast. Flights operate on tight schedules, business meetings demand punctuality, and vacation plans depend on smooth transportation arrangements. Unfortunately, transportation problems can quickly turn an exciting trip into a frustrating experience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Traffic congestion, expensive rideshare pricing, parking difficulties, and unreliable transportation options create unnecessary stress for travelers every day.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's where rapid city shuttle services provide a game-changing solution.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Instead of worrying about the details, travelers can enjoy dependable transportation designed to simplify every stage of their journey. RAPID SHUTTLE helps eliminate common travel headaches while providing a comfortable and efficient travel experience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For travelers who value convenience and reliability, choosing a trusted shuttle service can be one of the smartest travel decisions they make.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Growing Popularity of Rapid City Shuttle Services</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">There is a reason more travelers are actively searching for rapid city shuttle solutions.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Convenience has become a top priority. People want transportation services that are dependable, efficient, and designed around their needs. They want to spend less time worrying about logistics and more time focusing on their destination.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">RAPID SHUTTLE delivers exactly that.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you're traveling for business or leisure, a professional shuttle service helps streamline your travel plans while providing greater peace of mind. Instead of dealing with unpredictable transportation options, you can enjoy a smoother and more organized experience from start to finish.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">As travel volumes continue to increase, securing reliable transportation has become more important than ever.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Discover the Benefits of RAPID SHUTTLE</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Travelers who choose RAPID SHUTTLE quickly discover why professional shuttle services continue to gain popularity.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Stress-Free Airport Transportation</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Missing a flight can be costly and frustrating. Rapid city shuttle services help travelers arrive on time and eliminate many of the concerns associated with airport transportation.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Comfortable Travel Experience</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Long travel days are exhausting enough. Comfortable transportation helps travelers relax and focus on the journey ahead.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Reliable Scheduling</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Dependability matters. RAPID SHUTTLE is designed to help travelers maintain their schedules with confidence.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Convenient Group Transportation</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether traveling alone or with companions, shuttle services provide a practical transportation solution that accommodates a variety of travel needs.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Greater Peace of Mind</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Knowing your transportation arrangements are handled professionally allows you to focus on your trip rather than transportation logistics.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">These advantages explain why so many travelers continue to choose RAPID SHUTTLE for their transportation needs.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Rapid Shuttle Los Angeles Continues to Attract Travelers</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Few cities are as dynamic and fast-paced as Los Angeles. From major airports and business districts to entertainment venues and tourist attractions, transportation plays a crucial role in the overall travel experience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This is why rapid shuttle los angeles services have become increasingly popular among visitors and residents alike.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Navigating Los Angeles traffic can be overwhelming, especially for travelers unfamiliar with the area.<span> </span><a href="https://rapidshuttletransfers.com/"><strong>Rapid shuttle los angeles</strong></a><span> </span>services help simplify transportation while reducing the stress associated with driving, parking, and coordinating travel schedules.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you're arriving for business, vacation, or a special event, RAPID SHUTTLE offers a practical transportation solution that helps travelers move through the city more efficiently.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Hidden Cost of Transportation Mistakes</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many travelers underestimate how much transportation issues can affect an entire trip.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A delayed ride can lead to missed flights. Parking complications can create unnecessary expenses. Last-minute transportation changes can disrupt carefully planned schedules.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">These challenges often result in frustration, wasted time, and avoidable costs.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Choosing a trusted rapid city shuttle service helps reduce these risks while providing a more dependable travel experience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The reality is simple: transportation is one of the most important parts of any journey. Investing in reliable service can significantly improve the overall travel experience.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">RAPID SHUTTLE Helps You Travel Smarter</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At RAPID SHUTTLE, the focus is on delivering transportation solutions that prioritize convenience, reliability, and customer satisfaction.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Travelers today expect more than basic transportation. They want services that help them save time, reduce stress, and enjoy a smoother travel experience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's exactly what RAPID SHUTTLE strives to provide.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you're booking a rapid city shuttle service or utilizing rapid shuttle los angeles transportation options, you'll benefit from a service designed to support modern travel needs.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every trip represents an opportunity to simplify your journey and improve your overall travel experience.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Now Is the Perfect Time to Book</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Travel demand continues to increase throughout the year, especially during holidays, peak vacation seasons, and major events.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Waiting until the last minute can limit transportation options and create unnecessary complications.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The most prepared travelers understand the value of securing dependable transportation in advance. By choosing RAPID SHUTTLE early, you can avoid uncertainty and enjoy greater confidence leading up to your trip.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you're planning airport transportation, business travel, family vacations, or special events, securing a trusted rapid city shuttle service now can help eliminate future stress.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Make Every Journey Easier with RAPID SHUTTLE</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Travel should be exciting, memorable, and enjoyable—not filled with transportation worries.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">That's why<span> </span><a href="https://rapidshuttletransfers.com/"><strong>RAPID SHUTTLE</strong></a><span> </span>continues to be a trusted choice for travelers seeking dependable transportation solutions. From efficient rapid city shuttle services to convenient rapid shuttle los angeles options, the goal is simple: make travel easier, more comfortable, and more reliable.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><a href="https://rapidshuttletransfers.com/"><strong>rapid shuttle rapid city</strong></a></span></p>]]> </content:encoded>
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<title>You Should spider hoodie Shop at sp5der Official Store</title>
<link>https://news.bangboxonline.com/spidershoodieco</link>
<guid>https://news.bangboxonline.com/spidershoodieco</guid>
<description><![CDATA[ Shopping on the spider hoodie Official Store comes with many perks that increase your enjoy. For starters, you benefit direct get admission to to exceptional collections that are not to be had elsewhere. ]]></description>
<enclosure url="" length="87411" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 23:09:24 +0500</pubDate>
<dc:creator>spiderhoodieco</dc:creator>
<media:keywords>Spider Hoodie</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:14,&quot;w&quot;:710,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1007}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:16,&quot;w&quot;:706,&quot;h&quot;:116,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1009}">When it involves hoodies, fashion and luxury are key. Enter the sp5der Official Store—a haven for the ones in search of an appropriate combo of favor-ahead designs and relaxed wearability. If you have not explored this gem yet, you are in for a treat. The precise services at sp5der redefine what a hoodie can be. Whether you are trying to make a formidable assertion or really need some thing cushty for normal put on, there may be some thing right here with the intention to capture your eye. Let's dive into why purchasing on the sp5der Official Store is an enjoy you might not need to miss!</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:151,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1144}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:149,&quot;w&quot;:366,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1142}">Unique Features of spidersHoodieco</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:188,&quot;w&quot;:710,&quot;h&quot;:200,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1181}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:190,&quot;w&quot;:700,&quot;h&quot;:196,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1183}">SpidersHoodieco stands proud withinside the crowded international of favor with its precise designs that mix fashion and luxury. Each piece is crafted to mirror a cutting-edge aesthetic at the same time as making sure wearers experience at ease.One of the standout capabilities is their progressive use of pictures. These are not simply any prints; they're thoughtfully designed to resonate with man or woman personalities. Whether you are searching out some thing edgy or playful, there may be a layout looking ahead to you.Another extremely good thing is the eye to element in each stitch. This dedication guarantees sturdiness with out sacrificing softness, making every hoodie ideal for normal put on.The logo additionally embraces inclusivity, providing an intensive variety of sizes. This method anyone can discover their perfect match and explicit themselves via style confidently.Customization alternatives upload any other layer of engagement, permitting clients to customize their hoodies uniquely.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:406,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1399}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:404,&quot;w&quot;:596,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1397}">High-Quality Materials Used in spidersHoodieco Production</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:443,&quot;w&quot;:710,&quot;h&quot;:180,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1436}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:445,&quot;w&quot;:697,&quot;h&quot;:176,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1438}">At sp5der Official Store, exceptional is <a href="https://spidershoodieco.com/" bis_size="{&quot;x&quot;:248,&quot;y&quot;:445,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:550,&quot;abs_y&quot;:1438}"><s bis_size="{&quot;x&quot;:248,&quot;y&quot;:445,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:550,&quot;abs_y&quot;:1438}"><strong bis_size="{&quot;x&quot;:248,&quot;y&quot;:445,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:550,&quot;abs_y&quot;:1438}">SpidersHoodieco</strong></s></a> a precedence. The substances used withinside the manufacturing of spidersHoodieco are cautiously decided on to make sure sturdiness and luxury.Soft fabric like cotton and fleece offer warm temperature at the same time as permitting breathability. This method you could put on your hoodie all day with out feeling restricted.Each piece undergoes rigorous checking out for electricity and resilience. Whether it is a cold nighttime or an energetic day out, those hoodies rise up to the test.The interest to element extends past simply cloth choice. Every seam is meticulously crafted to save you fraying or tearing over time, making sure that your funding lasts.This dedication to extremely good substances now no longer most effective complements wearability however additionally elevates fashion. Each hoodie will become extra than simply apparel; it transforms right into a assertion piece that displays individuality.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:641,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1634}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:639,&quot;w&quot;:608,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1632}">Wide Range of Designs and Sizes spidersHoodieco Available</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:678,&quot;w&quot;:710,&quot;h&quot;:180,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1671}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:680,&quot;w&quot;:708,&quot;h&quot;:176,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1673}">When it involves fashion, range is key. At sp5der Official Store, you may discover an outstanding choice of hoodie designs that cater to each taste. From formidable pictures to diffused patterns, there may be some thing for anyone.Whether you decide on a traditional appearance or some thing extra avant-garde, the range guarantees you could explicit your individuality. Each layout tells a tale and resonates with special vibes—ideal for any occasion.Size need to in no way be a barrier to style. That's why spidersHoodieco gives a huge variety of sizes from small to plus size. You can revel in an appropriate match with out compromising on consolation or fashion.Mixing and matching with different objects on your cloth dresser will become smooth too. With such a lot of alternatives to be had, you are positive to find out hoodies that align flawlessly together along with your private aesthetic and life-style choices.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:875,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1868}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:873,&quot;w&quot;:485,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1866}">Affordable Prices and Sales spider Hoodie Deals</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:913,&quot;w&quot;:710,&quot;h&quot;:180,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1906}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:915,&quot;w&quot;:704,&quot;h&quot;:176,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1908}">When it involves style, affordability can regularly be a dealbreaker. At the sp5der Official Store, you'll discover an outstanding variety of spider hoodies that might not wreck the bank. The charges are designed to cater to each budget.Regular income and promotions make those fashionable hoodies even extra accessible. Keep a watch out for seasonal reductions and limited-time gives that permit you to snag your preferred designs at unbeatable charges.The exceptional part? You get extremely good garb with out stretching your pockets too far. Each buy looks like a win while you realize you are getting exceptional fee for cutting-edge pieces.Shopping right here method staying style-ahead at the same time as maintaining prices in check. With such appealing offers, it is smooth to refresh your cloth dresser with more than one patterns with out feeling responsible approximately spending too much.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1110,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2103}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1108,&quot;w&quot;:518,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2101}">Benefits of Shopping at spider Hoodie Official Store</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1148,&quot;w&quot;:710,&quot;h&quot;:180,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2141}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1150,&quot;w&quot;:709,&quot;h&quot;:176,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2143}">Shopping on the <a href="https://spidershoodieco.com/"><strong>spider hoodie</strong></a> Official Store comes with many perks that increase your enjoy. For starters, you benefit direct get admission to to exceptional collections that are not to be had elsewhere. This guarantees you are constantly beforehand of the style curve.Customer pride is a pinnacle precedence right here. The shop gives hassle-unfastened returns and exchanges, making on-line purchasing worry-unfastened. If some thing does not match proper or is not what you expected, they have got you covered.Another benefit is their loyalty rewards program. Frequent consumers can earn factors for each buy, unlocking reductions on destiny orders.Fast transport alternatives decorate comfort as well; you may acquire your fashionable new hoodie in no time. Plus, the customer support crew is constantly prepared to help with any inquiries or concerns.With cutting-edge designs and first-rate exceptional at your fingertips, every purchasing ride looks like an journey ready to happen.</span></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1345,&quot;w&quot;:710,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2338}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1343,&quot;w&quot;:534,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2336}">Testimonials from Satisfied spider Hoodie Customers</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1383,&quot;w&quot;:710,&quot;h&quot;:200,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2376}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1385,&quot;w&quot;:707,&quot;h&quot;:196,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2378}">Customer pride speaks volumes. Many who've shopped on the sp5der Official Store rave approximately their experiences. One consumer stated how the hoodie now no longer most effective match flawlessly however additionally felt particularly gentle towards the skin. They preferred that it failed to lose its form after washing, making it a staple of their cloth dresser.Another glad consumer highlighted the precise designs to be had, pronouncing they acquire compliments on every occasion they put on theirs out. The kind of sizes method anyone can discover some thing that suits them comfortably, that is a large plus for plenty buyers.A common client expressed gratitude for the cheap charges and exceptional offers provided in the course of income events. It's fresh to look exceptional apparel with out breaking the bank.These testimonials mirror only a fraction of what clients consider purchasing at sp5der Official Store. With fantastic comments pouring in from across the globe, it is clean why such a lot of pick spider hoodies as their go-to style choice.</span></p>]]> </content:encoded>
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<title>Vacations Packages: Unlock Unforgettable Getaways with Vacations On Demand</title>
<link>https://news.bangboxonline.com/vacations-packages-unlock-unforgettable-getaways-with-vacations-on-demand</link>
<guid>https://news.bangboxonline.com/vacations-packages-unlock-unforgettable-getaways-with-vacations-on-demand</guid>
<description><![CDATA[ Find the best vacations packages with top-rated resorts, guided tours, and flexible itineraries. Save more with bundled deals for worldwide destinations. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a303cfabc217.jpg" length="141836" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 22:57:32 +0500</pubDate>
<dc:creator>Vacationsondemand0</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">What if your dream vacation was closer, easier, and more affordable than you ever imagined? Picture yourself relaxing on a sun-soaked beach, exploring a vibrant city, or escaping to a luxurious resort without the stress of planning every detail. With the right<span> </span><a href="https://vacationsondemand.com/packages/"><strong>vacations packages</strong></a>, those unforgettable experiences can become a reality faster than you think.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Vacations On Demand, we believe travel should be exciting from the very first moment. That's why we're dedicated to helping travelers discover incredible vacations packages and convenient flight and hotel packages that simplify trip planning while maximizing value. If you've been waiting for the perfect opportunity to travel, now is the time to stop dreaming and start booking.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The best destinations, accommodations, and travel opportunities don't stay available forever. Every day you delay could mean missing out on experiences you'll remember for a lifetime.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Vacations Packages Are More Popular Than Ever</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Travelers today want convenience, value, and memorable experiences. They don't want to spend countless hours comparing flights, researching accommodations, and coordinating every aspect of their trip.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This growing demand has made vacations packages one of the most attractive travel solutions available.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Instead of managing multiple reservations, travelers can enjoy the simplicity of bundled travel options designed to streamline the entire process. From tropical escapes to exciting city adventures, vacations packages provide an efficient way to turn travel goals into reality.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Vacations On Demand, we help travelers access opportunities that make planning easier while creating more time to focus on what truly matters—enjoying the journey.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Incredible Benefits of Flight and Hotel Packages</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Travel planning can often feel overwhelming. Between comparing airfare, evaluating accommodations, and trying to stay within budget, the process can quickly become exhausting.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's where flight and hotel packages deliver tremendous value.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">By combining essential travel components into one convenient booking experience, flight and hotel packages help simplify decision-making and reduce the hassle associated with trip planning.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Greater Convenience</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Managing separate reservations can be stressful. Flight and hotel packages help streamline the booking process, making travel preparation faster and easier.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Better Value Opportunities</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many travelers seek bundled solutions because they provide attractive travel options while helping maximize overall value.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Time-Saving Simplicity</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Instead of spending hours researching every detail, travelers can focus on selecting the vacation experience that best fits their interests and schedule.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Enhanced Travel Confidence</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Knowing that major travel arrangements are coordinated together can provide additional peace of mind throughout the planning process.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">These advantages have made<span> </span><a href="https://vacationsondemand.com/packages/"><strong>flight and hotel packages</strong></a><span> </span>one of the fastest-growing travel booking choices for individuals, couples, families, and groups.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Travelers Choose Vacations On Demand</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The travel industry is filled with options, but not all travel providers are created equal.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Vacations On Demand stands out by helping travelers discover vacations packages that make dream destinations more accessible and enjoyable. Our mission is to simplify the travel experience while helping customers explore exciting opportunities tailored to their needs.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">We understand that every vacation represents more than just a trip. It's an opportunity to create memories, celebrate milestones, reconnect with loved ones, and experience new adventures.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's why we focus on delivering solutions that help travelers book with greater confidence and convenience.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you're planning a relaxing beach retreat, a romantic escape, a family vacation, or an exciting city adventure, Vacations On Demand is committed to helping you take the next step toward an unforgettable experience.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Hidden Cost of Waiting Too Long</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the biggest mistakes travelers make is postponing their vacation plans.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Life moves quickly. Work schedules become busier. Responsibilities pile up. Before long, another year passes without taking the trip you've been dreaming about.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The truth is that travel opportunities can change rapidly. Availability shifts, demand increases, and sought-after destinations often attract significant interest from eager travelers.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's why acting sooner rather than later can make a meaningful difference.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every day spent delaying your plans is another day further away from the experiences, adventures, and memories waiting for you.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Vacations aren't just luxuries—they're investments in happiness, relaxation, and personal enrichment.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Discover Destinations That Inspire</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the most exciting aspects of exploring vacations packages is the incredible variety of destinations available.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Imagine:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Relaxing beside crystal-clear waters</span></li>
<li><span style="font-size: 14pt;">Exploring world-famous landmarks</span></li>
<li><span style="font-size: 14pt;">Enjoying luxury accommodations</span></li>
<li><span style="font-size: 14pt;">Experiencing vibrant local cultures</span></li>
<li><span style="font-size: 14pt;">Creating unforgettable family memories</span></li>
<li><span style="font-size: 14pt;">Embarking on exciting adventures</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The possibilities are virtually endless.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">With thoughtfully selected vacations packages and convenient flight and hotel packages, travelers can spend less time worrying about logistics and more time anticipating incredible experiences.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Vacations On Demand helps transform travel aspirations into achievable plans.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Flight and Hotel Packages Continue to Grow in Popularity</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Modern travelers value efficiency.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Flight and hotel packages offer a practical solution that aligns perfectly with today's fast-paced lifestyle. Rather than navigating multiple booking platforms and managing separate confirmations, travelers can enjoy a more streamlined planning process.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">This simplicity allows travelers to focus on what truly matters: choosing destinations, planning activities, and preparing for memorable adventures.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">As more travelers recognize these advantages, demand for flight and hotel packages continues to rise.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Those who embrace these convenient travel solutions often discover that planning a vacation can be far easier than expected.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Make This the Year You Travel More</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">There is never a perfect time to wait.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The destinations you've always wanted to visit are calling. The experiences you've imagined are waiting. The memories you'll cherish for years are ready to be created.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;"><a href="https://vacationsondemand.com/"><strong>Vacations On Demand</strong></a><span> </span>is here to help make those dreams a reality through carefully selected vacations packages and convenient flight and hotel packages designed to simplify the travel experience.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">Whether you're seeking relaxation, adventure, romance, family fun, or cultural exploration, the right vacation opportunity may be closer than you think.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><a href="https://vacationsondemand.com/packages/"><strong>river cruise vacations packages</strong></a></span></p>]]> </content:encoded>
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<title>On&#45;board Charger Market Forecast: Industry Dynamics and Revenue Outlook</title>
<link>https://news.bangboxonline.com/on-board-charger-market-forecast-industry-dynamics-and-revenue-outlook</link>
<guid>https://news.bangboxonline.com/on-board-charger-market-forecast-industry-dynamics-and-revenue-outlook</guid>
<description><![CDATA[ The Global On-board Charger Market Size is valued at 7.45 billion in 2024 and is expected to reach 28.98 billion by the year 2032 at an 18.5 % CAGR during the forecast period for 2025-2032. ]]></description>
<enclosure url="" length="141836" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 22:50:35 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<div class="flex max-w-full flex-col gap-4 grow">
<div class="min-h-8 text-message relative flex w-full flex-col items-end gap-2 text-start break-words whitespace-normal outline-none keyboard-focused:focus-ring [.text-message+&amp;]:mt-1" dir="auto" data-message-author-role="assistant" data-message-id="76506bfa-48ee-4c28-a8f7-3f94e2f35035" data-turn-start-message="true" data-message-model-slug="gpt-5-5" tabindex="0">
<div class="flex w-full flex-col gap-1 empty:hidden">
<div class="markdown prose dark:prose-invert wrap-break-word w-full dark markdown-new-styling">
<p><strong><a href="https://www.stellarmr.com/report/On-board-Charger-Market/1548">On-board Charger Market</a>: Accelerating Growth with the Global Electric Vehicle Revolution</strong></p>
<p><strong>Introduction</strong></p>
<p>The global On-board Charger (OBC) Market is witnessing rapid expansion as electric vehicle (EV) adoption continues to rise worldwide. On-board chargers are critical components in electric vehicles, responsible for converting alternating current (AC) from charging stations into direct current (DC) required to charge vehicle batteries. As governments, automakers, and consumers increasingly embrace sustainable transportation, demand for advanced charging technologies is growing significantly. The market is expected to grow from USD 7.45 billion in 2024 to nearly USD 28.98 billion by 2032, registering a CAGR of 18.5% during the forecast period.</p>
<p><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/On-board-Charger-Market/1548">https://www.stellarmr.com/report/req_sample/On-board-Charger-Market/1548</a> <br></strong></p>
<p><strong>Growing Adoption of Electric Vehicles Driving Market Expansion</strong></p>
<p>The primary factor fueling growth in the On-board Charger Market is the increasing adoption of electric vehicles. Governments across the globe are implementing stringent emission regulations and offering incentives such as tax credits, subsidies, and rebates to encourage EV purchases. Rising fuel prices and growing concerns regarding environmental sustainability are also influencing consumers to shift toward electric mobility.</p>
<p>As the number of battery electric vehicles (BEVs) and plug-in hybrid electric vehicles (PHEVs) continues to increase, demand for efficient on-board charging systems is expanding simultaneously. Every electric vehicle requires an on-board charger to manage battery charging, making the technology an essential component of the EV ecosystem.</p>
<p><strong>Technological Advancements Enhancing Charger Performance</strong></p>
<p>Continuous technological innovation is transforming the on-board charger industry. Manufacturers are developing smaller, lighter, and more energy-efficient charging systems that improve vehicle performance while reducing weight and space requirements. Advanced power electronics and integrated charging solutions are helping automakers enhance charging efficiency and vehicle range.</p>
<p>The industry is also witnessing the development of high-power chargers capable of supporting faster charging speeds. Consumers increasingly demand shorter charging times, and automakers are responding by incorporating advanced charger technologies into their electric vehicle platforms. The integration of on-board chargers with DC-DC converters is another emerging trend that improves overall system efficiency and reduces manufacturing complexity.</p>
<p><strong>Expansion of Charging Infrastructure Creating New Opportunities</strong></p>
<p>The growth of charging infrastructure is playing a crucial role in supporting market expansion. Governments and private companies are investing heavily in public charging stations, fast-charging networks, and residential charging solutions. The availability of convenient charging facilities directly influences consumer confidence in electric vehicles and reduces concerns regarding driving range.</p>
<p>As charging infrastructure expands across urban and rural areas, demand for reliable on-board chargers continues to rise. Fast-charging capabilities are becoming particularly important as consumers seek greater convenience and reduced charging times. This trend is expected to generate significant opportunities for charger manufacturers and technology providers in the coming years.</p>
<p><strong>Market Challenges and Industry Constraints</strong></p>
<p>Despite strong growth prospects, the On-board Charger Market faces several challenges. One of the major obstacles is the lack of global standardization in EV charging systems. Different countries and regions often use varying charging standards, making interoperability a challenge for manufacturers and consumers alike.</p>
<p>Cost remains another significant concern. On-board chargers contribute to the overall cost of electric vehicles, potentially affecting affordability for price-sensitive consumers. Additionally, high-performance chargers require advanced components and sophisticated integration with vehicle electrical systems, increasing manufacturing complexity.</p>
<p>Competition from DC fast-charging technologies also presents a challenge. While on-board chargers are essential for AC charging, rapid DC charging solutions can significantly reduce charging times. As fast-charging infrastructure becomes more widespread, manufacturers must continue improving on-board charger performance to maintain their market relevance.</p>
<p><strong>Regional Market Outlook</strong></p>
<p>Asia-Pacific is expected to dominate the global On-board Charger Market throughout the forecast period. The region benefits from strong EV production, supportive government policies, and rapidly expanding charging infrastructure. China, the world's largest electric vehicle market, remains a major contributor to regional growth, while countries such as India, Japan, and South Korea continue investing in EV development and charging networks.</p>
<p>North America and Europe are also experiencing substantial growth driven by aggressive carbon reduction targets, increased EV adoption, and investments in sustainable transportation infrastructure. These regions are expected to remain key markets for advanced on-board charging technologies as automakers accelerate electrification strategies.</p>
<p><strong>Competitive Landscape</strong></p>
<p>The On-board Charger Market is characterized by the presence of several established technology and automotive component manufacturers. Key industry participants are focusing on innovation, strategic partnerships, and product development to strengthen their market positions. Leading companies include<span> </span><a href="https://www.st.com/?utm_source=chatgpt.com">STMicroelectronics</a>,<span> </span><a href="https://www.lg.com/?utm_source=chatgpt.com">LG Electronics</a>,<span> </span><a href="https://www.eaton.com/?utm_source=chatgpt.com">Eaton</a>,<span> </span><a href="https://www.valeo.com/?utm_source=chatgpt.com">Valeo</a>, and<span> </span><a href="https://www.mobis.com/?utm_source=chatgpt.com">Hyundai Mobis</a>, among others. These companies continue to invest in advanced charging technologies to meet the evolving requirements of the electric vehicle industry.</p>
<p><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/On-board-Charger-Market/1548">https://www.stellarmr.com/report/req_sample/On-board-Charger-Market/1548</a> <br></strong></p>
<p><strong>Conclusion</strong></p>
<p>The global On-board Charger Market is poised for remarkable growth as electric vehicle adoption accelerates worldwide. Increasing environmental awareness, supportive government policies, expanding charging infrastructure, and ongoing technological advancements are creating a favorable environment for market expansion. Although challenges such as standardization issues and cost pressures persist, continued innovation and investment are expected to strengthen the role of on-board chargers in the future of sustainable transportation. As the EV industry evolves, on-board charging technology will remain a fundamental component supporting the transition toward cleaner and more efficient mobility solutions.</p>
<h3 data-section-id="v2m5u0" data-start="79" data-end="159"><strong style="font-size: 11px;">About Stellar Market Research:</strong></h3>
</div>
</div>
</div>
</div>
<div class="z-0 flex min-h-[46px] justify-start">Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.<br><br><strong>Contact Stellar Market Research:</strong><br><br>3rd Floor, Navale IT Park, Phase 2<br><br>Pune Banglore Highway, Narhe,<br><br>Pune, Maharashtra 411041, India<br><br><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong><br><br>+91 20 6630 3320 | +91 9607365656</div>]]> </content:encoded>
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<title>AI Get the Interviews&#45;Can You handle it?</title>
<link>https://news.bangboxonline.com/ai-job-search-interview-preparation-career-growth-71189</link>
<guid>https://news.bangboxonline.com/ai-job-search-interview-preparation-career-growth-71189</guid>
<description><![CDATA[ Learn how to use AI for job searching without hurting your chances of getting hired. Discover interview preparation tips, career growth strategies, personal branding insights, and practical advice to stand out in today&#039;s AI-driven job market. ]]></description>
<enclosure url="" length="141836" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 22:14:38 +0500</pubDate>
<dc:creator>growth hack</dc:creator>
<media:keywords>AI job search, AI agents, interview preparation, career growth, job search tips, AI job applications, career advice, personal branding, leadership skills, AI automation, LinkedIn tips, productivity, growth hacking, job interviews, professional development</media:keywords>
<content:encoded><![CDATA[<p>Artificial Intelligence is transforming the job search process. Today, job seekers can use AI agents, automation workflows, and outreach tools to apply for dozens—or even hundreds—of opportunities in a fraction of the time it once took.</p>
<p>But there is a growing problem.</p>
<p>Many professionals are optimizing for applications instead of interviews.</p>
<p>Getting a response from a recruiter is no longer the hardest part. The real challenge begins when someone replies and asks you to explain your experience, achievements, and value.</p>
<h2>Why AI Alone Won't Get You Hired</h2>
<p>AI can help with:</p>
<ul>
<li>
<p>Finding job opportunities</p>
</li>
<li>
<p>Automating applications</p>
</li>
<li>
<p>Personalizing outreach messages</p>
</li>
<li>
<p>Scaling networking efforts</p>
</li>
<li>
<p>Improving productivity</p>
</li>
</ul>
<p>What AI cannot do is demonstrate your judgment, confidence, and ability to communicate your value during a real conversation.</p>
<p>Recruiters and hiring managers still want to know:</p>
<ul>
<li>
<p>Why should we hire you?</p>
</li>
<li>
<p>What impact have you created?</p>
</li>
<li>
<p>Why do you want to join our company?</p>
</li>
<li>
<p>How do you solve problems?</p>
</li>
</ul>
<p>These answers require preparation—not automation.</p>
<h2>Four Things You Must Have Ready</h2>
<h3>1. Your Wins With Real Numbers</h3>
<p>Don't just say you improved performance or increased sales.</p>
<p>Be ready with measurable results:</p>
<ul>
<li>
<p>Increased revenue by 30%</p>
</li>
<li>
<p>Reduced costs by 15%</p>
</li>
<li>
<p>Improved conversion rates by 22%</p>
</li>
<li>
<p>Saved 10 hours per week through automation</p>
</li>
</ul>
<p>Numbers create credibility.</p>
<h3>2. Your 90-Second Career Story</h3>
<p>You should be able to explain:</p>
<ul>
<li>
<p>Who you are</p>
</li>
<li>
<p>What you do</p>
</li>
<li>
<p>What you've achieved</p>
</li>
<li>
<p>Where you want to go next</p>
</li>
</ul>
<p>A clear and concise career story helps recruiters understand your value immediately.</p>
<h3>3. Why This Company?</h3>
<p>One of the biggest mistakes candidates make is giving generic answers.</p>
<p>Research the company before speaking with them. Understand their products, challenges, industry, and growth plans.</p>
<p>The best candidates show genuine interest, not just availability.</p>
<h3>4. Smart Questions</h3>
<p>Strong candidates don't just answer questions—they ask them.</p>
<p>Questions about team goals, company priorities, growth opportunities, and business challenges demonstrate curiosity and preparation.</p>
<h2>Use AI for Volume. Use Your Brain for Value.</h2>
<p>The professionals who will win in the AI era are not the ones applying to the most jobs.</p>
<p>They are the ones who combine technology with preparation, communication skills, and critical thinking.</p>
<p>AI can get you noticed.</p>
<p>Preparation gets you hired.</p>
<h2>Watch the Full Reel</h2>
<p>Want to learn more about using AI effectively in your job search?</p>
<p>Watch the full Instagram Reel here:</p>
<p><a href="https://www.instagram.com/reel/DY1dAIyTiwF/">https://www.instagram.com/reel/DY1dAIyTiwF/</a></p>
<p>Follow GrowthHacksByKuwar for more insights on AI tools, career growth, job search strategies, automation, productivity, and professional development.</p>]]> </content:encoded>
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<title>Technical Textile Market Forecast: Regional Insights and Market Expansion</title>
<link>https://news.bangboxonline.com/technical-textile-market-forecast-regional-insights-and-market-expansion</link>
<guid>https://news.bangboxonline.com/technical-textile-market-forecast-regional-insights-and-market-expansion</guid>
<description><![CDATA[ Technical Textile Market  was valued at USD 222.36 billion in 2025. Its total industry revenue is expected to grow by 6.2% from 2026 to 2032, reaching nearly USD 338.79 billion in 2032. ]]></description>
<enclosure url="" length="141836" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 22:13:46 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<div class="flex max-w-full flex-col gap-4 grow">
<div class="min-h-8 text-message relative flex w-full flex-col items-end gap-2 text-start break-words whitespace-normal outline-none keyboard-focused:focus-ring [.text-message+&amp;]:mt-1" dir="auto" data-message-author-role="assistant" data-message-id="76506bfa-48ee-4c28-a8f7-3f94e2f35035" data-turn-start-message="true" data-message-model-slug="gpt-5-5" tabindex="0">
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<div class="markdown prose dark:prose-invert wrap-break-word w-full dark markdown-new-styling">
<h1><strong><a href="https://www.stellarmr.com/report/technical-textile-market/2709">Technical Textile Market</a>: Driving Innovation Across Industrial and Consumer Applications</strong></h1>
<h2><strong>Introduction</strong></h2>
<p>The global technical textile market is experiencing substantial growth as industries increasingly demand high-performance materials that offer enhanced functionality, durability, and safety. Unlike conventional textiles that focus primarily on aesthetics and comfort, technical textiles are engineered to deliver specific performance characteristics for industrial, medical, automotive, construction, agricultural, and protective applications.</p>
<p>The growing emphasis on advanced materials, sustainability, and technological innovation is transforming the textile industry. As governments and industries invest in infrastructure development, healthcare modernization, and industrial automation, the demand for technical textiles continues to rise worldwide. These specialized fabrics have become critical components in numerous sectors, contributing to improved efficiency, safety, and environmental performance.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/technical-textile-market/2709">https://www.stellarmr.com/report/req_sample/technical-textile-market/2709</a> <br></strong></h2>
<h2><strong>Understanding Technical Textiles</strong></h2>
<p>Technical textiles are textile materials and products manufactured primarily for their technical performance and functional properties rather than decorative or aesthetic purposes. These textiles are designed to meet specific requirements such as strength, durability, flexibility, thermal resistance, filtration efficiency, and protection against environmental hazards.</p>
<p>The market encompasses various product categories, including Agrotech (agriculture), Meditech (medical textiles), Mobiltech (automotive textiles), Geotech (geotextiles), Buildtech (construction textiles), Protech (protective textiles), and Indutech (industrial textiles). Each segment serves unique industrial applications and contributes to the overall growth of the market.</p>
<h2><strong>Key Factors Driving Market Growth</strong></h2>
<p>One of the major factors driving the technical textile market is the increasing demand from the automotive industry. Vehicle manufacturers are utilizing technical textiles in seat fabrics, airbags, seat belts, insulation materials, and interior components to improve safety, comfort, and fuel efficiency. The growing production of electric vehicles is further creating opportunities for advanced textile materials designed for lightweight and energy-efficient applications.</p>
<p>Another significant growth driver is the expansion of the healthcare sector. Medical textiles are widely used in surgical gowns, face masks, wound dressings, implants, and personal protective equipment (PPE). Rising healthcare expenditures, growing awareness of hygiene standards, and increasing demand for advanced medical products are supporting market expansion.</p>
<p>Infrastructure development projects worldwide are also boosting demand for geotextiles and construction textiles used in roads, bridges, drainage systems, erosion control, and soil stabilization applications.</p>
<h2><strong>Technological Advancements Fueling Innovation</strong></h2>
<p>Innovation is playing a central role in the evolution of the technical textile industry. Manufacturers are investing in advanced fiber technologies, nanotechnology, smart textiles, and sustainable production methods to develop next-generation products.</p>
<p>Smart textiles integrated with sensors and electronic components are gaining popularity across healthcare, defense, sports, and wearable technology applications. These intelligent fabrics can monitor physiological parameters, detect environmental conditions, and provide real-time data for various end uses.</p>
<p>Nanotechnology is also enhancing textile performance by improving water resistance, antimicrobial properties, UV protection, and durability. These advancements are expanding the application scope of technical textiles across multiple industries.</p>
<h2><strong>Growing Importance of Sustainable Materials</strong></h2>
<p>Sustainability has become a major focus area within the technical textile market. Consumers, businesses, and regulatory authorities are increasingly encouraging the use of environmentally responsible materials and manufacturing processes.</p>
<p>Manufacturers are developing biodegradable fibers, recycled textile materials, and eco-friendly production techniques to reduce environmental impact. The adoption of circular economy principles is promoting resource efficiency and waste reduction throughout the textile value chain.</p>
<p>Sustainable technical textiles are finding growing acceptance in automotive, construction, packaging, and consumer product applications, creating new opportunities for market participants.</p>
<h2><strong>Industrial Applications Expanding Rapidly</strong></h2>
<p>Industrial applications represent a significant share of the technical textile market. Filtration systems, conveyor belts, industrial fabrics, insulation materials, and protective coverings rely heavily on specialized textile solutions.</p>
<p>The expansion of manufacturing activities, increasing industrial automation, and rising safety requirements are driving demand for high-performance textile products. Industries such as mining, chemicals, oil and gas, and energy continue to adopt technical textiles to improve operational efficiency and workplace safety.</p>
<p>As industrial processes become more advanced and specialized, the role of technical textiles is expected to become increasingly important.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/technical-textile-market/2709">https://www.stellarmr.com/report/req_sample/technical-textile-market/2709</a> <br></strong></h2>
<h2><strong>Regional Market Trends</strong></h2>
<p>Asia-Pacific currently dominates the global technical textile market due to its strong manufacturing base, growing industrialization, and expanding infrastructure investments. Countries such as China, India, Japan, and South Korea are major contributors to regional growth. Government initiatives supporting domestic textile manufacturing and industrial development are further strengthening market expansion.</p>
<p>North America represents a significant market driven by technological innovation, advanced healthcare infrastructure, and increasing demand for protective and industrial textiles. The region continues to invest heavily in research and development activities aimed at improving textile performance and functionality.</p>
<p>Europe also holds a substantial market share due to strong automotive, healthcare, and construction industries. Countries such as Germany, France, Italy, and the United Kingdom remain key centers for technical textile innovation and manufacturing.</p>
<h2><strong>Challenges Facing the Market</strong></h2>
<p>Despite strong growth prospects, the technical textile market faces several challenges. High production costs associated with advanced fibers and specialized manufacturing processes can limit adoption in price-sensitive markets. Additionally, fluctuations in raw material prices may impact profitability for manufacturers.</p>
<p>The industry also faces challenges related to regulatory compliance, quality standards, and the need for continuous innovation. Companies must invest significantly in research and development to remain competitive and address evolving customer requirements.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the technical textile market appears highly promising as industries increasingly seek advanced materials capable of delivering superior performance and sustainability. Innovations in smart textiles, nanotechnology, sustainable fibers, and industrial applications will continue to drive market growth.</p>
<p>As demand expands across healthcare, automotive, construction, agriculture, and industrial sectors, technical textiles will play an increasingly important role in supporting technological progress and economic development. With ongoing investments in research, infrastructure, and sustainable manufacturing, the market is well-positioned for long-term growth and global expansion.</p>
<h3 data-section-id="v2m5u0" data-start="79" data-end="159"><strong style="font-size: 11px;">About Stellar Market Research:</strong></h3>
</div>
</div>
</div>
</div>
<div class="z-0 flex min-h-[46px] justify-start">Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.<br><br><strong>Contact Stellar Market Research:</strong><br><br>3rd Floor, Navale IT Park, Phase 2<br><br>Pune Banglore Highway, Narhe,<br><br>Pune, Maharashtra 411041, India<br><br><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong><br><br>+91 20 6630 3320 | +91 9607365656</div>]]> </content:encoded>
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<title>Luxury Car Market Forecast: Industry Drivers, Challenges, and Opportunities</title>
<link>https://news.bangboxonline.com/luxury-car-market-forecast-industry-drivers-challenges-and-opportunities</link>
<guid>https://news.bangboxonline.com/luxury-car-market-forecast-industry-drivers-challenges-and-opportunities</guid>
<description><![CDATA[ Luxury Car Market is expected to grow at a CAGR of 9.2% during the forecast period. Luxury Car Market is expected to reach US$ 1109.81 Bn. in 2032 from US$ 599.36 Bn. in 2025. ]]></description>
<enclosure url="" length="141836" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 22:10:51 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<div class="flex max-w-full flex-col gap-4 grow">
<div class="min-h-8 text-message relative flex w-full flex-col items-end gap-2 text-start break-words whitespace-normal outline-none keyboard-focused:focus-ring [.text-message+&amp;]:mt-1" dir="auto" data-message-author-role="assistant" data-message-id="76506bfa-48ee-4c28-a8f7-3f94e2f35035" data-turn-start-message="true" data-message-model-slug="gpt-5-5" tabindex="0">
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<h1><strong><a href="https://www.stellarmr.com/report/Luxury-Car-Market/1182">Luxury Car Market</a>: Driving Innovation, Performance, and Premium Mobility</strong></h1>
<h2><strong>Introduction</strong></h2>
<p>The global luxury car market continues to expand as consumers increasingly seek premium vehicles that combine advanced technology, exceptional performance, comfort, and exclusivity. Luxury automobiles have evolved far beyond transportation, becoming symbols of status, innovation, and personalized driving experiences. Rising disposable incomes, growing urbanization, and increasing demand for technologically advanced vehicles are contributing significantly to market growth.</p>
<p>Luxury car manufacturers are investing heavily in electric mobility, autonomous driving technologies, connected vehicle systems, and sustainable production methods to meet evolving consumer expectations. As a result, the luxury car market is entering a new era defined by innovation, digitalization, and premium customer experiences.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Luxury-Car-Market/1182">https://www.stellarmr.com/report/req_sample/Luxury-Car-Market/1182</a> <br></strong></h2>
<h2><strong>Understanding the Luxury Car Market</strong></h2>
<p>Luxury cars are premium vehicles designed to offer superior comfort, performance, safety, and advanced technological features compared to standard automobiles. These vehicles often incorporate high-quality materials, sophisticated engineering, personalized customization options, and cutting-edge driver assistance systems.</p>
<p>The market includes luxury sedans, sports cars, SUVs, electric vehicles, and ultra-luxury models. Leading automotive manufacturers continuously introduce new innovations to differentiate their offerings and maintain strong brand loyalty among affluent consumers.</p>
<p>Luxury vehicles increasingly feature advanced infotainment systems, artificial intelligence-powered assistants, premium interiors, and enhanced connectivity solutions that elevate the overall driving experience.</p>
<h2><strong>Key Factors Driving Market Growth</strong></h2>
<p>One of the primary drivers of the luxury car market is the growth of high-net-worth individuals and rising disposable incomes across both developed and emerging economies. Consumers with greater purchasing power are increasingly investing in premium vehicles that offer exclusivity, superior performance, and enhanced comfort.</p>
<p>Another significant growth factor is the rising demand for technologically advanced automobiles. Luxury car buyers often seek the latest innovations in safety, connectivity, autonomous driving capabilities, and electrification. Manufacturers are responding by integrating advanced driver-assistance systems (ADAS), intelligent navigation, and connected vehicle technologies into their product portfolios.</p>
<p>The growing popularity of luxury SUVs is also contributing to market expansion. Consumers increasingly prefer SUVs due to their spacious interiors, elevated driving positions, versatility, and premium features.</p>
<h2><strong>Electrification Transforming the Industry</strong></h2>
<p>Electric vehicles (EVs) are becoming a major growth engine within the luxury car market. Premium automotive brands are investing heavily in electric mobility as governments worldwide introduce stricter emissions regulations and consumers become more environmentally conscious.</p>
<p>Luxury electric vehicles offer high performance, extended driving ranges, advanced battery technologies, and sophisticated digital experiences. Many automakers are launching dedicated electric luxury models to strengthen their positions in the rapidly evolving automotive landscape.</p>
<p>The transition toward electrification is expected to accelerate further as charging infrastructure expands and battery technologies continue to improve.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/Luxury-Car-Market/1182">https://www.stellarmr.com/report/req_sample/Luxury-Car-Market/1182</a> <br></strong></h2>
<h2><strong>Advanced Technology Enhancing Customer Experience</strong></h2>
<p>Technology has become a defining characteristic of modern luxury vehicles. Artificial intelligence, machine learning, cloud connectivity, and over-the-air software updates are transforming how consumers interact with their automobiles.</p>
<p>Luxury vehicles now offer features such as voice-controlled assistants, adaptive cruise control, predictive navigation, augmented reality displays, and personalized driver settings. These innovations enhance convenience, safety, and user satisfaction while creating highly connected mobility experiences.</p>
<p>Automakers are also exploring autonomous driving technologies that could redefine luxury transportation in the future. Continuous advancements in sensor systems, artificial intelligence, and vehicle connectivity are expected to support this transformation.</p>
<h2><strong>Luxury SUVs Leading Market Demand</strong></h2>
<p>Among vehicle categories, luxury SUVs have emerged as one of the fastest-growing segments. Consumers appreciate the combination of premium comfort, advanced technology, spacious interiors, and all-terrain capability offered by luxury SUVs.</p>
<p>Families, business professionals, and younger affluent consumers increasingly prefer SUVs due to their versatility and practicality. Manufacturers are responding by expanding their SUV portfolios and introducing electrified variants to meet evolving consumer preferences.</p>
<p>This trend is expected to remain a key driver of market growth throughout the forecast period.</p>
<h2><strong>Regional Market Trends</strong></h2>
<p>North America remains one of the largest luxury car markets globally due to high disposable incomes, strong consumer demand for premium vehicles, and widespread adoption of advanced automotive technologies. The United States continues to represent a major revenue contributor for luxury automakers.</p>
<p>Europe also holds a significant market share, supported by the presence of several leading luxury vehicle manufacturers and strong consumer demand for premium automobiles. Countries such as Germany, the United Kingdom, France, and Italy play important roles in the global luxury automotive ecosystem.</p>
<p>Meanwhile, the Asia-Pacific region is expected to witness the fastest growth. Rapid urbanization, increasing wealth, expanding middle-class populations, and rising interest in premium brands are driving demand in countries such as China, India, Japan, and South Korea. China, in particular, has emerged as one of the world's most influential luxury vehicle markets.</p>
<h2><strong>Challenges Facing the Market</strong></h2>
<p>Despite strong growth prospects, the luxury car market faces several challenges. Economic uncertainties, inflationary pressures, and fluctuations in consumer spending can impact demand for premium vehicles.</p>
<p>Supply chain disruptions and semiconductor shortages have also affected vehicle production and delivery timelines in recent years. Additionally, manufacturers must navigate increasingly stringent environmental regulations while continuing to invest in innovation and electrification.</p>
<p>Competition within the premium automotive segment remains intense as both established luxury brands and emerging electric vehicle manufacturers compete for market share.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the luxury car market appears highly promising. Continued advancements in electric mobility, autonomous driving technologies, connected vehicle systems, and sustainable manufacturing practices will shape the next generation of luxury automobiles.</p>
<p>As consumer expectations evolve toward personalized, technology-driven, and environmentally responsible mobility solutions, luxury vehicle manufacturers will continue to innovate and expand their offerings. With rising global wealth, growing demand for premium experiences, and rapid technological progress, the luxury car market is well-positioned for sustained long-term growth and transformation.</p>
<h3 data-section-id="v2m5u0" data-start="79" data-end="159"><strong style="font-size: 11px;">About Stellar Market Research:</strong></h3>
</div>
</div>
</div>
</div>
<div class="z-0 flex min-h-[46px] justify-start">Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.<br><br><strong>Contact Stellar Market Research:</strong><br><br>3rd Floor, Navale IT Park, Phase 2<br><br>Pune Banglore Highway, Narhe,<br><br>Pune, Maharashtra 411041, India<br><br><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong><br><br>+91 20 6630 3320 | +91 9607365656</div>]]> </content:encoded>
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<title>Stylish Durags: Elevate Your Look Instantly with Rag Ratz&amp;apos;s Premium Designer Du Rags</title>
<link>https://news.bangboxonline.com/stylish-durags-elevate-your-look-instantly-with-rag-ratzs-premium-designer-du-rags</link>
<guid>https://news.bangboxonline.com/stylish-durags-elevate-your-look-instantly-with-rag-ratzs-premium-designer-du-rags</guid>
<description><![CDATA[ RagKingz offers stylish durags in silky and velvet materials—perfect for waves and streetwear fashion. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a3031584d44d.jpg" length="108700" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 22:08:10 +0500</pubDate>
<dc:creator>Ragkingz</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Fashion trends come and go, but true style makes a statement that never fades. If you're ready to transform your look, protect your hair, and stand out from the crowd, there's never been a better time to discover the power of<span> </span><a href="https://www.ragkingz.com/"><strong>stylish durags</strong></a><span> </span>from Rag Ratz.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In today's fashion-forward world, accessories are no longer just additions to an outfit—they're the centerpiece. That's why stylish durags have become one of the most sought-after fashion essentials for individuals who want to combine confidence, comfort, and culture into one unforgettable look.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">At Rag Ratz, we're redefining what it means to wear designer du rags. Our collection is crafted for trendsetters, wave enthusiasts, and style-conscious individuals who refuse to settle for ordinary. If you're looking for a way to instantly upgrade your appearance while enjoying premium functionality, your search ends here.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Stylish Durags Revolution Is Happening Right Now</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Walk through any major city, scroll through social media, or check out the latest streetwear trends, and you'll notice one thing: stylish durags are dominating the fashion scene.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">What was once considered a simple hair accessory has evolved into a powerful symbol of personal style and self-expression. Modern consumers aren't just looking for basic headwear anymore. They're demanding bold designs, luxurious materials, and fashion pieces that command attention.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's exactly where Rag Ratz shines.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our stylish durags are designed to help you make an impact the moment you step into a room. Whether you're dressing for a casual day out, a special event, or simply maintaining your wave pattern, the right durag can completely transform your appearance.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The difference is undeniable.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Designer Du Rags Are More Popular Than Ever</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The popularity of designer du rags continues to surge because they deliver the perfect combination of style and practicality.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">People no longer want accessories that only look good. They want products that perform exceptionally while enhancing their overall image.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;"><a href="https://www.ragkingz.com/product-category/designer-du-rags/"><strong>Designer du rags</strong></a><span> </span>from Rag Ratz offer benefits that go far beyond aesthetics:</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Superior Wave Maintenance</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">For wave enthusiasts, maintaining definition and consistency is essential. Premium materials help keep hair compressed and protected, supporting the appearance of smoother, more defined waves.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Comfortable All-Day Wear</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Nobody wants an accessory that feels restrictive or uncomfortable. Our stylish durags are designed with comfort in mind, making them ideal for extended wear.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Head-Turning Style</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Fashion is about standing out. The right designer du rags can instantly elevate your outfit and create a polished, confident look that attracts attention for all the right reasons.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Hair Protection</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Daily exposure to friction, dryness, and environmental elements can affect hair health. Stylish durags help minimize these issues while supporting your grooming routine.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Rag Ratz: Where Fashion Meets Function</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In a crowded marketplace filled with generic products, Rag Ratz delivers something extraordinary.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">We understand that today's consumers expect more than average quality. They want products that reflect their personality, complement their style, and deliver exceptional performance.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's why every piece in our collection is carefully selected to offer the perfect balance of fashion and functionality.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When customers choose Rag Ratz, they're not simply purchasing stylish durags—they're investing in a premium experience designed to enhance both appearance and confidence.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Our designer du rags are crafted for individuals who appreciate quality, value, and attention to detail.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Hidden Cost of Settling for Less</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many shoppers make the mistake of choosing low-quality alternatives that quickly lose their shape, fade in appearance, or fail to provide proper hair protection.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The result?</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Frustration, disappointment, and wasted money.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Poorly constructed products often require frequent replacement, making them far more expensive over time than investing in premium designer du rags from the start.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Rag Ratz focuses on delivering products that meet the expectations of modern consumers who demand durability, comfort, and style without compromise.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Why settle for average when you can experience exceptional?</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Create a Signature Look That Gets Noticed</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In today's image-driven culture, first impressions matter more than ever.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Your personal style communicates confidence, personality, and individuality before you even say a word. Stylish durags have become a key component of modern streetwear because they allow people to express themselves in a bold and authentic way.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Whether you prefer sleek, understated designs or eye-catching statement pieces, Rag Ratz offers options that help you create a look that feels uniquely yours.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Fashion isn't about blending in.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">It's about standing out.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">And few accessories make a stronger statement than premium designer du rags that combine luxury aesthetics with everyday practicality.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Demand Is Growing Fast</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The popularity of stylish durags continues to explode as more people discover the impact they can have on both appearance and hair care routines.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Trend-conscious shoppers are constantly searching for premium products that help them stay ahead of the curve. As demand grows, the most sought-after styles often become customer favorites quickly.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">That's why acting now is more important than ever.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Waiting too long could mean missing out on the styles that perfectly match your personal taste and fashion goals.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When opportunity meets style, hesitation can be costly.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Customers Choose Rag Ratz Again and Again</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The Rag Ratz difference comes down to a simple philosophy: deliver exceptional value through premium products and outstanding style.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Customers return because they appreciate:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">Fashion-forward designs</span></li>
<li><span style="font-size: 14pt;">High-quality materials</span></li>
<li><span style="font-size: 14pt;">Comfortable wear</span></li>
<li><span style="font-size: 14pt;">Reliable hair protection</span></li>
<li><span style="font-size: 14pt;">Trend-setting collections</span></li>
<li><span style="font-size: 14pt;">Exceptional style versatility</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every stylish durag in our collection is selected with the modern customer in mind, ensuring that fashion and function work together seamlessly.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Upgrade Your Style Today</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">There's never been a more exciting time to explore the world of stylish durags. As fashion trends continue to evolve, designer du rags remain one of the most versatile, impactful, and sought-after accessories available.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"><a href="https://www.ragkingz.com/"><strong>Rag Ratz</strong></a><span> </span>is committed to helping customers elevate their look with premium products that combine comfort, confidence, and unmistakable style.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:-<span> </span><a href="https://www.ragkingz.com/product-category/designer-du-rags/"><strong>designer du-rag</strong></a></span></p>]]> </content:encoded>
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<title>Nicotine Pouch Market Forecast: Size, Share, and Competitive Landscape Analysis</title>
<link>https://news.bangboxonline.com/nicotine-pouch-market-forecast-size-share-and-competitive-landscape-analysis</link>
<guid>https://news.bangboxonline.com/nicotine-pouch-market-forecast-size-share-and-competitive-landscape-analysis</guid>
<description><![CDATA[ Nicotine Pouch Market  was estimated at USD 5.10 Bn in 2024 and is expected to grow at a CAGR of 31.5% from 2025 to 2032, reaching nearly USD 45.60 Bn by 2032. ]]></description>
<enclosure url="" length="108700" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 21:54:28 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[<div class="flex max-w-full flex-col gap-4 grow">
<div class="min-h-8 text-message relative flex w-full flex-col items-end gap-2 text-start break-words whitespace-normal outline-none keyboard-focused:focus-ring [.text-message+&amp;]:mt-1" dir="auto" data-message-author-role="assistant" data-message-id="76506bfa-48ee-4c28-a8f7-3f94e2f35035" data-turn-start-message="true" data-message-model-slug="gpt-5-5" tabindex="0">
<div class="flex w-full flex-col gap-1 empty:hidden">
<div class="markdown prose dark:prose-invert wrap-break-word w-full dark markdown-new-styling">
<h1><strong><a href="https://www.stellarmr.com/report/nicotine-pouch-market/2707">Nicotine Pouch Market</a>: Redefining the Future of Smoke-Free Nicotine Consumption</strong></h1>
<h2><strong>Introduction</strong></h2>
<p>The global nicotine pouch market is experiencing rapid growth as consumers increasingly seek smoke-free and tobacco-free alternatives to traditional nicotine products. Nicotine pouches are small, discreet oral products that deliver nicotine without requiring combustion, vaping, or tobacco leaf content. Positioned between traditional smokeless tobacco and modern nicotine replacement products, nicotine pouches have gained significant popularity among adult consumers seeking convenience and reduced exposure to harmful substances associated with smoking.</p>
<p>The market is being driven by changing consumer preferences, increasing awareness of alternative nicotine delivery methods, and ongoing innovation by manufacturers. As regulatory environments evolve and demand for reduced-risk products increases, nicotine pouches are emerging as one of the fastest-growing segments within the nicotine industry.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/nicotine-pouch-market/2707">https://www.stellarmr.com/report/req_sample/nicotine-pouch-market/2707</a> <br></strong></h2>
<h2><strong>Understanding Nicotine Pouches</strong></h2>
<p>Nicotine pouches are oral nicotine products placed between the gum and upper lip, where nicotine is gradually absorbed through the oral mucosa. Unlike traditional chewing tobacco or snus, nicotine pouches typically contain nicotine, plant-based fibers, flavorings, sweeteners, and stabilizing agents but do not include tobacco leaves.</p>
<p>These products are available in various nicotine strengths and flavor profiles, providing adult users with flexibility and personalization. Their discreet usage, lack of smoke, and convenience make them attractive alternatives for consumers seeking smoke-free nicotine experiences in both public and private settings.</p>
<h2><strong>Key Factors Driving Market Growth</strong></h2>
<p>One of the primary drivers of the nicotine pouch market is the growing shift toward smoke-free products. Increasing public awareness of the health risks associated with combustible tobacco products has encouraged many adult nicotine users to explore alternative consumption methods.</p>
<p>Consumers are increasingly attracted to nicotine pouches because they do not produce smoke, ash, or strong odors. This convenience factor allows users to consume nicotine in environments where smoking may be restricted or socially discouraged.</p>
<p>Another important growth driver is the rising demand for tobacco-free products. Many consumers perceive nicotine pouches as a cleaner and more modern alternative compared to traditional tobacco products. Manufacturers continue to introduce innovative formulations and flavors to appeal to a broad range of adult consumers.</p>
<h2><strong>Product Innovation Fueling Expansion</strong></h2>
<p>Innovation has become a major competitive factor within the nicotine pouch industry. Manufacturers are continuously developing new flavors, nicotine strengths, and pouch formats to meet evolving consumer preferences.</p>
<p>Flavor options ranging from mint and citrus to berry and coffee varieties have expanded product appeal. Companies are also focusing on improving pouch texture, nicotine release profiles, and overall user experience.</p>
<p>Advancements in manufacturing technologies have enabled producers to enhance product consistency, quality control, and shelf stability. These innovations are helping brands differentiate themselves in an increasingly competitive marketplace while attracting new users seeking alternative nicotine products.</p>
<h2><strong>Retail and E-Commerce Growth</strong></h2>
<p>The expansion of retail distribution channels has significantly contributed to market growth. Nicotine pouches are widely available through convenience stores, specialty retailers, supermarkets, and tobacco shops. Increased product visibility and accessibility have played a key role in driving consumer adoption.</p>
<p>E-commerce platforms are also becoming an important sales channel. Online retail allows consumers to explore product varieties, compare options, and access a broader selection of brands. Digital marketing strategies and direct-to-consumer sales models are helping manufacturers strengthen customer engagement and expand market reach.</p>
<p>As online shopping continues to grow globally, e-commerce is expected to become an increasingly important contributor to nicotine pouch sales.</p>
<h2><strong>Regional Market Trends</strong></h2>
<p>North America currently represents one of the largest markets for nicotine pouches, driven by increasing consumer awareness, strong retail availability, and growing demand for smoke-free alternatives. The United States has emerged as a key growth market due to changing consumer behaviors and expanding product portfolios offered by major manufacturers.</p>
<p>Europe also maintains a significant market share, particularly in Nordic countries where consumers are already familiar with oral nicotine products. Strong adoption rates and established consumer acceptance continue to support market growth across the region.</p>
<p>Meanwhile, the Asia-Pacific region is expected to witness substantial growth in the coming years. Rising urbanization, increasing disposable incomes, and evolving consumer preferences are creating opportunities for manufacturers to expand their presence in emerging markets.</p>
<h2><strong>Request Free Sample Report: <a href="https://www.stellarmr.com/report/req_sample/nicotine-pouch-market/2707">https://www.stellarmr.com/report/req_sample/nicotine-pouch-market/2707</a> <br></strong></h2>
<h2><strong>Regulatory Landscape and Challenges</strong></h2>
<p>Despite strong growth prospects, the nicotine pouch market faces regulatory challenges. Governments and health authorities continue to evaluate nicotine products and develop regulations related to product labeling, marketing, sales, and age restrictions.</p>
<p>Manufacturers must navigate complex regulatory environments that vary across countries and regions. Compliance with evolving standards requires ongoing investment in product testing, quality assurance, and regulatory affairs.</p>
<p>Public perception also remains an important factor. Industry participants must balance product promotion with responsible marketing practices aimed exclusively at adult consumers while maintaining transparency regarding product ingredients and usage guidelines.</p>
<h2><strong>Competitive Landscape</strong></h2>
<p>The nicotine pouch market is becoming increasingly competitive as established tobacco companies and emerging brands invest in product development and market expansion. Companies are focusing on innovation, branding, flavor diversification, and strategic partnerships to strengthen their competitive positions.</p>
<p>Research and development activities continue to play a critical role in enhancing product performance and meeting changing consumer expectations. Market participants are also investing in manufacturing capacity and distribution networks to support future growth.</p>
<h2><strong>Future Outlook</strong></h2>
<p>The future of the nicotine pouch market appears promising as demand for smoke-free and tobacco-free alternatives continues to rise. Product innovation, expanding distribution channels, and increasing consumer awareness are expected to drive sustained market growth over the coming years.</p>
<p>As regulatory frameworks become more defined and manufacturers continue to introduce improved products, nicotine pouches are likely to become an increasingly important segment within the broader nicotine industry. With strong consumer interest in convenient and discreet nicotine delivery methods, the market is well-positioned for long-term expansion and continued innovation.</p>
<h3 data-section-id="v2m5u0" data-start="79" data-end="159"><strong style="font-size: 11px;">About Stellar Market Research:</strong></h3>
</div>
</div>
</div>
</div>
<div class="z-0 flex min-h-[46px] justify-start">Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.<br><br><strong>Contact Stellar Market Research:</strong><br><br>3rd Floor, Navale IT Park, Phase 2<br><br>Pune Banglore Highway, Narhe,<br><br>Pune, Maharashtra 411041, India<br><br><strong><a href="mailto:sales@maximizemarketresearch.com">sales@maximizemarketresearch.com</a> </strong><br><br>+91 20 6630 3320 | +91 9607365656</div>]]> </content:encoded>
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<title>Dry Shampoo Market Share Insights: Leading Brands and Competitive Landscape Analysis</title>
<link>https://news.bangboxonline.com/dry-shampoo-market-share-insights-leading-brands-and-competitive-landscape-analysis</link>
<guid>https://news.bangboxonline.com/dry-shampoo-market-share-insights-leading-brands-and-competitive-landscape-analysis</guid>
<description><![CDATA[ Dry Shampoo Market to hit USD 5.71Bn by 2032, supported by waterless haircare adoption, sustainable clean-beauty formulations, premium product growth, and strong e-commerce acceleration in key global regions. ]]></description>
<enclosure url="" length="108700" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 21:04:03 +0500</pubDate>
<dc:creator>rushi stellar</dc:creator>
<media:keywords>size, growth, market, share</media:keywords>
<content:encoded><![CDATA[Dry Shampoo Market: Revolutionizing Modern Hair Care Solutions
Introduction
The global dry shampoo market is witnessing strong growth as consumers increasingly seek convenient and time-saving personal care solutions. Dry shampoo has become a popular alternative to traditional hair washing, allowing individuals to refresh their hair without using water. By absorbing excess oil and enhancing hair appearance, dry shampoos offer a practical solution for busy lifestyles, travel, fitness routines, and water-conservation efforts.

The growing influence of beauty trends, rising urbanization, and increasing awareness of personal grooming are driving demand across various demographics. As consumers prioritize convenience and efficiency, dry shampoo products are becoming a staple in modern hair care regimens.

Request Free Sample Report: https://www.mmrstatistics.com/reports/008184/dry-shampoo-market/contact?type=sample 
Understanding Dry Shampoo
Dry shampoo is a hair care product designed to absorb oil, dirt, and impurities from the scalp and hair without requiring water. Available in aerosol sprays, powders, and foam formulations, dry shampoos help restore volume, texture, and freshness between traditional washes.

The product is particularly popular among working professionals, athletes, travelers, and individuals with active lifestyles. In addition to saving time, dry shampoos help preserve hair color treatments and reduce exposure to heat styling, making them attractive to consumers focused on hair health and maintenance.

Key Factors Driving Market Growth
One of the primary growth drivers for the dry shampoo market is the increasing demand for convenience-based beauty products. Modern consumers are seeking quick and effective personal care solutions that fit into their busy schedules. Dry shampoo addresses this need by providing instant hair refreshment without lengthy washing and drying routines.

The growing popularity of beauty and grooming trends on social media platforms is also contributing to market expansion. Influencers, beauty bloggers, and celebrity endorsements have significantly increased product awareness and consumer interest. As beauty content continues to shape purchasing behavior, demand for innovative hair care products is expected to rise.

Additionally, increasing consumer awareness regarding water conservation is encouraging the adoption of waterless beauty products. Dry shampoo aligns with sustainability trends by reducing water usage while maintaining personal hygiene and appearance.

Product Innovation Driving Consumer Interest
Manufacturers are continuously introducing innovative formulations to meet evolving consumer preferences. Many companies are developing products tailored to specific hair types, colors, and scalp conditions. Specialized formulations for curly hair, color-treated hair, and sensitive scalps are helping brands expand their customer base.

Natural and organic ingredients are becoming increasingly important in product development. Consumers are actively seeking products free from sulfates, parabens, and harsh chemicals. As a result, brands are incorporating plant-based ingredients such as rice starch, oat extracts, charcoal, and botanical oils into their formulations.

Fragrance innovation is another area of focus. Companies are launching dry shampoos with premium scents and long-lasting freshness to enhance the overall consumer experience.

E-Commerce Accelerating Market Expansion
Online retail channels have become a significant growth driver for the dry shampoo market. E-commerce platforms provide consumers with access to a wide range of brands, product reviews, and competitive pricing. The convenience of online shopping has enabled manufacturers to reach broader customer segments across multiple regions.

Digital marketing campaigns, social media promotions, and influencer collaborations are further boosting online sales. Direct-to-consumer strategies allow brands to engage more effectively with customers while gathering valuable insights into consumer preferences and purchasing behavior.

Subscription-based beauty services are also contributing to market growth by introducing consumers to new dry shampoo products through curated beauty boxes and recurring delivery programs.

Request Free Sample Report: https://www.mmrstatistics.com/reports/008184/dry-shampoo-market/contact?type=sample 
Regional Market Trends
North America remains one of the largest markets for dry shampoo products due to high consumer awareness, strong beauty industry presence, and widespread adoption of premium personal care products. Consumers in the region are highly receptive to innovative beauty solutions that offer convenience and performance.

Europe also represents a significant market, driven by increasing demand for sustainable and eco-friendly beauty products. Countries such as the United Kingdom, Germany, and France are witnessing growing interest in water-saving personal care solutions.

Meanwhile, the Asia-Pacific region is expected to experience the fastest growth during the forecast period. Rising disposable incomes, urbanization, expanding middle-class populations, and growing beauty consciousness are driving demand across countries such as China, India, Japan, and South Korea.

Challenges Facing the Market
Despite strong growth potential, the dry shampoo market faces several challenges. Consumer concerns regarding product safety and ingredient transparency have increased in recent years. Regulatory scrutiny related to aerosol ingredients and product formulations requires manufacturers to maintain strict quality standards.

Another challenge is consumer education. While dry shampoo offers convenience, it is not a complete replacement for traditional hair washing. Brands must continue educating consumers on proper usage to maximize product effectiveness and maintain scalp health.

Competition within the personal care industry is also intensifying as established beauty brands and emerging startups introduce new products and formulations.

Future Outlook
The future of the dry shampoo market appears highly promising as innovation, sustainability, and convenience continue to shape consumer preferences. Advances in clean beauty formulations, eco-friendly packaging, and personalized hair care solutions are expected to drive market expansion.

As consumers increasingly embrace multifunctional and waterless beauty products, dry shampoo will remain a key category within the global hair care industry. With continued investment in product development and digital marketing, manufacturers are well-positioned to capitalize on evolving consumer demands and unlock new growth opportunities worldwide.

About Stellar Market Research:
Stellar Market Research is a multifaceted market research and consulting company with professionals from several industries. Some of the industries we cover include medical devices, pharmaceutical manufacturers, science and engineering, electronic components, industrial equipment, technology and communication, cars and automobiles, chemical products and substances, general merchandise, beverages, personal care, and automated systems. To mention a few, we provide market-verified industry estimations, technical trend analysis, crucial market research, strategic advice, competition analysis, production and demand analysis, and client impact studies.

Contact Stellar Market Research:

3rd Floor, Navale IT Park, Phase 2

Pune Banglore Highway, Narhe,

Pune, Maharashtra 411041, India

sales@maximizemarketresearch.com 

+91 20 6630 3320 | +91 9607365656]]> </content:encoded>
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<title>Contractor Insurance: The Smartest Investment Every Contractor Can Make Today</title>
<link>https://news.bangboxonline.com/contractor-insurance-the-smartest-investment-every-contractor-can-make-today</link>
<guid>https://news.bangboxonline.com/contractor-insurance-the-smartest-investment-every-contractor-can-make-today</guid>
<description><![CDATA[ Verify contractor insurance before starting any project. Instantly check policy validity, expiration, and coverage details across Europe. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a301d2a39f5d.jpg" length="20178" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 20:43:52 +0500</pubDate>
<dc:creator>insurancecheck</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In today’s fast-paced construction and trade industry, one unexpected incident can turn a thriving business into a financial nightmare overnight. From accidental property damage to workplace injuries and costly legal disputes, contractors face risks every single day. That’s why<span> </span><a href="https://www.insurance-check.eu/"><strong>contractor insurance</strong></a><span> </span>is no longer an optional expense—it’s the essential safety net that protects your business, your reputation, and your future.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">If you’re searching for the best insurance solution to safeguard your contracting business, now is the time to act. Waiting until disaster strikes is a gamble that no serious contractor can afford to take.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Contractor Insurance Is More Important Than Ever</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The construction industry is more competitive and demanding than ever before. Clients expect professionalism, reliability, and proof of protection before awarding contracts. Without contractor insurance, you could miss out on lucrative opportunities and expose yourself to devastating financial losses.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Imagine investing years into building your business, only to face a lawsuit, equipment theft, or workplace accident that drains your resources in a matter of weeks. These situations happen every day, and the consequences can be staggering.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Contractor insurance provides a powerful shield against the unexpected. It helps cover legal expenses, property damage claims, employee-related incidents, and other costly risks that could otherwise threaten the survival of your company.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The reality is simple: businesses with proper coverage are positioned to grow confidently, while those without protection often face unnecessary setbacks.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Benefits That Make Contractor Insurance Essential</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The advantages of contractor insurance extend far beyond basic protection. It creates opportunities, builds trust, and gives business owners the confidence to pursue larger projects.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Financial Protection When It Matters Most</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Accidents happen, even to the most experienced professionals. A single incident can result in thousands—or even hundreds of thousands—of dollars in damages. Contractor insurance helps absorb these costs, preventing a financial crisis from disrupting your operations.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Increased Client Confidence</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Many clients actively seek contractors who carry comprehensive coverage. Having contractor insurance demonstrates professionalism and responsibility, helping you stand out from competitors who lack adequate protection.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Access to Bigger Projects</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Large commercial contracts often require proof of insurance before work can begin. With the right coverage in place, you can pursue high-value opportunities that may otherwise be out of reach.</span></p>
<h3 style="text-align: justify;"><span style="font-size: 14pt;">Peace of Mind</span></h3>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Running a contracting business comes with enough challenges. Knowing you have protection against unexpected events allows you to focus on growth, customer satisfaction, and project success.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Why Insurance Check Stands Out</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Finding insurance can feel overwhelming, especially when there are countless providers and policy options available. This is where Insurance Check makes a remarkable difference.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Insurance Check simplifies the process by helping contractors compare options, understand coverage details, and identify the<span> </span><a href="https://www.insurance-check.eu/"><strong>best insurance</strong></a><span> </span>solutions tailored to their specific needs.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Rather than spending hours navigating confusing policies, contractors can access valuable guidance designed to save time, reduce stress, and improve decision-making.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The goal is simple: help contractors secure protection that aligns with their business objectives while maximizing value.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">The Hidden Cost of Waiting</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">One of the biggest mistakes contractors make is delaying coverage. Many assume that accidents are unlikely or that insurance can wait until business grows larger. Unfortunately, risks don’t follow schedules.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">A workplace injury, equipment theft, or customer claim can occur without warning. The financial impact can be immediate and overwhelming.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Every day without contractor insurance is a day your business remains vulnerable. The longer you wait, the greater the potential exposure to costly setbacks.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Forward-thinking contractors understand that preparation is always less expensive than recovery. Securing coverage today could save your business from enormous expenses tomorrow.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">How to Find the Best Insurance for Your Business</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Not all policies are created equal. The best insurance is the one that provides comprehensive protection while fitting your operational needs and budget.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">When evaluating coverage, consider factors such as:</span></p>
<ul data-spread="false" style="text-align: justify;">
<li><span style="font-size: 14pt;">General liability protection</span></li>
<li><span style="font-size: 14pt;">Workers’ compensation coverage</span></li>
<li><span style="font-size: 14pt;">Commercial vehicle insurance</span></li>
<li><span style="font-size: 14pt;">Equipment and tool protection</span></li>
<li><span style="font-size: 14pt;">Professional liability coverage</span></li>
<li><span style="font-size: 14pt;">Customizable policy options</span></li>
</ul>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Insurance Check helps streamline this process by connecting contractors with information and options that make selecting the best insurance easier and more effective.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Instead of guessing which policy might work, contractors can make informed decisions based on their unique business requirements.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Gain a Competitive Edge</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">In a crowded marketplace, every advantage matters. Contractor insurance is more than a safeguard—it’s a competitive asset.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Clients are more likely to trust insured contractors. Project managers often prefer working with businesses that can demonstrate financial responsibility. Insurance coverage can even strengthen your reputation and improve long-term customer relationships.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The contractors who consistently win larger projects understand that professionalism extends beyond craftsmanship. It includes preparation, risk management, and reliable protection.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">By securing contractor insurance through trusted resources like Insurance Check, you position your business as a serious, dependable, and growth-focused operation.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;">Take Action Before Opportunity Passes You By</span></h2>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">The most successful contractors don’t wait for problems to arise before taking action. They prepare, protect, and position themselves for growth.</span></p>
<p class="isSelectedEnd" style="text-align: justify;"><span style="font-size: 14pt;">Contractor insurance offers a powerful combination of financial security, professional credibility, and long-term stability. Whether you're an independent contractor or managing a growing team, having the right coverage can make all the difference.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"><a href="https://www.insurance-check.eu/"><strong>Insurance Check</strong></a><span> </span>is committed to helping contractors discover the best insurance solutions available, making it easier than ever to protect what matters most.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;">For more info, visit here:- <a href="https://www.insurance-check.eu/"><strong>responsability insurance</strong></a></span></p>]]> </content:encoded>
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<title>OEM Wire Harness Sourcing: Why Getting This Decision Right Saves You More Than You Think</title>
<link>https://news.bangboxonline.com/oem-wire-harness-sourcing-why-getting-this-decision-right-saves-you-more-than-you-think-71175</link>
<guid>https://news.bangboxonline.com/oem-wire-harness-sourcing-why-getting-this-decision-right-saves-you-more-than-you-think-71175</guid>
<description><![CDATA[ OEM wire harnesses are the electrical backbone of industrial equipment, control systems, and commercial machinery. This resource covers the key manufacturing capabilities to evaluate including shielded cable construction, over moulded connectors, PCB interface harnesses, 100% electrical testing, and ISO 9001:2015 compliance when selecting an OEM wire harness manufacturer for low-to-mid volume production. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a300c20aecc5.jpg" length="105721" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 19:28:30 +0500</pubDate>
<dc:creator>Sylvia26</dc:creator>
<media:keywords>OEM Wire Harness, Contract Manufacturing, Custom Wire Harness</media:keywords>
<content:encoded></content:encoded>
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<item>
<title>OEM Wire Harness Sourcing: Why Getting This Decision Right Saves You More Than You Think</title>
<link>https://news.bangboxonline.com/oem-wire-harness-sourcing-why-getting-this-decision-right-saves-you-more-than-you-think</link>
<guid>https://news.bangboxonline.com/oem-wire-harness-sourcing-why-getting-this-decision-right-saves-you-more-than-you-think</guid>
<description><![CDATA[ OEM wire harnesses are the electrical backbone of industrial equipment, control systems, and commercial machinery. This resource covers the key manufacturing capabilities to evaluate including shielded cable construction, over moulded connectors, PCB interface harnesses, 100% electrical testing, and ISO 9001:2015 compliance when selecting an OEM wire harness manufacturer for low-to-mid volume production. ]]></description>
<enclosure url="" length="105721" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 19:26:40 +0500</pubDate>
<dc:creator>Sylvia26</dc:creator>
<media:keywords>OEM Wire Harness, Wire Harness, Contract Manufacturing, Custom Wire Harness</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">There's a particular kind of frustration that experienced OEM engineers know well. Your equipment ships, installation goes smoothly, and then three months later you get a field report about an intermittent electrical fault. You spend time, money, and credibility chasing it down only to discover the root cause was a wiring harness issue that could have been caught during design or testing.<o:p></o:p></p>
<p class="MsoNormal">This scenario plays out more often than it should, and the reason usually isn't a lack of care. It's that wire harness sourcing doesn't always get the attention it deserves during the product development process. When you're building industrial equipment, commercial machinery, or complex electromechanical systems, the OEM wire harness is easy to treat as a commodity something you specify, order, and move on from. That approach works until it doesn't.<o:p></o:p></p>
<p class="MsoNormal"><b>What Makes OEM Harness Manufacturing Different</b><o:p></o:p></p>
<p class="MsoNormal">A standard off-the-shelf cable assembly and a purpose-built OEM wire harness are very different things, even if they look similar on the outside.<o:p></o:p></p>
<p class="MsoNormal">An <a href="https://www.stantek-us.com/product/oem-wire-harness/">OEM wire harness</a> is engineered specifically for how it will be installed, how it will be used, and what environment it will live in over the life of the equipment. That means conductor sizing accounts for actual current loads and duty cycles, not just nominal ratings. Insulation materials are selected for the temperature range, chemical exposure, and abrasion potential of the specific application. Connectors are chosen for their mating cycles, vibration resistance, and compatibility with the mating interfaces in the equipment design.<o:p></o:p></p>
<p class="MsoNormal">When these decisions are made correctly and documented you get a harness that behaves predictably across every unit you produce. When they're made hastily or without sufficient application knowledge, you introduce variability that shows up as field failures, warranty claims, and production inconsistencies.<o:p></o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><b>The Manufacturability Problem</b><o:p></o:p></p>
<p class="MsoNormal">One of the most common and avoidable issues in OEM harness development is discovering manufacturability problems late in the design cycle. A routing geometry that works perfectly in a CAD model may be physically difficult to assemble, or it may put bend radii on conductors that accelerate fatigue. A connector specified for cost reasons may have insufficient retention force for an application with regular vibration. A termination method that seems adequate may not meet the performance requirements of the environment.<o:p></o:p></p>
<p class="MsoNormal">The best time to surface these issues is during early design review, not during prototype evaluation and certainly not after production has started. This is why the relationship between an OEM and their harness manufacturer matters more than most sourcing decisions. A manufacturer who provides genuine manufacturability feedback early in the process who will push back on design choices that create problems downstream is genuinely valuable. One who just builds what they're given is a risk.<o:p></o:p></p>
<p class="MsoNormal"><b>Testing: The Last Line of Defense</b><o:p></o:p></p>
<p class="MsoNormal">Even when design and manufacturing are done well, testing matters. Electrical assemblies have enough complexity that errors occur a misrouted conductor, a partially seated connector, an insulation nick from tooling. These errors are caught by testing, which is why 100% electrical testing is non-negotiable for OEM harness production.<o:p></o:p></p>
<p class="MsoNormal">Continuity testing verifies that every circuit connection is complete and correct. Insulation resistance testing checks that conductors are properly isolated from each other and from ground. High-potential testing verifies that insulation can withstand voltage stress above operating levels without breakdown. Together, these tests confirm that every unit leaving the production floor is electrically sound not just most of them.<o:p></o:p></p>
<p class="MsoNormal">Sampling-based testing is a cost reduction measure that transfers risk from the manufacturer to the OEM. For industrial and commercial equipment that operates in demanding conditions, that's a trade-off that tends to look worse over time.<o:p></o:p></p>
<p class="MsoNormal"><b>Volume Flexibility Matters More Than You Might Expect</b><o:p></o:p></p>
<p class="MsoNormal">OEM development cycles rarely follow a clean linear path from prototype to full production. New equipment programs go through design iterations, pilot builds, field trials, and incremental ramp-ups. The harness supplier who can only handle high-volume production creates real problems for an OEM moving through these stages.<o:p></o:p></p>
<p class="MsoNormal"><a href="https://www.stantek-us.com/">Stantek</a>, a Kentucky-based OEM wire harness manufacturer, has specifically structured their production capabilities around this reality. They support OEM partners through early design consultation and manufacturability reviews, rapid prototyping, pilot builds, and low-to-mid volume manufacturing all within the same quality system, under ISO 9001:2015 certification and WHMA-A-620 Class 3 standards. For OEMs in machinery, automation, energy, medical equipment, and transportation, this kind of flexible support means design changes and schedule adjustments don't turn into supply chain crises.<o:p></o:p></p>
<p class="MsoNormal"><b>What Long-Term Reliability Actually Requires</b><o:p></o:p></p>
<p class="MsoNormal">Every OEM wants their equipment to perform reliably in the field for years. The harness contributes to that goal in ways that aren't always visible until something fails. High-strand flexible conductors resist fatigue from vibration and repeated flexing. Over moulded connectors eliminate the mechanical stress concentration that causes termination failures. Properly specified shielding prevents signal integrity problems in mixed power and signal environments. Protective sleeving prevents abrasion damage in areas where conductors route near edges or moving parts.<o:p></o:p></p>
<p class="MsoNormal">None of these are exotic engineering choices. They're standard practices in well-designed <a href="https://www.stantek-us.com/product/oem-wire-harness/">OEM wire harnesses</a>, and they exist because the alternatives fail in predictable ways. Understanding why these design elements matter and working with a manufacturer who understands them equally well is what separates an OEM wire harness that performs reliably from one that becomes a recurring maintenance issue.<o:p></o:p></p>
<p class="MsoNormal"><b>A Simple Framework for Evaluating Harness Suppliers</b><o:p></o:p></p>
<p class="MsoNormal">When you're assessing an <a href="https://www.stantek-us.com/product/oem-wire-harness/">OEM wire harness</a> manufacturer, a few questions cut through a lot of noise. Do they provide design feedback or just build what they're given? Can they demonstrate actual test protocols, or do they describe testing in vague terms? Do their quality certifications cover the classification level relevant to your application? Can they support prototype and low-volume builds without treating you like a low-priority customer?<o:p></o:p></p>
<p class="MsoNormal">The answers tell you whether you're looking at a true manufacturing partner or a transactional supplier. For OEM equipment that carries your brand in the field, the distinction matters every time a technician opens a panel.<o:p></o:p></p>]]> </content:encoded>
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<title>Bulk PPE Dispenser: The Fastest Way to Transform Workplace Safety</title>
<link>https://news.bangboxonline.com/bulk-ppe-dispenser-the-fastest-way-to-transform-workplace-safety</link>
<guid>https://news.bangboxonline.com/bulk-ppe-dispenser-the-fastest-way-to-transform-workplace-safety</guid>
<description><![CDATA[ This bulk PPE dispenser provides convenient, organized storage for gloves, masks, and other protective gear. Built with durability and hygiene in mind, it is ideal for hospitals, clinics, offices, and workplaces focused on safety and infection control. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2ffab89c062.jpg" length="42408" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 18:14:39 +0500</pubDate>
<dc:creator>Omnimed Inc</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today's high-demand healthcare and industrial environments, access to protective equipment is no longer a convenience—it is a necessity. Every second spent searching for gloves, masks, or gowns can reduce efficiency and increase risk. This is why investing in a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://omnimedstore.com/infection-control/ppe-dispensers/"><b>Bulk ppe dispenser</b></a></span></strong> has become one of the smartest decisions organizations can make. A well-organized dispensing solution ensures employees have immediate access to essential protective gear, helping facilities maintain compliance, improve productivity, and strengthen safety protocols.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Organized PPE Storage Changes Everything<o:p></o:p></b></p>
<p class="MsoNormal">Disorganization leads to waste, delays, and unnecessary expenses. Facilities that struggle with scattered supplies often experience inventory shortages and employee frustration. A dedicated dispensing system creates order and efficiency by keeping protective equipment neatly arranged and readily available.<o:p></o:p></p>
<p class="MsoNormal">A <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bulk gown dispenser</span></strong> is particularly valuable in environments where gowns are used frequently. By providing quick access to protective apparel, organizations can streamline workflows and reduce the time employees spend locating supplies. Faster access means faster response times and improved operational performance.<o:p></o:p></p>
<p class="MsoNormal"><b>Increase Productivity With Smart Dispensing Solutions<o:p></o:p></b></p>
<p class="MsoNormal">Every organization is searching for ways to improve productivity without increasing costs. Strategic storage and dispensing solutions deliver exactly that. When workers can quickly access the equipment they need, they spend more time focusing on their responsibilities and less time dealing with supply management challenges.<o:p></o:p></p>
<p class="MsoNormal">This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://omnimedstore.com/"><b>Omnimed Inc</b></a></span></strong> stands apart. The company provides practical and reliable dispensing solutions designed to support healthcare facilities, laboratories, and industrial environments. Their products help businesses create safer, more efficient workspaces while maintaining a professional and organized appearance.<o:p></o:p></p>
<p class="MsoNormal"><b>Reduce Waste and Control Supply Costs<o:p></o:p></b></p>
<p class="MsoNormal">Protective equipment represents a significant operational expense. Improper storage often leads to damaged or misplaced supplies, forcing organizations to replace products more frequently than necessary. A high-quality <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bulk ppe dispenser</span></strong> helps reduce unnecessary waste by storing equipment securely and making inventory easier to monitor.<o:p></o:p></p>
<p class="MsoNormal">Similarly, a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bulk gown dispenser</span></strong> can prevent overuse and improve stock control. Employees gain access to exactly what they need without creating clutter or unnecessary consumption. The result is better resource management and measurable cost savings that benefit the entire organization.<o:p></o:p></p>
<p class="MsoNormal"><b>Build Confidence Through Better Workplace Safety<o:p></o:p></b></p>
<p class="MsoNormal">Safety is one of the most important factors influencing employee satisfaction and organizational reputation. Workers perform at their best when they know the necessary protective equipment is always available. Proper dispensing solutions contribute to a safer environment by encouraging consistent PPE usage and improving accessibility.<o:p></o:p></p>
<p class="MsoNormal">Businesses that prioritize organization and safety also send a powerful message to employees, visitors, and clients. They demonstrate a commitment to professionalism, preparedness, and operational excellence. These qualities help organizations build trust and maintain a positive reputation in increasingly competitive industries.<o:p></o:p></p>
<p class="MsoNormal"><b>The Perfect Solution for High-Demand Environments<o:p></o:p></b></p>
<p class="MsoNormal">Hospitals, clinics, laboratories, manufacturing facilities, and educational institutions all face unique challenges related to protective equipment management. High-traffic environments require durable storage solutions that can withstand constant use while maintaining easy accessibility.<o:p></o:p></p>
<p class="MsoNormal">A dependable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bulk ppe dispenser</span></strong> offers the flexibility needed to meet these demands. Whether managing gloves, masks, or other protective supplies, organized dispensing systems simplify daily operations and contribute to a smoother workflow.<o:p></o:p></p>
<p class="MsoNormal">At the same time, a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://omnimedstore.com/bulk-dispensers/acrylic/"><b>Bulk gown dispenser</b></a></span></strong> ensures protective apparel remains accessible and neatly stored, even during periods of increased demand. This level of organization can dramatically improve efficiency in facilities where every minute matters.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Organizations Choose Omnimed Inc<o:p></o:p></b></p>
<p class="MsoNormal">Choosing the right supplier is just as important as selecting the right product. <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Omnimed Inc</span></strong> has earned recognition for delivering practical solutions that combine durability, functionality, and professional design. Their products are built to support organizations that value safety, organization, and long-term performance.<o:p></o:p></p>
<p class="MsoNormal">By implementing dependable dispensing systems, facilities can create environments that are easier to manage and more prepared for daily challenges. From reducing clutter to improving accessibility, the benefits are immediate and long-lasting.<o:p></o:p></p>
<p class="MsoNormal"><b>Now Is the Time to Upgrade Your Facility<o:p></o:p></b></p>
<p class="MsoNormal">The demand for organized protective equipment management continues to grow. Waiting to improve storage and accessibility can lead to unnecessary inefficiencies and higher operating costs. Businesses that act now position themselves ahead of the curve by creating safer and more productive environments.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://omnimedstore.com/acrylic-splash-guards-protect-your-phone-devices/">splash guard</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://omnimedstore.com/glove-box-holders/">glove holder</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://omnimedstore.com/wheeled-medical-chart-carriers-1-4-tier/">medical chart holders</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>What Makes a Switchgear Wiring Harness Actually Reliable? An Engineer&amp;apos;s Perspective</title>
<link>https://news.bangboxonline.com/what-makes-a-switchgear-wiring-harness-actually-reliable-an-engineers-perspective-71169</link>
<guid>https://news.bangboxonline.com/what-makes-a-switchgear-wiring-harness-actually-reliable-an-engineers-perspective-71169</guid>
<description><![CDATA[ Switchgear wiring harnesses serve as the organized backbone of medium and low-voltage power distribution systems, control panels, and automated energy equipment. This page explores custom harness manufacturing capabilities including high-strand flexible conductors, over moulded connectors, shielding, and 100% electrical testing all built to WHMA-A-620 Class 3 and ISO 9001:2015 standards for industrial and OEM applications. ]]></description>
<enclosure url="" length="42408" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 18:12:01 +0500</pubDate>
<dc:creator>Sylvia26</dc:creator>
<media:keywords>Switchgear Wiring Harness, Contract Manufacturing, Wiring Harness, Cable Assemblies</media:keywords>
<content:encoded></content:encoded>
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<title>What Makes a Switchgear Wiring Harness Actually Reliable? An Engineer&amp;apos;s Perspective</title>
<link>https://news.bangboxonline.com/what-makes-a-switchgear-wiring-harness-actually-reliable-an-engineers-perspective</link>
<guid>https://news.bangboxonline.com/what-makes-a-switchgear-wiring-harness-actually-reliable-an-engineers-perspective</guid>
<description><![CDATA[ Switchgear wiring harnesses serve as the organized backbone of medium and low-voltage power distribution systems, control panels, and automated energy equipment. ]]></description>
<enclosure url="" length="42408" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 18:09:00 +0500</pubDate>
<dc:creator>Sylvia26</dc:creator>
<media:keywords>Switchgear wiring harnesses, Contract Manufacturing, wire Harness, Cable Assemblies</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="text-align: justify;">Walk into any industrial facility and open a medium-voltage switchgear cabinet. What you'll find behind those panels is a dense, organized web of conductors, connectors, and bundled wiring that most people never think about until something fails.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">The <a href="https://www.stantek-us.com/product/switchgear-wiring-harness/">switchgear wiring harness</a> is the unsung infrastructure of power distribution. It doesn't get the spotlight the way a transformer or a circuit breaker does, but when it's designed poorly, it creates problems that ripple across an entire system. Short circuits, signal noise, thermal failures, and ground faults a surprising number of these issues originate in the harness itself, not the larger components around it.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">I've seen plants spend weeks chasing a mysterious power interruption, only to discover the root cause was a chafed conductor inside a harness that had never been properly protected with sleeving. It's not glamorous troubleshooting, but it's a good reminder that the basics really do matter.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><b>What a Switchgear Wiring Harness Actually Does<o:p></o:p></b></p>
<p class="MsoNormal" style="text-align: justify;">At its core, a <a href="https://www.stantek-us.com/product/switchgear-wiring-harness/">switchgear wiring harness</a> bundles together the power conductors, control wires, and signal cables that make a switchgear panel functional. It creates organized pathways between breakers, relays, meters, transformers, and control systems all within a defined physical space that needs to be serviceable, safe, and durable.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">The challenge is that switchgear environments are not gentle. Temperature swings are real. Vibration from nearby machinery transmits through the cabinet. Technicians work inside these panels regularly, which means the harness gets touched, pulled, and occasionally stressed. A harness that isn't built for this reality starts degrading long before it should.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">This is why material choices matter from the very beginning of design. Conductor strand count affects flexibility and fatigue resistance. Insulation rating determines how the wire handles heat. Connector sealing determines whether moisture or contaminants find their way into a termination over time. None of these are afterthoughts they're decisions that shape how a harness performs ten years after installation.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><b>Where Most Problems Actually Start</b><o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Termination is where a large percentage of harness failures begin. A crimp that looks correct on the surface but was applied at the wrong compression force, or a connector seated without proper strain relief, will work fine initially. The failure shows up under vibration, thermal cycling, or mechanical stress sometimes months or years later.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">This is why experienced manufacturers apply strain-relieved terminations and, in higher-stress applications, over moulded connectors that physically prevent any pulling force from reaching the electrical contact. It sounds like a detail, but it's the kind of detail that separates a harness that lasts a decade from one that needs rework after a year.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Cable routing is the other common failure point that gets underestimated during design. In a densely packed switchgear panel, poorly routed conductors rub against sharp edges, overheat near other heat-generating components, or create electromagnetic interference problems for signal lines running nearby. A well-engineered harness accounts for routing geometry early in the design process, not as an afterthought during assembly.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><b>Testing Isn't Optional</b><o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Any serious <a href="https://www.stantek-us.com/product/switchgear-wiring-harness/">switchgear wiring harness</a> manufacturer tests every unit before it ships. This means continuity testing to verify every circuit connection, high-potential (hi-pot) or insulation resistance testing to confirm insulation integrity, and often functional testing to validate the harness behaves correctly within its intended system.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">The reason 100% testing matters rather than sampling is straightforward: manufacturing variation exists even in well-controlled environments. A single undetected wiring error in a switchgear harness can cause a control system to behave unpredictably or create a safety hazard. Testing is the final confirmation that the physical assembly matches the design intent.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><b>The OEM Manufacturing Reality</b><o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">For OEMs building switchgear panels or power distribution equipment, harness procurement comes with real business constraints. Lead times, design iterations, and volume flexibility all matter. A harness supplier that can only handle high-volume production isn't a useful partner when you're in prototype development. One that can't scale up when demand increases create its own problems.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Stantek, a U.S.-based custom <a href="https://www.stantek-us.com/product-category/wire-harnesses/">wiring harness</a> manufacturer based in Stanton, Kentucky, has built its business specifically around this kind of flexible production support. They work with OEMs, energy equipment manufacturers, and system integrators to handle everything from early design collaboration and rapid prototyping to full production runs all under ISO 9001:2015 and WHMA-A-620 Class 3 quality standards. Their approach of acting as an extension of the customer's engineering team, rather than a transactional supplier, tends to surface design issues earlier, which reduces expensive rework later.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><b>Standards That Actually Mean Something</b><o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">WHMA-A-620 (now under the Global Electronics Association) is the industry benchmark for cable and harness assembly quality. Class 3, the highest classification, is required for applications where failure is not an option critical industrial systems, defence, and energy infrastructure. ISO 9001:2015 governs the broader quality management system, ensuring that processes are documented, controlled, and continuously improved.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">These aren't just certifications to list on a website. They reflect the investment a manufacturer has made in establishing repeatable, auditable processes. When you're sourcing a switchgear wiring harness for a system that runs 24/7 in a demanding environment, those certifications are a meaningful signal about what you're getting.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><b>Practical Takeaways</b><o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">If you're specifying or sourcing a switchgear wiring harness, a few things are worth keeping in mind. First, involve your harness manufacturer early in the design process. Changes during prototype are cheap; changes during production are not. Second, don't treat conductor and connector specifications as cost-cutting targets the cheapest option on paper rarely remains the cheapest when your account for field failures. Third, ask specifically about testing protocols. A harness that hasn't been 100% electrically tested before delivery is a risk, regardless of what the documentation says.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">The <a href="https://www.stantek-us.com/product/switchgear-wiring-harness/">switchgear wiring harness</a> isn't where most engineers want to spend their attention. But it's where a lot of industrial reliability problems quietly originate. Getting it right from the start, with the right manufacturing partner, is one of the more straightforward ways to protect the performance of an entire system.<o:p></o:p></p>]]> </content:encoded>
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<item>
<title>Get Married in Australia: A Complete Guide to Planning Your Perfect Wedding</title>
<link>https://news.bangboxonline.com/get-married-in-australia-a-complete-guide-to-planning-your-perfect-wedding-71163</link>
<guid>https://news.bangboxonline.com/get-married-in-australia-a-complete-guide-to-planning-your-perfect-wedding-71163</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2ff2439f91d.jpg" length="44466" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 18:00:00 +0500</pubDate>
<dc:creator>mediapost34</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div class="SCXW199211009 BCX0">
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="1" paraid="1315338433" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{3}"> </p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="969391158" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{6}"><span class="NormalTextRun SCXW199211009 BCX0">To<span> </span></span><a class="Hyperlink SCXW199211009 BCX0" href="https://marriageofficenearme.com.au/" target="_blank" rel="noreferrer noopener"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-charstyle="Hyperlink">get married in Australia</span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>is a dream for many couples<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">seeking</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>a memorable and legally recognized wedding experience. Australia offers stunning landscapes, beautiful venues, and a straightforward legal marriage process that makes it an attractive destination for both local and international couples. Whether<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">you're</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>planning an intimate ceremony, a civil marriage, or a larger celebration with family and friends, understanding the legal requirements and planning process can help ensure your special day goes smoothly.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="396895829" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{8}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">From pristine beaches and scenic gardens to elegant venues and community spaces, Australia<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">provides countless options for couples</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>looking to celebrate their commitment in a meaningful way. With proper preparation and professional guidance, getting married can be a joyful and stress-free experience.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="1187441595" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{10}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Why Couples Choose to Get Married in Australia</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1278040029" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{12}"><span class="NormalTextRun SCXW199211009 BCX0">Australia is known for its welcoming atmosphere, diverse wedding venues, and clear legal marriage framework. Couples appreciate the flexibility and accessibility offered by Australian marriage services.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="565637838" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{14}"><span class="NormalTextRun SCXW199211009 BCX0">Some of the key reasons couples choose Australia for their wedding include:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="638604280" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{16}"><span class="NormalTextRun SCXW199211009 BCX0">Legally recognized marriage process</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1344263687" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{18}"><span class="NormalTextRun SCXW199211009 BCX0">Beautiful wedding locations</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1432737978" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{20}"><span class="NormalTextRun SCXW199211009 BCX0">Flexible ceremony options</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="188860681" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{22}"><span class="NormalTextRun SCXW199211009 BCX0">Professional marriage celebrants</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="196464794" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{24}"><span class="NormalTextRun SCXW199211009 BCX0">Opportunities for personalized ceremonies</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="6" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="15033127" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{26}"><span class="NormalTextRun SCXW199211009 BCX0">Excellent hospitality and event services</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="7" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1327427099" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{28}"><span class="NormalTextRun SCXW199211009 BCX0">Memorable experiences for couples and guests</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="403332240" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{30}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Whether<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">you're</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>a local resident or visiting from overseas, Australia offers a variety of options to suit different preferences and budgets.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="100148489" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{32}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Understanding the Legal Requirements for Marriage in Australia</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="405018625" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{34}"><span class="NormalTextRun SCXW199211009 BCX0">Before planning a wedding, it is important to understand the legal requirements involved in getting married in Australia.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="827927694" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{36}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Eligibility Requirements</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="362154468" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{38}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">To legally marry in Australia, both individuals<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">generally must</span><span class="NormalTextRun SCXW199211009 BCX0">:</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="2" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="681384770" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{40}"><span class="NormalTextRun SCXW199211009 BCX0">Be at least 18 years old</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="2" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2093821373" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{42}"><span class="NormalTextRun SCXW199211009 BCX0">Freely consent to the marriage</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
</div>
<div class="SCXW199211009 BCX0">
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="2" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1773649616" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{44}"><span class="NormalTextRun SCXW199211009 BCX0">Not already be legally married</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="2" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="87162634" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{47}"><span class="NormalTextRun SCXW199211009 BCX0">Meet identification requirements</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="2" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1651730376" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{49}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Comply with</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>Australian marriage laws</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1912519233" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{51}"><span class="NormalTextRun SCXW199211009 BCX0">These requirements help ensure the marriage is legally valid and recognized.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1266810295" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{53}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Notice of Intended Marriage</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="95815336" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{55}"><span class="NormalTextRun SCXW199211009 BCX0">One of the most important legal steps is completing a Notice of Intended Marriage (NOIM).</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="839167934" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{57}"><span class="NormalTextRun SCXW199211009 BCX0">This document typically must be lodged:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="3" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2069358455" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{59}"><span class="NormalTextRun SCXW199211009 BCX0">At least one month before the wedding date</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="3" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2052807960" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{61}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">No more than<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">18 months</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>before the ceremony</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1238988999" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{63}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Submitting this notice within the required<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">timeframe</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>is essential for legal compliance.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="654736847" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{65}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Required Documentation</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="774490936" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{67}"><span class="NormalTextRun SCXW199211009 BCX0">Couples may need to provide:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="4" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="545385897" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{69}"><span class="NormalTextRun SCXW199211009 BCX0">Passport or birth certificate</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="4" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="461322666" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{71}"><span class="NormalTextRun SCXW199211009 BCX0">Driver's license or photo identification</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="4" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="365632080" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{73}"><span class="NormalTextRun SCXW199211009 BCX0">Proof of marital status</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="4" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1281637781" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{75}"><span class="NormalTextRun SCXW199211009 BCX0">Divorce certificate (if previously married)</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="4" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1717024450" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{77}"><span class="NormalTextRun SCXW199211009 BCX0">Death certificate of former spouse (if applicable)</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="113868639" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{79}"><span class="NormalTextRun SCXW199211009 BCX0">Having these documents prepared in advance can simplify the process.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="1549214919" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{81}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Legal Marriage Service Butler: Simplifying the Process</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="366603834" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{83}"><span class="NormalTextRun SCXW199211009 BCX0">A<span> </span></span><a class="Hyperlink SCXW199211009 BCX0" href="https://marriageofficenearme.com.au/" target="_blank" rel="noreferrer noopener"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-charstyle="Hyperlink">legal marriage service butler</span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>can help couples navigate the legal and administrative requirements of marriage with confidence. Professional marriage services are designed to make the process straightforward while<span> </span></span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW199211009 BCX0">ensuring</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>all legal obligations are met.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
</div>
<div class="SCXW199211009 BCX0">
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1270828935" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{85}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Benefits of Professional Marriage Services</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1191604405" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{88}"><span class="NormalTextRun SCXW199211009 BCX0">Working with a professional service provider offers several advantages:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="5" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="813550483" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{90}"><span class="NormalTextRun SCXW199211009 BCX0">Guidance on legal documentation</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="5" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1031977256" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{92}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Assistance</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>with paperwork submission</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="5" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1716691667" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{94}"><span class="NormalTextRun SCXW199211009 BCX0">Ceremony planning support</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="5" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="522837109" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{96}"><span class="NormalTextRun SCXW199211009 BCX0">Compliance with Australian marriage laws</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="5" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="502788029" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{98}"><span class="NormalTextRun SCXW199211009 BCX0">Reduced stress during planning</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="570960351" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{100}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Many couples find that professional<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">assistance</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>allows them to focus on enjoying the experience rather than worrying about administrative details.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1338827531" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{102}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Personalized Ceremonies</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1330904489" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{104}"><span class="NormalTextRun SCXW199211009 BCX0">Marriage service providers often offer flexible ceremony options tailored to individual preferences.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="385477584" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{106}"><span class="NormalTextRun SCXW199211009 BCX0">Popular choices include:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="6" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="113147113" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{108}"><span class="NormalTextRun SCXW199211009 BCX0">Civil ceremonies</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="6" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="146541614" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{110}"><span class="NormalTextRun SCXW199211009 BCX0">Intimate weddings</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="6" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1462726176" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{112}"><span class="NormalTextRun SCXW199211009 BCX0">Elopements</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="6" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="284387642" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{114}"><span class="NormalTextRun SCXW199211009 BCX0">Traditional celebrations</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="6" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1742775607" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{116}"><span class="NormalTextRun SCXW199211009 BCX0">Custom-designed ceremonies</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="534243086" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{118}"><span class="NormalTextRun SCXW199211009 BCX0">This flexibility allows couples to create a wedding experience that reflects their unique relationship and values.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="265103490" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{120}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Get Married in Butler: A Convenient and Memorable Choice</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="673168189" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{122}"><span class="NormalTextRun SCXW199211009 BCX0">For couples looking to<span> </span></span><a class="Hyperlink SCXW199211009 BCX0" href="https://marriageofficenearme.com.au/" target="_blank" rel="noreferrer noopener"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-charstyle="Hyperlink">get married in butler</span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">, there are<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">numerous</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>benefits to choosing this growing community as a wedding destination.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="442784476" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{124}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Convenient Location</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
</div>
<div class="SCXW199211009 BCX0">
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1138949250" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{126}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Butler offers accessibility and convenience for<span> </span></span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW199211009 BCX0">local residents</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>and visitors alike. Its location makes it easy for guests to attend and<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">participate</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>in celebrations.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1818318187" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{129}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Variety of Venue Options</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1949228959" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{131}"><span class="NormalTextRun SCXW199211009 BCX0">Couples can choose from a range of wedding settings, including:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="7" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="409790432" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{133}"><span class="NormalTextRun SCXW199211009 BCX0">Parks and gardens</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="7" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="524992966" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{135}"><span class="NormalTextRun SCXW199211009 BCX0">Community venues</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="7" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="199742549" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{137}"><span class="NormalTextRun SCXW199211009 BCX0">Private event spaces</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="7" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1130508958" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{139}"><span class="NormalTextRun SCXW199211009 BCX0">Outdoor ceremony locations</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="7" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="998739630" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{141}"><span class="NormalTextRun SCXW199211009 BCX0">Intimate gathering spaces</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1916263556" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{143}"><span class="NormalTextRun SCXW199211009 BCX0">The variety of options allows couples to select a venue that matches their vision and budget.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1102323188" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{145}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Community Atmosphere</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1600855081" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{147}"><span class="NormalTextRun SCXW199211009 BCX0">Many couples appreciate the welcoming and relaxed atmosphere that Butler offers for wedding celebrations.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="995296824" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{149}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Professional Support Services</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1206679893" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{151}"><span class="NormalTextRun SCXW199211009 BCX0">Wedding planners, photographers, florists, and marriage celebrants are often available to help create a seamless and memorable event.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="1393596014" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{153}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Choosing the Right Marriage Celebrant</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1563510545" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{155}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">A marriage celebrant plays a crucial role in<span> </span></span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW199211009 BCX0">the wedding ceremony</span><span class="NormalTextRun SCXW199211009 BCX0">. Selecting the right celebrant can help create a meaningful and enjoyable experience.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="9180297" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{157}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">What to Look For</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="73716701" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{159}"><span class="NormalTextRun SCXW199211009 BCX0">When choosing a celebrant, consider:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="8" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1636761543" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{161}"><span class="NormalTextRun SCXW199211009 BCX0">Experience and qualifications</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="8" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1640650498" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{163}"><span class="NormalTextRun SCXW199211009 BCX0">Communication skills</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="8" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="553551088" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{165}"><span class="NormalTextRun SCXW199211009 BCX0">Flexibility and professionalism</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
</div>
<div class="SCXW199211009 BCX0">
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="8" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2095347711" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{167}"><span class="NormalTextRun SCXW199211009 BCX0">Personalization options</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="8" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="688291947" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{170}"><span class="NormalTextRun SCXW199211009 BCX0">Positive reviews and testimonials</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1237903541" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{172}"><span class="NormalTextRun SCXW199211009 BCX0">A good celebrant will guide you through the legal process while helping create a ceremony that reflects your personality and values.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1057538571" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{174}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Questions to Ask</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1470858231" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{176}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Before<span> </span></span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW199211009 BCX0">making a decision</span><span class="NormalTextRun SCXW199211009 BCX0">, couples may wish to ask:</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="9" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="541716465" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{178}"><span class="NormalTextRun SCXW199211009 BCX0">What services are included?</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="9" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="513389006" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{180}"><span class="NormalTextRun SCXW199211009 BCX0">How much customization is available?</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="9" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="148581673" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{182}"><span class="NormalTextRun SCXW199211009 BCX0">What legal requirements must be completed?</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="9" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="297066974" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{184}"><span class="NormalTextRun SCXW199211009 BCX0">What happens if plans change?</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="9" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="301935284" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{186}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">How far in advance should arrangements be<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">finalized</span><span class="NormalTextRun SCXW199211009 BCX0">?</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="415298898" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{188}"><span class="NormalTextRun SCXW199211009 BCX0">Clear communication helps ensure expectations are aligned from the beginning.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="2006237596" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{190}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Popular Wedding Styles in Australia</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="825340869" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{192}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Australian weddings come in many<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">different styles</span><span class="NormalTextRun SCXW199211009 BCX0">, allowing couples to celebrate in a way that suits their preferences.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1676533498" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{194}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Civil Weddings</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="168575752" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{196}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Civil ceremonies<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">remain</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>one of the most popular options due to their simplicity and flexibility.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1263924059" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{198}"><span class="NormalTextRun SCXW199211009 BCX0">Benefits include:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="10" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1987730326" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{200}"><span class="NormalTextRun SCXW199211009 BCX0">Personalized content</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="10" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="881997679" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{202}"><span class="NormalTextRun SCXW199211009 BCX0">Non-religious format</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="10" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="974461470" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{204}"><span class="NormalTextRun SCXW199211009 BCX0">Flexible venue choices</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="10" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1163505576" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{206}"><span class="NormalTextRun SCXW199211009 BCX0">Streamlined planning</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
</div>
<div class="SCXW199211009 BCX0">
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1034920419" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{208}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Outdoor Weddings</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="923546262" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{211}"><span class="NormalTextRun SCXW199211009 BCX0">Australia's climate and natural beauty make outdoor weddings a favorite choice.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1227369028" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{213}"><span class="NormalTextRun SCXW199211009 BCX0">Popular locations include:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="11" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1028578958" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{215}"><span class="NormalTextRun SCXW199211009 BCX0">Beaches</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="11" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="928760565" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{217}"><span class="NormalTextRun SCXW199211009 BCX0">Parks</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="11" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="494363206" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{219}"><span class="NormalTextRun SCXW199211009 BCX0">Gardens</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="11" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="274595312" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{221}"><span class="NormalTextRun SCXW199211009 BCX0">Vineyards</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="11" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2035839855" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{223}"><span class="NormalTextRun SCXW199211009 BCX0">Scenic countryside settings</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="125113343" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{225}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Elopements</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1019876393" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{227}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Elopements have become increasingly popular among couples<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">seeking</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>a more intimate and stress-free experience.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1072467466" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{229}"><span class="NormalTextRun SCXW199211009 BCX0">Advantages include:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="12" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1331278242" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{231}"><span class="NormalTextRun SCXW199211009 BCX0">Lower costs</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="12" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1283078828" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{233}"><span class="NormalTextRun SCXW199211009 BCX0">Greater privacy</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="12" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1138915415" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{235}"><span class="NormalTextRun SCXW199211009 BCX0">Simplified planning</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="12" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="13405064" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{237}"><span class="NormalTextRun SCXW199211009 BCX0">Focus on the couple's relationship</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1552343084" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{239}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Traditional Weddings</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1901324185" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{241}"><span class="NormalTextRun SCXW199211009 BCX0">Many couples continue to embrace traditional ceremonies that incorporate cultural, religious, or family customs.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="187693739" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{243}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Tips for Planning a Successful Wedding</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="272294853" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{245}"><span class="NormalTextRun SCXW199211009 BCX0">Careful planning can help ensure a smooth and enjoyable wedding experience.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="146160872" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{247}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Start Planning Early</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
</div>
<div class="SCXW199211009 BCX0">
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="56069868" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{249}"><span class="NormalTextRun SCXW199211009 BCX0">Beginning preparations several months in advance allows sufficient time for:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="13" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="970399470" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{252}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Venue<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">selection</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="13" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1587153358" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{254}"><span class="NormalTextRun SCXW199211009 BCX0">Documentation completion</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="13" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1520864695" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{2}"><span class="NormalTextRun SCXW199211009 BCX0">Guest arrangements</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="13" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1713741283" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{4}"><span class="NormalTextRun SCXW199211009 BCX0">Vendor bookings</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1425477604" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{6}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Create a Budget</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2129138843" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{8}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Establishing a<span> </span></span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW199211009 BCX0">realistic budget helps</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>prioritize spending and avoid unnecessary stress.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="682816709" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{10}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Stay Organized</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
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<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
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<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="14" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
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</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="14" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1030406718" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{18}"><span class="NormalTextRun SCXW199211009 BCX0">Guest lists</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
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</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="14" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="11195854" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{20}"><span class="NormalTextRun SCXW199211009 BCX0">Ceremony details</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
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<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="14" data-list-defn-props="{&quot;335552541&quot;:1,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769226&quot;:&quot;Symbol&quot;,&quot;469769242&quot;:[8226],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1787405008" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{22}"><span class="NormalTextRun SCXW199211009 BCX0">Important deadlines</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;335559738&quot;:0,&quot;335559739&quot;:0}"> </span></p>
</li>
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<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="750179627" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{24}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW199211009 BCX0">Organization</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>can help prevent last-minute surprises.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1165860463" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{26}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Focus on What Matters Most</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="254072732" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{28}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">While details are important, remember that the wedding is<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">ultimately a</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>celebration of your commitment and relationship.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="240131715" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{30}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Common Mistakes to Avoid</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="930604143" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{32}"><span class="NormalTextRun SCXW199211009 BCX0">Couples can improve their wedding planning experience by avoiding common pitfalls.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1189098065" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{34}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Delaying Legal Paperwork</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1741646956" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{36}"><span class="NormalTextRun SCXW199211009 BCX0">Waiting too long to complete required documentation can create unnecessary complications.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1152412036" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{39}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Overcomplicating the Ceremony</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2003522362" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{41}"><span class="NormalTextRun SCXW199211009 BCX0">Simple and meaningful ceremonies are often the most memorable.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="2083492859" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{43}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Ignoring Backup Plans</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1331639425" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{45}"><span class="NormalTextRun SCXW199211009 BCX0">Outdoor weddings should always have contingency plans for unexpected weather conditions.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="323861012" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{47}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Failing to Communicate</span><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3"> Expectations</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="765876129" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{49}"><span class="NormalTextRun SCXW199211009 BCX0">Open communication with vendors, celebrants, and family members helps prevent misunderstandings.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="751237949" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{51}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">The Value of Professional Marriage Services</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{&quot;134245418&quot;:true,&quot;134245529&quot;:true,&quot;335559738&quot;:160,&quot;335559739&quot;:80}"> </span></h2>
</div>
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<p class="Paragraph SCXW199211009 BCX0" paraid="936413635" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{53}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Professional marriage services provide<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">expertise</span><span class="NormalTextRun SCXW199211009 BCX0">, support, and guidance throughout the wedding journey. They help ensure legal compliance while allowing couples to enjoy a smooth and memorable experience.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="237021608" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{55}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">From paperwork<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">assistance</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>to <a href="https://news.bangboxonline.com/">ceremony coordination</a>, professional services can simplify the process and reduce stress, making the path to marriage more enjoyable.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
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<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1976554850" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{57}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Choosing to<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">get married in Australia</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>offers couples a wonderful opportunity to celebrate their love in a legally recognized and meaningful way. Whether<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">you're</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>considering a<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">legal marriage service butler</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>or planning to<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">get married in<span> </span></span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW199211009 BCX0">butler</span><span class="NormalTextRun SCXW199211009 BCX0">, understanding the legal requirements and working with experienced professionals can help create a seamless and memorable wedding experience.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="513762429" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{59}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">If<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">you're</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>ready to begin your journey toward marriage,<span> </span></span></span><a class="Hyperlink SCXW199211009 BCX0" href="https://marriageofficenearme.com.au/" target="_blank" rel="noreferrer noopener"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-charstyle="Hyperlink">Marriage Office Near Me</span></a><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>provides trusted support, professional guidance, and personalized marriage services to help make your special day stress-free and unforgetta</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">ble. Contact<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">Marriage Office Near Me</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>to</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">day and take the first step toward creating the wedding experience<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">you've</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>always imagined.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
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<p class="Paragraph SCXW199211009 BCX0" paraid="738692707" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{61}"><span class="NormalTextRun SCXW199211009 BCX0"></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
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<title>Get Married in Australia: A Complete Guide to Planning Your Perfect Wedding</title>
<link>https://news.bangboxonline.com/get-married-in-australia-a-complete-guide-to-planning-your-perfect-wedding</link>
<guid>https://news.bangboxonline.com/get-married-in-australia-a-complete-guide-to-planning-your-perfect-wedding</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2ff2439f91d.jpg" length="44466" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 18:00:00 +0500</pubDate>
<dc:creator>mediapost34</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<div class="SCXW199211009 BCX0">
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="1" paraid="1315338433" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{3}"> </p>
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<p class="Paragraph SCXW199211009 BCX0" paraid="969391158" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{6}"><span class="NormalTextRun SCXW199211009 BCX0">To<span> </span></span><a class="Hyperlink SCXW199211009 BCX0" href="https://marriageofficenearme.com.au/" target="_blank" rel="noreferrer noopener"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-charstyle="Hyperlink">get married in Australia</span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>is a dream for many couples<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">seeking</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>a memorable and legally recognized wedding experience. Australia offers stunning landscapes, beautiful venues, and a straightforward legal marriage process that makes it an attractive destination for both local and international couples. Whether<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">you're</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>planning an intimate ceremony, a civil marriage, or a larger celebration with family and friends, understanding the legal requirements and planning process can help ensure your special day goes smoothly.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="396895829" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{8}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">From pristine beaches and scenic gardens to elegant venues and community spaces, Australia<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">provides countless options for couples</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>looking to celebrate their commitment in a meaningful way. With proper preparation and professional guidance, getting married can be a joyful and stress-free experience.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
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<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="1187441595" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{10}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Why Couples Choose to Get Married in Australia</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1278040029" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{12}"><span class="NormalTextRun SCXW199211009 BCX0">Australia is known for its welcoming atmosphere, diverse wedding venues, and clear legal marriage framework. Couples appreciate the flexibility and accessibility offered by Australian marriage services.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="565637838" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{14}"><span class="NormalTextRun SCXW199211009 BCX0">Some of the key reasons couples choose Australia for their wedding include:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="638604280" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{16}"><span class="NormalTextRun SCXW199211009 BCX0">Legally recognized marriage process</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1344263687" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{18}"><span class="NormalTextRun SCXW199211009 BCX0">Beautiful wedding locations</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1432737978" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{20}"><span class="NormalTextRun SCXW199211009 BCX0">Flexible ceremony options</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="188860681" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{22}"><span class="NormalTextRun SCXW199211009 BCX0">Professional marriage celebrants</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="196464794" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{24}"><span class="NormalTextRun SCXW199211009 BCX0">Opportunities for personalized ceremonies</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="6" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="15033127" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{26}"><span class="NormalTextRun SCXW199211009 BCX0">Excellent hospitality and event services</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="1" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="7" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1327427099" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{28}"><span class="NormalTextRun SCXW199211009 BCX0">Memorable experiences for couples and guests</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="403332240" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{30}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Whether<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">you're</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>a local resident or visiting from overseas, Australia offers a variety of options to suit different preferences and budgets.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="100148489" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{32}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Understanding the Legal Requirements for Marriage in Australia</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="405018625" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{34}"><span class="NormalTextRun SCXW199211009 BCX0">Before planning a wedding, it is important to understand the legal requirements involved in getting married in Australia.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="827927694" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{36}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Eligibility Requirements</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="362154468" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{38}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">To legally marry in Australia, both individuals<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">generally must</span><span class="NormalTextRun SCXW199211009 BCX0">:</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="2" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="681384770" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{40}"><span class="NormalTextRun SCXW199211009 BCX0">Be at least 18 years old</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="2" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2093821373" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{42}"><span class="NormalTextRun SCXW199211009 BCX0">Freely consent to the marriage</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
</div>
<div class="SCXW199211009 BCX0">
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="2" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1773649616" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{44}"><span class="NormalTextRun SCXW199211009 BCX0">Not already be legally married</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="2" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="87162634" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{47}"><span class="NormalTextRun SCXW199211009 BCX0">Meet identification requirements</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="2" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1651730376" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{49}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Comply with</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>Australian marriage laws</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1912519233" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{51}"><span class="NormalTextRun SCXW199211009 BCX0">These requirements help ensure the marriage is legally valid and recognized.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1266810295" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{53}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Notice of Intended Marriage</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="95815336" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{55}"><span class="NormalTextRun SCXW199211009 BCX0">One of the most important legal steps is completing a Notice of Intended Marriage (NOIM).</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="839167934" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{57}"><span class="NormalTextRun SCXW199211009 BCX0">This document typically must be lodged:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="3" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2069358455" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{59}"><span class="NormalTextRun SCXW199211009 BCX0">At least one month before the wedding date</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="3" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2052807960" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{61}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">No more than<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">18 months</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>before the ceremony</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1238988999" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{63}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Submitting this notice within the required<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">timeframe</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>is essential for legal compliance.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="654736847" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{65}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Required Documentation</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="774490936" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{67}"><span class="NormalTextRun SCXW199211009 BCX0">Couples may need to provide:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="4" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="545385897" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{69}"><span class="NormalTextRun SCXW199211009 BCX0">Passport or birth certificate</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="4" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="461322666" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{71}"><span class="NormalTextRun SCXW199211009 BCX0">Driver's license or photo identification</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="4" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="365632080" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{73}"><span class="NormalTextRun SCXW199211009 BCX0">Proof of marital status</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="4" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1281637781" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{75}"><span class="NormalTextRun SCXW199211009 BCX0">Divorce certificate (if previously married)</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="4" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1717024450" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{77}"><span class="NormalTextRun SCXW199211009 BCX0">Death certificate of former spouse (if applicable)</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="113868639" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{79}"><span class="NormalTextRun SCXW199211009 BCX0">Having these documents prepared in advance can simplify the process.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="1549214919" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{81}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Legal Marriage Service Butler: Simplifying the Process</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="366603834" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{83}"><span class="NormalTextRun SCXW199211009 BCX0">A<span> </span></span><a class="Hyperlink SCXW199211009 BCX0" href="https://marriageofficenearme.com.au/" target="_blank" rel="noreferrer noopener"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-charstyle="Hyperlink">legal marriage service butler</span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>can help couples navigate the legal and administrative requirements of marriage with confidence. Professional marriage services are designed to make the process straightforward while<span> </span></span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW199211009 BCX0">ensuring</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>all legal obligations are met.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
</div>
<div class="SCXW199211009 BCX0">
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1270828935" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{85}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Benefits of Professional Marriage Services</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1191604405" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{88}"><span class="NormalTextRun SCXW199211009 BCX0">Working with a professional service provider offers several advantages:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="5" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="813550483" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{90}"><span class="NormalTextRun SCXW199211009 BCX0">Guidance on legal documentation</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="5" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1031977256" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{92}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Assistance</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>with paperwork submission</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="5" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1716691667" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{94}"><span class="NormalTextRun SCXW199211009 BCX0">Ceremony planning support</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="5" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="522837109" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{96}"><span class="NormalTextRun SCXW199211009 BCX0">Compliance with Australian marriage laws</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="5" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="502788029" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{98}"><span class="NormalTextRun SCXW199211009 BCX0">Reduced stress during planning</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="570960351" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{100}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Many couples find that professional<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">assistance</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>allows them to focus on enjoying the experience rather than worrying about administrative details.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1338827531" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{102}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Personalized Ceremonies</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1330904489" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{104}"><span class="NormalTextRun SCXW199211009 BCX0">Marriage service providers often offer flexible ceremony options tailored to individual preferences.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="385477584" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{106}"><span class="NormalTextRun SCXW199211009 BCX0">Popular choices include:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="6" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="113147113" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{108}"><span class="NormalTextRun SCXW199211009 BCX0">Civil ceremonies</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="6" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="146541614" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{110}"><span class="NormalTextRun SCXW199211009 BCX0">Intimate weddings</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="6" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1462726176" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{112}"><span class="NormalTextRun SCXW199211009 BCX0">Elopements</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="6" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="284387642" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{114}"><span class="NormalTextRun SCXW199211009 BCX0">Traditional celebrations</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="6" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1742775607" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{116}"><span class="NormalTextRun SCXW199211009 BCX0">Custom-designed ceremonies</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="534243086" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{118}"><span class="NormalTextRun SCXW199211009 BCX0">This flexibility allows couples to create a wedding experience that reflects their unique relationship and values.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="265103490" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{120}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Get Married in Butler: A Convenient and Memorable Choice</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="673168189" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{122}"><span class="NormalTextRun SCXW199211009 BCX0">For couples looking to<span> </span></span><a class="Hyperlink SCXW199211009 BCX0" href="https://marriageofficenearme.com.au/" target="_blank" rel="noreferrer noopener"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-charstyle="Hyperlink">get married in butler</span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">, there are<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">numerous</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>benefits to choosing this growing community as a wedding destination.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="442784476" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{124}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Convenient Location</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
</div>
<div class="SCXW199211009 BCX0">
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1138949250" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{126}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Butler offers accessibility and convenience for<span> </span></span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW199211009 BCX0">local residents</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>and visitors alike. Its location makes it easy for guests to attend and<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">participate</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>in celebrations.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1818318187" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{129}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Variety of Venue Options</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1949228959" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{131}"><span class="NormalTextRun SCXW199211009 BCX0">Couples can choose from a range of wedding settings, including:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="7" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="409790432" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{133}"><span class="NormalTextRun SCXW199211009 BCX0">Parks and gardens</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="7" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="524992966" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{135}"><span class="NormalTextRun SCXW199211009 BCX0">Community venues</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="7" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="199742549" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{137}"><span class="NormalTextRun SCXW199211009 BCX0">Private event spaces</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="7" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1130508958" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{139}"><span class="NormalTextRun SCXW199211009 BCX0">Outdoor ceremony locations</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="7" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="998739630" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{141}"><span class="NormalTextRun SCXW199211009 BCX0">Intimate gathering spaces</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1916263556" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{143}"><span class="NormalTextRun SCXW199211009 BCX0">The variety of options allows couples to select a venue that matches their vision and budget.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1102323188" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{145}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Community Atmosphere</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1600855081" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{147}"><span class="NormalTextRun SCXW199211009 BCX0">Many couples appreciate the welcoming and relaxed atmosphere that Butler offers for wedding celebrations.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="995296824" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{149}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Professional Support Services</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1206679893" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{151}"><span class="NormalTextRun SCXW199211009 BCX0">Wedding planners, photographers, florists, and marriage celebrants are often available to help create a seamless and memorable event.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="1393596014" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{153}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Choosing the Right Marriage Celebrant</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1563510545" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{155}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">A marriage celebrant plays a crucial role in<span> </span></span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW199211009 BCX0">the wedding ceremony</span><span class="NormalTextRun SCXW199211009 BCX0">. Selecting the right celebrant can help create a meaningful and enjoyable experience.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="9180297" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{157}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">What to Look For</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="73716701" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{159}"><span class="NormalTextRun SCXW199211009 BCX0">When choosing a celebrant, consider:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="8" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1636761543" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{161}"><span class="NormalTextRun SCXW199211009 BCX0">Experience and qualifications</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="8" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1640650498" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{163}"><span class="NormalTextRun SCXW199211009 BCX0">Communication skills</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="8" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="553551088" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{165}"><span class="NormalTextRun SCXW199211009 BCX0">Flexibility and professionalism</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
</div>
<div class="SCXW199211009 BCX0">
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="8" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2095347711" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{167}"><span class="NormalTextRun SCXW199211009 BCX0">Personalization options</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="8" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="688291947" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{170}"><span class="NormalTextRun SCXW199211009 BCX0">Positive reviews and testimonials</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1237903541" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{172}"><span class="NormalTextRun SCXW199211009 BCX0">A good celebrant will guide you through the legal process while helping create a ceremony that reflects your personality and values.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1057538571" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{174}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Questions to Ask</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1470858231" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{176}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Before<span> </span></span><span class="NormalTextRun AdvancedProofingIssueV2Themed SCXW199211009 BCX0">making a decision</span><span class="NormalTextRun SCXW199211009 BCX0">, couples may wish to ask:</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="9" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="541716465" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{178}"><span class="NormalTextRun SCXW199211009 BCX0">What services are included?</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="9" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="513389006" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{180}"><span class="NormalTextRun SCXW199211009 BCX0">How much customization is available?</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="9" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="148581673" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{182}"><span class="NormalTextRun SCXW199211009 BCX0">What legal requirements must be completed?</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="9" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="297066974" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{184}"><span class="NormalTextRun SCXW199211009 BCX0">What happens if plans change?</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="9" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="301935284" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{186}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">How far in advance should arrangements be<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">finalized</span><span class="NormalTextRun SCXW199211009 BCX0">?</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="415298898" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{188}"><span class="NormalTextRun SCXW199211009 BCX0">Clear communication helps ensure expectations are aligned from the beginning.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="2006237596" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{190}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Popular Wedding Styles in Australia</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="825340869" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{192}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Australian weddings come in many<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">different styles</span><span class="NormalTextRun SCXW199211009 BCX0">, allowing couples to celebrate in a way that suits their preferences.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1676533498" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{194}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Civil Weddings</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="168575752" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{196}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Civil ceremonies<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">remain</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>one of the most popular options due to their simplicity and flexibility.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1263924059" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{198}"><span class="NormalTextRun SCXW199211009 BCX0">Benefits include:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="10" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1987730326" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{200}"><span class="NormalTextRun SCXW199211009 BCX0">Personalized content</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="10" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="881997679" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{202}"><span class="NormalTextRun SCXW199211009 BCX0">Non-religious format</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="10" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="974461470" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{204}"><span class="NormalTextRun SCXW199211009 BCX0">Flexible venue choices</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="10" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1163505576" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{206}"><span class="NormalTextRun SCXW199211009 BCX0">Streamlined planning</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
</div>
<div class="SCXW199211009 BCX0">
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1034920419" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{208}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Outdoor Weddings</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="923546262" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{211}"><span class="NormalTextRun SCXW199211009 BCX0">Australia's climate and natural beauty make outdoor weddings a favorite choice.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1227369028" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{213}"><span class="NormalTextRun SCXW199211009 BCX0">Popular locations include:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="11" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1028578958" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{215}"><span class="NormalTextRun SCXW199211009 BCX0">Beaches</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="11" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="928760565" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{217}"><span class="NormalTextRun SCXW199211009 BCX0">Parks</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="11" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="494363206" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{219}"><span class="NormalTextRun SCXW199211009 BCX0">Gardens</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="11" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="274595312" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{221}"><span class="NormalTextRun SCXW199211009 BCX0">Vineyards</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="11" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2035839855" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{223}"><span class="NormalTextRun SCXW199211009 BCX0">Scenic countryside settings</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="125113343" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{225}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Elopements</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1019876393" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{227}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Elopements have become increasingly popular among couples<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">seeking</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>a more intimate and stress-free experience.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1072467466" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{229}"><span class="NormalTextRun SCXW199211009 BCX0">Advantages include:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="12" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1331278242" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{231}"><span class="NormalTextRun SCXW199211009 BCX0">Lower costs</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="12" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1283078828" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{233}"><span class="NormalTextRun SCXW199211009 BCX0">Greater privacy</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="12" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1138915415" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{235}"><span class="NormalTextRun SCXW199211009 BCX0">Simplified planning</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="12" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="13405064" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{237}"><span class="NormalTextRun SCXW199211009 BCX0">Focus on the couple's relationship</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1552343084" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{239}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Traditional Weddings</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1901324185" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{241}"><span class="NormalTextRun SCXW199211009 BCX0">Many couples continue to embrace traditional ceremonies that incorporate cultural, religious, or family customs.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="187693739" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{243}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Tips for Planning a Successful Wedding</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="272294853" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{245}"><span class="NormalTextRun SCXW199211009 BCX0">Careful planning can help ensure a smooth and enjoyable wedding experience.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="146160872" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{247}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Start Planning Early</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
</div>
<div class="SCXW199211009 BCX0">
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="56069868" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{249}"><span class="NormalTextRun SCXW199211009 BCX0">Beginning preparations several months in advance allows sufficient time for:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="13" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="970399470" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{252}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Venue<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">selection</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="13" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1587153358" paraeid="{b2f2d09f-9780-465a-9f8d-423d7279fd51}{254}"><span class="NormalTextRun SCXW199211009 BCX0">Documentation completion</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="13" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1520864695" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{2}"><span class="NormalTextRun SCXW199211009 BCX0">Guest arrangements</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="13" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1713741283" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{4}"><span class="NormalTextRun SCXW199211009 BCX0">Vendor bookings</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1425477604" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{6}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Create a Budget</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2129138843" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{8}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Establishing a<span> </span></span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW199211009 BCX0">realistic budget helps</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>prioritize spending and avoid unnecessary stress.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="682816709" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{10}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Stay Organized</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1521762192" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{12}"><span class="NormalTextRun SCXW199211009 BCX0">Maintain records of:</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="14" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1051475134" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{14}"><span class="NormalTextRun SCXW199211009 BCX0">Contracts</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="14" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1773804912" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{16}"><span class="NormalTextRun SCXW199211009 BCX0">Receipts</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="14" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1030406718" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{18}"><span class="NormalTextRun SCXW199211009 BCX0">Guest lists</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="14" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="11195854" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{20}"><span class="NormalTextRun SCXW199211009 BCX0">Ceremony details</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="ListContainerWrapper SCXW199211009 BCX0">
<ul class="BulletListStyle1 SCXW199211009 BCX0" role="list">
<li aria-setsize="-1" data-leveltext="" data-font="Symbol" data-listid="14" data-list-defn-props="{" 335552541":1,"335559685":720,"335559991":360,"469769226":"symbol","469769242":[8226],"469777803":"left","469777804":"","469777815":"hybridmultilevel"}"="" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1787405008" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{22}"><span class="NormalTextRun SCXW199211009 BCX0">Important deadlines</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134233117":false,"134233118":false,"335559738":0,"335559739":0}"=""> </span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="750179627" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{24}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW199211009 BCX0">Organization</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>can help prevent last-minute surprises.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1165860463" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{26}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Focus on What Matters Most</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="254072732" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{28}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">While details are important, remember that the wedding is<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">ultimately a</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>celebration of your commitment and relationship.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="240131715" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{30}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">Common Mistakes to Avoid</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="930604143" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{32}"><span class="NormalTextRun SCXW199211009 BCX0">Couples can improve their wedding planning experience by avoiding common pitfalls.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1189098065" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{34}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Delaying Legal Paperwork</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1741646956" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{36}"><span class="NormalTextRun SCXW199211009 BCX0">Waiting too long to complete required documentation can create unnecessary complications.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="1152412036" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{39}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Overcomplicating the Ceremony</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="2003522362" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{41}"><span class="NormalTextRun SCXW199211009 BCX0">Simple and meaningful ceremonies are often the most memorable.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="2083492859" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{43}"><strong><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Ignoring Backup Plans</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1331639425" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{45}"><span class="NormalTextRun SCXW199211009 BCX0">Outdoor weddings should always have contingency plans for unexpected weather conditions.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="3" paraid="323861012" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{47}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3">Failing to Communicate</span><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 3"> Expectations</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></strong></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="765876129" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{49}"><span class="NormalTextRun SCXW199211009 BCX0">Open communication with vendors, celebrants, and family members helps prevent misunderstandings.</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<h2 class="Paragraph SCXW199211009 BCX0" role="heading" aria-level="2" paraid="751237949" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{51}"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-parastyle="heading 2">The Value of Professional Marriage Services</span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{" 134245418":true,"134245529":true,"335559738":160,"335559739":80}"=""> </span></h2>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="936413635" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{53}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Professional marriage services provide<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">expertise</span><span class="NormalTextRun SCXW199211009 BCX0">, support, and guidance throughout the wedding journey. They help ensure legal compliance while allowing couples to enjoy a smooth and memorable experience.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="237021608" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{55}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">From paperwork<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">assistance</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>to <a href="https://news.bangboxonline.com/">ceremony coordination</a>, professional services can simplify the process and reduce stress, making the path to marriage more enjoyable.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="1976554850" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{57}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">Choosing to<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">get married in Australia</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>offers couples a wonderful opportunity to celebrate their love in a legally recognized and meaningful way. Whether<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">you're</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>considering a<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">legal marriage service butler</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>or planning to<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">get married in<span> </span></span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW199211009 BCX0">butler</span><span class="NormalTextRun SCXW199211009 BCX0">, understanding the legal requirements and working with experienced professionals can help create a seamless and memorable wedding experience.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
<div class="OutlineElement Ltr SCXW199211009 BCX0">
<p class="Paragraph SCXW199211009 BCX0" paraid="513762429" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{59}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">If<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">you're</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>ready to begin your journey toward marriage,<span> </span></span></span><a class="Hyperlink SCXW199211009 BCX0" href="https://marriageofficenearme.com.au/" target="_blank" rel="noreferrer noopener"><span class="NormalTextRun SCXW199211009 BCX0" data-ccp-charstyle="Hyperlink">Marriage Office Near Me</span></a><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>provides trusted support, professional guidance, and personalized marriage services to help make your special day stress-free and unforgetta</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">ble. Contact<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">Marriage Office Near Me</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>to</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW199211009 BCX0"><span class="NormalTextRun SCXW199211009 BCX0">day and take the first step toward creating the wedding experience<span> </span></span><span class="NormalTextRun SCXW199211009 BCX0">you've</span><span class="NormalTextRun SCXW199211009 BCX0"><span> </span>always imagined.</span></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
</div>
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<p class="Paragraph SCXW199211009 BCX0" paraid="738692707" paraeid="{4a6142a4-2d1e-412b-a918-a1f87dcdb80f}{61}"><span class="NormalTextRun SCXW199211009 BCX0"></span><span class="EOP SCXW199211009 BCX0" data-ccp-props="{}"> </span></p>
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<title>Stainless Steel Paper Towel Dispenser Wall Mount: Upgrade Hygiene and Security Today</title>
<link>https://news.bangboxonline.com/stainless-steel-paper-towel-dispenser-wall-mount-upgrade-hygiene-and-security-today</link>
<guid>https://news.bangboxonline.com/stainless-steel-paper-towel-dispenser-wall-mount-upgrade-hygiene-and-security-today</guid>
<description><![CDATA[ Omnimed stainless steel paper towel dispenser wall mount offers strength, hygiene, and a sleek design. Ideal for medical facilities, offices, and homes, it provides easy access, durability, and a modern look while saving space on any wall. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2ff297934a5.jpg" length="50980" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 17:59:58 +0500</pubDate>
<dc:creator>Omnimed Inc</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Healthcare facilities, clinics, and professional care centers cannot afford outdated equipment. Every second counts when it comes to maintaining hygiene, improving efficiency, and protecting valuable medical supplies. That's why investing in a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://omnimedstore.com/wall-mounted-stainless-steel-paper-towel-holder-commercial-grade-dispenser/"><b>Stainless steel paper towel dispenser wall mount</b></a></span></strong> is becoming a necessity rather than a choice. Durable, sleek, and designed for high-traffic environments, this solution transforms ordinary spaces into professional, sanitary, and highly functional areas.<o:p></o:p></p>
<p class="MsoNormal">The demand for premium medical equipment is rising rapidly, and organizations that upgrade now gain a significant advantage in cleanliness and operational excellence.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Hygiene Equipment Makes a Lasting Impression<o:p></o:p></b></p>
<p class="MsoNormal">The first thing patients notice when entering a facility is cleanliness. A modern dispenser instantly creates a sense of trust and professionalism. A <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Stainless steel paper towel dispenser wall mount</span></strong> offers superior durability compared to plastic alternatives and withstands years of continuous use without losing its polished appearance.<o:p></o:p></p>
<p class="MsoNormal">Medical facilities seeking dependable solutions are increasingly turning to <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Omnimed Inc</span></strong> for products designed to meet demanding healthcare requirements. Investing in high-quality equipment today can prevent costly replacements and maintenance issues tomorrow.<o:p></o:p></p>
<p class="MsoNormal"><b>Built to Perform in the Most Demanding Environments<o:p></o:p></b></p>
<p class="MsoNormal">Healthcare professionals require equipment that works flawlessly every day. Stainless steel dispensers resist corrosion, handle heavy usage, and provide effortless maintenance. Their wall-mounted design also saves valuable space, making them ideal for hospitals, laboratories, and treatment rooms.<o:p></o:p></p>
<p class="MsoNormal">At the same time, medical facilities must protect controlled substances and sensitive supplies. A <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://omnimedstore.com/narcotic-cabinets/single-door/"><b>Narcotic cabinet with electronic lock</b></a></span></strong> delivers advanced security by limiting unauthorized access and ensuring medications remain protected around the clock. Combining sanitation and security solutions creates a safer and more efficient workplace.<b><o:p></o:p></b></p>
<p class="MsoNormal"><b>Security and Compliance Have Never Been More Important<o:p></o:p></b></p>
<p class="MsoNormal">Regulations surrounding medication management continue to become more stringent. Facilities that fail to implement proper storage systems face operational risks and compliance concerns. A reliable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Narcotic cabinet with electronic lock</span></strong> provides secure storage while helping organizations maintain accountability and confidence in their medication management procedures.<o:p></o:p></p>
<p class="MsoNormal">Forward-thinking healthcare providers understand that every upgrade contributes to a stronger, safer environment. This is why premium equipment investments are accelerating across medical institutions nationwide.<o:p></o:p></p>
<p class="MsoNormal"><b>A Smart Investment That Delivers Exceptional Value<o:p></o:p></b></p>
<p class="MsoNormal">Choosing quality products is not simply about appearance. It is about performance, longevity, and peace of mind. A <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Stainless steel paper towel dispenser wall mount</span></strong> minimizes maintenance concerns while delivering consistent reliability in busy environments. Its professional appearance also reinforces a facility's commitment to cleanliness and patient care.<o:p></o:p></p>
<p class="MsoNormal">Healthcare administrators searching for dependable solutions often rely on <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://omnimedstore.com/"><b>Omnimed Inc</b></a></span></strong> because quality equipment plays a direct role in improving operational standards and creating a more organized facility.<o:p></o:p></p>
<p class="MsoNormal"><b>Elevate Patient Confidence and Staff Efficiency<o:p></o:p></b></p>
<p class="MsoNormal">Patients appreciate clean, organized spaces, and staff members perform better when equipped with dependable tools. Premium dispensers and secure storage systems streamline daily operations, reduce disruptions, and contribute to a professional atmosphere.<o:p></o:p></p>
<p class="MsoNormal">Similarly, a <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Narcotic cabinet with electronic lock</span></strong> helps healthcare teams manage sensitive medications efficiently while reducing concerns about unauthorized access. Security and convenience working together create an environment where healthcare professionals can focus entirely on patient care.<o:p></o:p></p>
<p class="MsoNormal"><b>The Time to Upgrade Is Right Now<o:p></o:p></b></p>
<p class="MsoNormal">Medical facilities that delay essential upgrades often encounter unnecessary expenses and avoidable operational challenges. Investing in durable hygiene and security solutions today positions organizations for long-term success. Demand for high-quality healthcare equipment continues to grow, making now the perfect opportunity to modernize your facility.<o:p></o:p></p>
<p class="MsoNormal">With innovative products designed for demanding healthcare environments, <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Omnimed Inc</span></strong> delivers solutions that support efficiency, organization, and confidence in every department.<o:p></o:p></p>
<p class="MsoNormal"><b>Create a Safer and More Professional Facility<o:p></o:p></b></p>
<p class="MsoNormal">Every detail matters when building a healthcare environment that inspires trust. From advanced hygiene equipment to secure medication storage, the right investments can significantly improve daily operations. A dependable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Narcotic cabinet with electronic lock</span></strong> ensures valuable medications remain protected, while premium stainless steel dispensers contribute to a cleaner and more professional atmosphere.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://omnimedstore.com/stainless-steel-safety-glasses-wall-mounted-dispenser/">Stainless steel safety glasses dispenser</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://omnimedstore.com/omni-phlebotomy-cart-with-3-drawers-5-casters/">Phlebotomy cart</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://omnimedstore.com/omnimed-store-go-phlebotomy-cart/">Portable phlebotomy cart</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<item>
<title>Boric Acid Prices, Trend, Chart, Forecast, News and Market Analysis</title>
<link>https://news.bangboxonline.com/Boric-Acid-Prices</link>
<guid>https://news.bangboxonline.com/Boric-Acid-Prices</guid>
<description><![CDATA[ Boric Acid Prices ]]></description>
<enclosure url="" length="50980" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 17:34:45 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Boric Acid Prices</media:keywords>
<content:encoded><![CDATA[<h1 bis_size="{&quot;x&quot;:8,&quot;y&quot;:18,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1011}"></h1>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:57,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1050}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:59,&quot;w&quot;:291,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1052}"><a href="https://www.chemanalyst.com/Pricing-data/boric-acid-1562" bis_size="{&quot;x&quot;:8,&quot;y&quot;:59,&quot;w&quot;:291,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1052}">According to ChemAnalyst Boric Acid Price</a></strong><span bis_size="{&quot;x&quot;:299,&quot;y&quot;:59,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:601,&quot;abs_y&quot;:1052}"> </span>market has witnessed notable fluctuations driven by changing supply-demand fundamentals, raw material availability, international trade dynamics, freight costs, and downstream industrial demand. Boric acid is a vital industrial chemical widely utilized in agriculture, pharmaceuticals, fiberglass, ceramics, detergents, flame retardants, and various specialty chemical applications. As industries continue to expand and diversify their use of boron-based compounds, tracking the<span bis_size="{&quot;x&quot;:950,&quot;y&quot;:99,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1252,&quot;abs_y&quot;:1092}"> </span><strong bis_size="{&quot;x&quot;:954,&quot;y&quot;:99,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:1256,&quot;abs_y&quot;:1092}">Boric Acid Price</strong>,<span bis_size="{&quot;x&quot;:1065,&quot;y&quot;:99,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1367,&quot;abs_y&quot;:1092}"> </span><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:99,&quot;w&quot;:1169,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}">Boric Acid Price Trend</strong>, and<span bis_size="{&quot;x&quot;:77,&quot;y&quot;:119,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1112}"> </span><strong bis_size="{&quot;x&quot;:81,&quot;y&quot;:119,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:1112}">Boric Acid Trend Market</strong><span bis_size="{&quot;x&quot;:241,&quot;y&quot;:119,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:543,&quot;abs_y&quot;:1112}"> </span>has become increasingly important for manufacturers, distributors, procurement teams, and investors.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:154,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1147}">Boric Acid Market Overview</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:192,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1185}">Boric acid, chemically known as hydrogen borate, is a white crystalline compound derived primarily from borax and other borate minerals. Due to its unique chemical properties, it plays a critical role across multiple industries. In agriculture, boric acid serves as a micronutrient fertilizer; in pharmaceuticals, it is used in antiseptic formulations; while in the glass and ceramics industries, it enhances thermal resistance and durability.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:266,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1259}">The global boric acid market continues to grow steadily due to increasing industrialization, rising agricultural productivity requirements, and expanding construction activities. Growing consumption from fiberglass insulation, ceramics, electronics, and specialty chemicals has significantly impacted the overall<span bis_size="{&quot;x&quot;:772,&quot;y&quot;:288,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1074,&quot;abs_y&quot;:1281}"> </span><strong bis_size="{&quot;x&quot;:776,&quot;y&quot;:288,&quot;w&quot;:149,&quot;h&quot;:16,&quot;abs_x&quot;:1078,&quot;abs_y&quot;:1281}">Boric Acid Price Trend</strong><span bis_size="{&quot;x&quot;:925,&quot;y&quot;:288,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1227,&quot;abs_y&quot;:1281}"> </span>across major regions. Market participants closely monitor pricing movements to manage procurement risks and optimize supply chain strategies.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:343,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1336}">Current Boric Acid Price Analysis</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:381,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1374}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:383,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:1376}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:383,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1376}">Boric Acid Price</strong><span bis_size="{&quot;x&quot;:184,&quot;y&quot;:383,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:486,&quot;abs_y&quot;:1376}"> </span>landscape has exhibited mixed trends across major economies. Regional variations in industrial demand, inventory levels, import availability, and production economics have resulted in differing pricing patterns.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:435,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1428}">In North America, particularly the United States, boric acid prices remained relatively stable before showing mild firmness due to tighter import availability and seasonal demand from construction-related industries. Demand from fiberglass insulation, ceramics, detergents, and agricultural applications continued to support market stability. Freight and logistics expenses exerted moderate upward pressure on pricing despite stable production costs.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:509,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1502}">In the Asia-Pacific region, market dynamics were influenced by import supply conditions and downstream industrial activity. Countries such as India and Japan experienced varying pricing trends based on inventory levels, import arrivals, and demand from pharmaceuticals, glass manufacturing, and agriculture. Import dependency and fluctuating demand contributed to notable changes in the<span bis_size="{&quot;x&quot;:99,&quot;y&quot;:551,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:401,&quot;abs_y&quot;:1544}"> </span><strong bis_size="{&quot;x&quot;:102,&quot;y&quot;:551,&quot;w&quot;:149,&quot;h&quot;:16,&quot;abs_x&quot;:404,&quot;abs_y&quot;:1544}">Boric Acid Price Trend</strong>.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:583,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1576}">European markets experienced price volatility due to export demand, geopolitical shipping concerns, and changing inventory conditions. Turkey, a major boric acid supplier, witnessed price gains supported by stronger export nominations and healthy demand from European ceramic and fiberglass manufacturers.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:640,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1633}">Factors Influencing Boric Acid Price</h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:678,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1671}">Raw Material Availability</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:714,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1707}">Borate mineral availability significantly influences the<span bis_size="{&quot;x&quot;:334,&quot;y&quot;:716,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:636,&quot;abs_y&quot;:1709}"> </span><strong bis_size="{&quot;x&quot;:337,&quot;y&quot;:716,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:639,&quot;abs_y&quot;:1709}">Boric Acid Price</strong>. Major boron-producing countries such as Turkey, Chile, and the United States play a critical role in determining global supply conditions. Any disruption in mining operations, maintenance shutdowns, or export restrictions can affect global pricing.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:770,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1763}">Industrial Demand</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:807,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1800}">Demand from downstream sectors remains one of the most important pricing drivers. Industries such as fiberglass, ceramics, agriculture, detergents, pharmaceuticals, and flame retardants account for substantial boric acid consumption. Increased activity in these sectors often supports higher market prices.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:863,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1856}">Energy and Production Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:899,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1892}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:901,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:1894}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:901,&quot;w&quot;:149,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:1894}">Boric Acid Price Trend</strong><span bis_size="{&quot;x&quot;:185,&quot;y&quot;:901,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:487,&quot;abs_y&quot;:1894}"> </span>is closely linked to energy costs and manufacturing expenses. Although production costs have remained relatively stable in recent quarters, fluctuations in fuel, electricity, and logistics costs can impact market pricing and producer margins.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:956,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1949}">Transportation and Freight Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:992,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1985}">Global freight rates and shipping conditions significantly affect boric acid prices. Since international trade plays a major role in supply distribution, disruptions in maritime logistics or rising transportation costs can increase landed prices across importing regions.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1049,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2042}">Import and Export Dynamics</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1085,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2078}">Countries heavily dependent on imports are particularly sensitive to supply disruptions and shipment delays. Changes in export allocations, port congestion, and inventory levels often contribute to short-term fluctuations in the<span bis_size="{&quot;x&quot;:265,&quot;y&quot;:1107,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:567,&quot;abs_y&quot;:2100}"> </span><strong bis_size="{&quot;x&quot;:269,&quot;y&quot;:1107,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:571,&quot;abs_y&quot;:2100}">Boric Acid Trend Market</strong>.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1142,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2135}">Boric Acid Price Trend in North America</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1180,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2173}">North America remains a key boric acid consumption region due to its strong industrial and agricultural sectors. Demand from fiberglass insulation, construction materials, detergents, and micronutrient fertilizers continues to support market activity.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1234,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2227}">Recent market assessments indicate that the<span bis_size="{&quot;x&quot;:287,&quot;y&quot;:1236,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:589,&quot;abs_y&quot;:2229}"> </span><strong bis_size="{&quot;x&quot;:291,&quot;y&quot;:1236,&quot;w&quot;:149,&quot;h&quot;:16,&quot;abs_x&quot;:593,&quot;abs_y&quot;:2229}">Boric Acid Price Trend</strong><span bis_size="{&quot;x&quot;:440,&quot;y&quot;:1236,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:742,&quot;abs_y&quot;:2229}"> </span>in North America has remained largely balanced. Stable feedstock availability, adequate domestic production, and consistent import flows helped maintain pricing stability. However, seasonal demand from construction and agricultural sectors occasionally created upward pressure on spot prices.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1291,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2284}">Track Real-Time Prices Of <strong bis_size="{&quot;x&quot;:272,&quot;y&quot;:1286,&quot;w&quot;:119,&quot;h&quot;:30,&quot;abs_x&quot;:574,&quot;abs_y&quot;:2279}">Boric Acid</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1330,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2323}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1332,&quot;w&quot;:543,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2325}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Boric%20Acid" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1332,&quot;w&quot;:543,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2325}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Boric%20Acid</a></strong></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1367,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2360}">Boric Acid Price Trend in Asia-Pacific</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1404,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2397}">Asia-Pacific represents one of the largest boric acid consumption markets globally. The region's extensive manufacturing base and agricultural activities contribute significantly to demand growth.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1458,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2451}">India experienced a mixed pricing environment due to changing agricultural demand patterns, fluctuating import volumes, and inventory adjustments. Japan's market was influenced by import constraints and varying industrial demand from pharmaceutical and glass sectors. The region continues to be highly sensitive to supply chain developments and international trade conditions.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1516,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2509}">Boric Acid Price Trend in Europe</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1553,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2546}">Europe remains an important market for boric acid due to its well-established ceramics, fiberglass, and specialty chemical industries. Turkey's role as a major producer significantly impacts regional supply conditions.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1607,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2600}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:1609,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:2602}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:1609,&quot;w&quot;:149,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:2602}">Boric Acid Price Trend</strong><span bis_size="{&quot;x&quot;:185,&quot;y&quot;:1609,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:487,&quot;abs_y&quot;:2602}"> </span>in Europe has been influenced by export demand, inventory management, and geopolitical shipping concerns. Seasonal restocking activities and reconstruction-related demand have supported pricing strength in several quarters. Nevertheless, fluctuations in downstream industrial demand occasionally resulted in temporary price corrections.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1665,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2658}">Boric Acid Trend Market Analysis</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1702,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2695}">The overall<span bis_size="{&quot;x&quot;:77,&quot;y&quot;:1704,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:2697}"> </span><strong bis_size="{&quot;x&quot;:81,&quot;y&quot;:1704,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:2697}">Boric Acid Trend Market</strong><span bis_size="{&quot;x&quot;:241,&quot;y&quot;:1704,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:543,&quot;abs_y&quot;:2697}"> </span>continues to benefit from strong industrial demand and expanding applications across diverse sectors.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1739,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2732}">Growth in Fiberglass and Construction Industries</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1775,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2768}">Boric acid is extensively used in fiberglass manufacturing. Growing investments in residential construction, infrastructure development, and energy-efficient insulation materials are supporting long-term demand growth.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1831,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2824}">Rising Agricultural Applications</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1868,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2861}">Agricultural consumption of boric acid continues to increase due to its role as an essential micronutrient fertilizer. Increasing focus on crop productivity and soil nutrient management is expected to support future demand.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1924,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2917}">Pharmaceutical Sector Expansion</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1960,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2953}">Boric acid remains an important ingredient in pharmaceutical formulations and antiseptic products. Growing healthcare expenditure and pharmaceutical manufacturing activities contribute positively to market growth.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2017,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3010}">Demand from Specialty Chemicals</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2053,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3046}">The chemical industry's growing use of boric acid in flame retardants, wood preservatives, and boron-based compounds creates additional opportunities for market expansion.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2091,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3084}">Boric Acid Market Forecast</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2128,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3121}">The future outlook for the global boric acid industry remains positive. Demand growth from construction, agriculture, pharmaceuticals, and specialty chemicals is expected to support long-term market expansion.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2182,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3175}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:2184,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:3177}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:2184,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3177}">Boric Acid Price</strong><span bis_size="{&quot;x&quot;:143,&quot;y&quot;:2184,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:445,&quot;abs_y&quot;:3177}"> </span>is likely to remain influenced by supply chain developments, export availability, logistics costs, and industrial demand patterns. While periodic fluctuations may occur due to inventory adjustments and regional market conditions, overall demand fundamentals remain supportive.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2236,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3229}">North America is expected to maintain stable demand, Asia-Pacific will continue leading consumption growth, and Europe is likely to benefit from sustained industrial activity and reconstruction projects.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2293,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3286}">Key Boric Acid Suppliers</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2331,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3324}">Leading companies operating in the global boric acid market include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2365,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3358}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2365,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3358}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2365,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3358}">3M</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2399,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3392}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2399,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3392}">BASF</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2433,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3426}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2433,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3426}">Tomiyama Pure Chemicals Industries</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2467,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3460}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2467,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3460}">Gujarat Boron Derivatives</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2501,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3494}">These suppliers continue to focus on production efficiency, product quality, and global distribution networks to strengthen their market presence.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2538,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3531}">Conclusion</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2576,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3569}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:2578,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:3571}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:2578,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:3571}">Boric Acid Price</strong><span bis_size="{&quot;x&quot;:184,&quot;y&quot;:2578,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:486,&quot;abs_y&quot;:3571}"> </span>market continues to evolve under the influence of changing industrial demand, supply chain developments, and international trade dynamics. The<span bis_size="{&quot;x&quot;:1087,&quot;y&quot;:2578,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1389,&quot;abs_y&quot;:3571}"> </span><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2578,&quot;w&quot;:1152,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3571}"><a href="https://www.chemanalyst.com/Pricing-data/boric-acid-1562" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2578,&quot;w&quot;:1152,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3571}">Boric Acid Price Trend</a></strong> remains closely tied to developments in construction, agriculture, pharmaceuticals, and specialty chemicals. As demand continues to grow across major end-use sectors, the<span bis_size="{&quot;x&quot;:1156,&quot;y&quot;:2598,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1458,&quot;abs_y&quot;:3591}"> </span><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2598,&quot;w&quot;:1188,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3591}">Boric Acid Trend Market</strong><span bis_size="{&quot;x&quot;:129,&quot;y&quot;:2618,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:431,&quot;abs_y&quot;:3611}"> </span>is expected to maintain a positive growth trajectory over the coming years. Companies that closely monitor pricing movements, market developments, and supply conditions will be better positioned to capitalize on emerging opportunities in the global boric acid industry.</p>]]> </content:encoded>
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<item>
<title>AI Transformation Consulting Services: A Strategic Guide for Business Growth</title>
<link>https://news.bangboxonline.com/ai-transformation-consulting-services-a-strategic-guide-for-business-growth</link>
<guid>https://news.bangboxonline.com/ai-transformation-consulting-services-a-strategic-guide-for-business-growth</guid>
<description><![CDATA[ An informative guide explaining the core functions, strategic value, and operational focus of AI transformation consulting services in modern business environments. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2ff12fe8e06.jpg" length="86781" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 17:34:02 +0500</pubDate>
<dc:creator>lorean45</dc:creator>
<media:keywords>What are AI transformation consulting services?</media:keywords>
<content:encoded><![CDATA[<p>In the current digital landscape, the rapid advancement of machine learning and generative technologies has moved artificial intelligence from the periphery of experimental tech to the center of organizational strategy. However, integrating these complex systems involves more than just software procurement. It requires a fundamental shift in how an organization operates, makes decisions, and delivers value. This is where AI transformation consulting services become essential.<br><a href="https://franckardourel.com/ai-tech-cx-gtm-transformation-services/" target="_blank" rel="noopener"><strong>What are AI transformation consulting services?</strong></a></p>
<p>At their core, AI transformation consulting services are professional advisory engagements designed to help organizations integrate artificial intelligence into their existing business models, workflows, and culture. Unlike standard IT consulting, which might focus on installing a specific piece of software, AI transformation is holistic. It focuses on the strategic alignment of technology with business goals to drive measurable efficiency, innovation, and long-term viability.</p>
<p><strong>These consulting services typically operate across four primary dimensions:</strong><br><strong>1. Strategic Roadmap Development</strong></p>
<p>Before a single line of code is written, consultants help organizations define the "why" behind their AI adoption. This involves identifying specific business pain points—such as slow data processing, customer service bottlenecks, or inefficient supply chain logistics—and determining whether AI is the appropriate solution. Consultants map out a phased implementation plan that prioritizes high-impact, low-risk pilot projects to prove value before scaling.<br><strong>2. Data Infrastructure and Governance</strong></p>
<p>AI systems are only as effective as the data they process. A significant portion of transformation consulting is dedicated to assessing an organization's data maturity. This includes auditing existing data silos, ensuring data quality, and establishing governance frameworks. Consultants guide companies in building the necessary architecture—such as data lakes or robust cloud environments—that allows AI models to function securely and accurately.<br><strong>3. Organizational Change Management</strong></p>
<p>Perhaps the most complex aspect of AI transformation is the human element. Integrating AI often necessitates new workflows and a different set of internal skills. Consultants provide strategies for bridging the skills gap, helping leadership teams prepare their workforce for the transition. This includes fostering a culture of data literacy and ensuring that employees understand how to partner with AI tools rather than viewing them as replacements.<br><strong>4. Ethical Implementation and Compliance</strong></p>
<p>As AI becomes more integrated into business operations, the risks related to bias, security, and regulatory compliance increase. Consultants provide frameworks for "responsible AI," ensuring that the models deployed are transparent, explainable, and compliant with emerging legal standards. This focus on ethical guardrails is critical for maintaining customer trust and avoiding the potential pitfalls of algorithmic error.<br><strong>Why Focus on Transformation Rather Than Adoption?</strong></p>
<p>The distinction between "adoption" and "transformation" is vital. Adoption is often tactical—buying a tool and expecting it to solve a problem. Transformation is structural—it is the process of redesigning the internal fabric of the business to ensure that AI capabilities can be sustained and evolved over time.</p>
<p>Organizations often seek these services because the pace of AI development is so rapid that internal teams may struggle to keep up with both the technical nuances and the strategic implications. By leveraging external consultants, businesses gain access to cross-industry insights, best practices, and a structured methodology to navigate the complexities of AI integration.<br><strong>Summary</strong></p>
<p>Ultimately, <a href="https://franckardourel.com/ai-tech-cx-gtm-transformation-services/" target="_blank" rel="noopener">AI transformation consulting services</a> serve as a bridge between technical possibility and operational reality. By addressing technology, data, culture, and ethics in tandem, these services help organizations demystify the AI landscape. Whether a company is at the beginning of its digital journey or looking to optimize existing automation, the goal of these services remains consistent: to turn artificial intelligence into a reliable, scalable, and value-driven asset that supports the organization’s long-term objectives.</p>]]> </content:encoded>
</item>

<item>
<title>https://www.facebook.com/DashOneProDashCam/</title>
<link>https://news.bangboxonline.com/httpswwwfacebookcomdashoneprodashcam-71155</link>
<guid>https://news.bangboxonline.com/httpswwwfacebookcomdashoneprodashcam-71155</guid>
<description><![CDATA[ is a vehicle-mounted camera (dashcam) designed to continuously record the road and vehicle surroundings ]]></description>
<enclosure url="https://www.facebook.com/DashOneProDashCam/" length="49398" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 17:22:11 +0500</pubDate>
<dc:creator>WendrLara</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><b><a href="https://www.facebook.com/DashOneProDashCam/">DashOne Pro Dash Cam</a>:-</b>is a vehicle-mounted camera (dashcam) designed to continuously record the road and vehicle surroundings <b><br><br>FB&gt;&gt;<br><a href="https://www.facebook.com/DashOneProDashCam/" target="_blank" rel="noopener">https://www.facebook.com/DashOneProDashCam/</a><br><a href="https://www.facebook.com/groups/dashoneprodashcamofficial" target="_blank" rel="noopener">https://www.facebook.com/groups/dashoneprodashcamofficial</a><br><a href="https://www.facebook.com/groups/dashone">https://www.facebook.com/groups/dashone</a></b></p>
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<p><br><br></p>]]> </content:encoded>
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<item>
<title>Beta Pinene Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook | ChemAnalyst</title>
<link>https://news.bangboxonline.com/Beta-Pinene-Price</link>
<guid>https://news.bangboxonline.com/Beta-Pinene-Price</guid>
<description><![CDATA[ Beta Pinene Price ]]></description>
<enclosure url="" length="86781" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 16:58:34 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Beta Pinene Price</media:keywords>
<content:encoded><![CDATA[<h1 bis_size="{&quot;x&quot;:8,&quot;y&quot;:18,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1011}"></h1>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:57,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1050}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:59,&quot;w&quot;:301,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1052}"><a href="https://www.chemanalyst.com/Pricing-data/beta-pinene-2485" bis_size="{&quot;x&quot;:8,&quot;y&quot;:59,&quot;w&quot;:301,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1052}">According to ChemAnalyst Beta Pinene Price</a></strong><span bis_size="{&quot;x&quot;:309,&quot;y&quot;:59,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:611,&quot;abs_y&quot;:1052}"> </span>trend in 2026 is expected to be influenced by raw material availability, demand from fragrance and flavor industries, production costs, global trade dynamics, and supply chain developments. Beta Pinene is a naturally occurring monoterpene commonly derived from pine resin and other botanical sources. It serves as an important intermediate in the production of aroma chemicals, fragrances, flavors, adhesives, pharmaceuticals, and specialty chemicals. As industries increasingly seek naturally derived ingredients and sustainable raw materials, the<span bis_size="{&quot;x&quot;:193,&quot;y&quot;:119,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:495,&quot;abs_y&quot;:1112}"> </span><strong bis_size="{&quot;x&quot;:197,&quot;y&quot;:119,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:499,&quot;abs_y&quot;:1112}">Beta Pinene Price</strong><span bis_size="{&quot;x&quot;:315,&quot;y&quot;:119,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:617,&quot;abs_y&quot;:1112}"> </span>is expected to remain a significant indicator for manufacturers, suppliers, and procurement professionals throughout 2026.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:154,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1147}">Overview of the Beta Pinene Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:192,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1185}">Beta Pinene is a colorless organic compound found in various essential oils and plant-derived resins. It is valued for its characteristic woody, pine-like aroma and serves as a key building block in the synthesis of numerous industrial and consumer products.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:246,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1239}">The compound is widely utilized in:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:280,&quot;w&quot;:1190,&quot;h&quot;:224,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1273}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:280,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1273}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:280,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1273}">Fragrance manufacturing</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:314,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1307}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:314,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1307}">Flavor production</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:348,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1341}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:348,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1341}">Adhesives and resins</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:382,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1375}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:382,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1375}">Personal care products</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:416,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1409}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:416,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1409}">Pharmaceutical intermediates</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:450,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1443}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:450,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1443}">Household products</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:484,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1477}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:484,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1477}">Specialty chemicals</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:518,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1511}">The increasing preference for naturally sourced ingredients across multiple industries has strengthened the importance of Beta Pinene within global supply chains, contributing to the growth of the<span bis_size="{&quot;x&quot;:27,&quot;y&quot;:540,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:329,&quot;abs_y&quot;:1533}"> </span><strong bis_size="{&quot;x&quot;:31,&quot;y&quot;:540,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:333,&quot;abs_y&quot;:1533}">Beta Pinene Trend Market</strong>.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:575,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1568}">Global Beta Pinene Price Trend Analysis</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:613,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1606}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:615,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:1608}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:615,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1608}">Beta Pinene Trend Price</strong><span bis_size="{&quot;x&quot;:237,&quot;y&quot;:615,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:539,&quot;abs_y&quot;:1608}"> </span>has experienced fluctuations over recent years due to varying feedstock availability, forestry output, production costs, transportation expenses, and downstream demand conditions. Market participants have also faced challenges associated with inflation, logistics constraints, and evolving environmental regulations.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:667,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1660}">In 2026, the<span bis_size="{&quot;x&quot;:81,&quot;y&quot;:669,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:1662}"> </span><strong bis_size="{&quot;x&quot;:85,&quot;y&quot;:669,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1662}">Beta Pinene Price</strong><span bis_size="{&quot;x&quot;:204,&quot;y&quot;:669,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:506,&quot;abs_y&quot;:1662}"> </span>is expected to remain influenced by demand from fragrance, flavor, and specialty chemical industries. Stable consumption patterns and growing applications are anticipated to support market growth, while fluctuations in feedstock supply may contribute to moderate pricing volatility.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:724,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1717}">Key Factors Influencing Beta Pinene Price</h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:762,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1755}">Raw Material Availability</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:798,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1791}">Raw material supply remains one of the most important factors affecting the<span bis_size="{&quot;x&quot;:476,&quot;y&quot;:800,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:778,&quot;abs_y&quot;:1793}"> </span><strong bis_size="{&quot;x&quot;:480,&quot;y&quot;:800,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:782,&quot;abs_y&quot;:1793}">Beta Pinene Price</strong>. Since Beta Pinene is primarily derived from pine-based feedstocks and natural resins, forestry production and resin availability directly impact manufacturing capacity.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:852,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1845}">Changes in harvesting activities, environmental conditions, and feedstock supply chains can significantly influence production economics and market pricing.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:888,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1881}">Production Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:925,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1918}">The manufacturing and extraction of Beta Pinene involve processing operations that require energy, equipment, labor, and quality control systems.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:959,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1952}">Increasing costs related to:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:993,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1986}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:993,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1986}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:993,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1986}">Energy consumption</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1027,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2020}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1027,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2020}">Labor expenses</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1061,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2054}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1061,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2054}">Plant maintenance</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1095,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2088}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1095,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2088}">Regulatory compliance</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1129,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2122}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1129,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2122}">Transportation</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1163,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2156}">can contribute to upward pressure on the<span bis_size="{&quot;x&quot;:262,&quot;y&quot;:1165,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:564,&quot;abs_y&quot;:2158}"> </span><strong bis_size="{&quot;x&quot;:266,&quot;y&quot;:1165,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:568,&quot;abs_y&quot;:2158}">Beta Pinene Trend Price</strong><span bis_size="{&quot;x&quot;:426,&quot;y&quot;:1165,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:728,&quot;abs_y&quot;:2158}"> </span>during 2026.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1199,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2192}">Demand from Fragrance Industry</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1235,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2228}">The fragrance industry remains one of the largest consumers of Beta Pinene. Its distinctive aromatic profile makes it a valuable ingredient in perfumes, deodorants, air fresheners, and household products.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1289,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2282}">Growing demand for premium fragrances and naturally derived aroma ingredients continues to support consumption within the<span bis_size="{&quot;x&quot;:789,&quot;y&quot;:1291,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1091,&quot;abs_y&quot;:2284}"> </span><strong bis_size="{&quot;x&quot;:793,&quot;y&quot;:1291,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:1095,&quot;abs_y&quot;:2284}">Beta Pinene Trend Market</strong>.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1326,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2319}">Flavor Industry Consumption</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1362,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2355}">Beta Pinene serves as an important intermediate in the production of flavor compounds used in food and beverage applications.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1396,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2389}">The increasing demand for natural flavor ingredients and clean-label products continues to create opportunities for market growth.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1433,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2426}">Transportation and Logistics Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1469,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2462}">Global logistics costs significantly influence specialty chemical markets. Shipping expenses, fuel prices, freight availability, and warehousing costs all contribute to the final delivered cost of Beta Pinene.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1523,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2516}">Supply chain disruptions may occasionally impact product availability and regional pricing trends.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1560,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2553}">North America Beta Pinene Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1598,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2591}">North America remains a significant market for Beta Pinene due to strong demand from fragrance, flavor, and specialty chemical industries.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1632,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2625}">Several factors are expected to influence the<span bis_size="{&quot;x&quot;:285,&quot;y&quot;:1634,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:587,&quot;abs_y&quot;:2627}"> </span><strong bis_size="{&quot;x&quot;:288,&quot;y&quot;:1634,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:2627}">Beta Pinene Price</strong><span bis_size="{&quot;x&quot;:407,&quot;y&quot;:1634,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:709,&quot;abs_y&quot;:2627}"> </span>in the region during 2026:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1666,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2659}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1666,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2659}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1666,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2659}">Demand from personal care products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1700,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2693}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1700,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2693}">Fragrance manufacturing activity.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1734,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2727}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1734,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2727}">Availability of pine-derived feedstocks.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1768,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2761}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1768,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2761}">Transportation costs.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1802,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2795}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1802,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2795}">Industrial production levels.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1836,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2829}">The region's advanced manufacturing capabilities and established consumer goods sector are expected to support stable market growth.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1873,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2866}">Europe Beta Pinene Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1911,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2904}">Europe continues to be a major consumer of aroma chemicals and specialty ingredients.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1945,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2938}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:1947,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:2940}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:1947,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:2940}">Beta Pinene Trend Price</strong><span bis_size="{&quot;x&quot;:196,&quot;y&quot;:1947,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:498,&quot;abs_y&quot;:2940}"> </span>in Europe may be influenced by:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1979,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2972}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1979,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2972}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1979,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2972}">Demand for natural fragrances.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2013,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3006}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2013,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3006}">Personal care industry growth.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2047,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3040}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2047,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3040}">Sustainability initiatives.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2081,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3074}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2081,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3074}">Environmental regulations.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2115,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3108}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2115,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3108}">Import and export activities.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2149,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3142}">European consumers increasingly prefer products formulated with naturally derived ingredients, creating favorable conditions for Beta Pinene demand.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2186,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3179}">Asia-Pacific Beta Pinene Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2223,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3216}">Asia-Pacific is expected to remain one of the fastest-growing markets for Beta Pinene due to expanding consumer goods industries and rising demand for fragrances and flavors.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2257,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3250}">Countries such as China, India, Japan, South Korea, and Southeast Asian nations continue to experience growth in:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2291,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3284}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2291,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3284}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2291,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3284}">Personal care manufacturing.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2325,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3318}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2325,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3318}">Food and beverage production.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2359,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3352}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2359,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3352}">Specialty chemicals.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2393,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3386}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2393,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3386}">Pharmaceutical manufacturing.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2427,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3420}">These developments are expected to support the<span bis_size="{&quot;x&quot;:312,&quot;y&quot;:2429,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:614,&quot;abs_y&quot;:3422}"> </span><strong bis_size="{&quot;x&quot;:316,&quot;y&quot;:2429,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:618,&quot;abs_y&quot;:3422}">Beta Pinene Trend Market</strong><span bis_size="{&quot;x&quot;:487,&quot;y&quot;:2429,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:789,&quot;abs_y&quot;:3422}"> </span>throughout 2026.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2465,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3458}">Track Real Time Prices Of <strong bis_size="{&quot;x&quot;:271,&quot;y&quot;:2460,&quot;w&quot;:138,&quot;h&quot;:30,&quot;abs_x&quot;:573,&quot;abs_y&quot;:3453}">Beta Pinene</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2503,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3496}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2505,&quot;w&quot;:553,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3498}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Beta%20Pinene" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2505,&quot;w&quot;:553,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3498}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Beta%20Pinene</a></strong></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2541,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3534}">Fragrance Industry Driving Market Growth</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2578,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3571}">The fragrance industry remains the primary driver of global Beta Pinene demand.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2612,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3605}">Beta Pinene is commonly utilized in:</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2649,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3642}">Perfumes</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2685,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3678}">Manufacturers use Beta Pinene derivatives to create complex fragrance profiles and enhance aromatic performance.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2721,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3714}">Personal Care Products</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2758,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3751}">The ingredient contributes to the formulation of shampoos, soaps, lotions, and deodorants.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2794,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3787}">Household Products</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2830,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3823}">Air fresheners, cleaning products, and scented household goods frequently utilize Beta Pinene-derived compounds.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2864,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3857}">The continued expansion of the global fragrance industry is expected to support demand and pricing stability.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2902,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3895}">Flavor Industry Applications</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2939,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3932}">The food and beverage industry represents another important market segment for Beta Pinene.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2973,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3966}">Applications include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3007,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4000}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3007,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4000}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3007,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4000}">Flavor intermediates.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3041,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4034}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3041,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4034}">Food additives.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3075,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4068}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3075,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4068}">Beverage formulations.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3109,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4102}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3109,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4102}">Specialty flavor compounds.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3143,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4136}">The growing consumer preference for natural ingredients continues to support demand from flavor manufacturers worldwide.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3181,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4174}">Adhesives and Resin Applications</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3218,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4211}">Beta Pinene serves as an important raw material in the production of resins and adhesive formulations.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3252,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4245}">These materials are used across numerous industries, including:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3286,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4279}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3286,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4279}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3286,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4279}">Packaging.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3320,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4313}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3320,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4313}">Construction.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3354,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4347}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3354,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4347}">Automotive manufacturing.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3388,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4381}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3388,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4381}">Industrial assembly.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3422,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4415}">As industrial production expands globally, demand for resin-based products continues to support the<span bis_size="{&quot;x&quot;:627,&quot;y&quot;:3424,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:929,&quot;abs_y&quot;:4417}"> </span><strong bis_size="{&quot;x&quot;:631,&quot;y&quot;:3424,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:933,&quot;abs_y&quot;:4417}">Beta Pinene Trend Market</strong>.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3459,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4452}">Pharmaceutical Industry Demand</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3497,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4490}">The pharmaceutical sector utilizes Beta Pinene as an intermediate in the synthesis of various specialty compounds and active ingredients.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3531,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4524}">Growing healthcare investments and pharmaceutical innovation continue to create opportunities for market expansion.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3568,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4561}">Consumer Trends Influencing the Beta Pinene Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3606,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4599}">Several evolving consumer trends are shaping the future of the market.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3642,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4635}">Preference for Natural Ingredients</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3679,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4672}">Consumers increasingly seek products formulated with naturally sourced ingredients, supporting demand for plant-derived compounds such as Beta Pinene.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3715,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4708}">Growth of Premium Personal Care Products</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3751,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4744}">The expansion of premium beauty and personal care segments continues to drive consumption of specialty aroma ingredients.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3788,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4781}">Sustainability Awareness</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3824,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4817}">Manufacturers are increasingly focusing on renewable raw materials and sustainable sourcing practices.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3860,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4853}">Expansion of Wellness Products</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3897,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4890}">The growing popularity of wellness-focused products supports demand for natural fragrances and botanical ingredients.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3931,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4924}">These trends are expected to positively influence the<span bis_size="{&quot;x&quot;:334,&quot;y&quot;:3933,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:636,&quot;abs_y&quot;:4926}"> </span><strong bis_size="{&quot;x&quot;:338,&quot;y&quot;:3933,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:640,&quot;abs_y&quot;:4926}">Beta Pinene Trend Market</strong><span bis_size="{&quot;x&quot;:509,&quot;y&quot;:3933,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:811,&quot;abs_y&quot;:4926}"> </span>during the forecast period.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3968,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4961}">Supply Chain Challenges Affecting Market Performance</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4006,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4999}">Despite favorable growth prospects, several challenges may affect the<span bis_size="{&quot;x&quot;:442,&quot;y&quot;:4008,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:744,&quot;abs_y&quot;:5001}"> </span><strong bis_size="{&quot;x&quot;:446,&quot;y&quot;:4008,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:748,&quot;abs_y&quot;:5001}">Beta Pinene Trend Market</strong>.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4042,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5035}">Feedstock Availability</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4078,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5071}">Variations in pine resin production and forestry output can impact raw material supply.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4115,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5108}">Logistics Constraints</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4151,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5144}">Transportation disruptions and freight cost increases may influence market pricing.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4187,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5180}">Regulatory Requirements</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4224,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5217}">Manufacturers must comply with environmental, safety, and product quality regulations.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4260,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5253}">Raw Material Price Volatility</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4297,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5290}">Fluctuations in feedstock costs can significantly affect production economics and pricing strategies.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4334,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5327}">Beta Pinene Price Forecast for 2026</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4371,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5364}">The overall<span bis_size="{&quot;x&quot;:77,&quot;y&quot;:4373,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:5366}"> </span><strong bis_size="{&quot;x&quot;:81,&quot;y&quot;:4373,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:5366}">Beta Pinene Price</strong><span bis_size="{&quot;x&quot;:199,&quot;y&quot;:4373,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:501,&quot;abs_y&quot;:5366}"> </span>forecast for 2026 suggests a stable to moderately firm market outlook supported by growing demand from fragrance, flavor, pharmaceutical, and specialty chemical industries.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4425,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5418}">Several factors are expected to support pricing levels:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4459,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5452}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4459,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5452}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4459,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5452}">Increasing demand for natural ingredients.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4493,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5486}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4493,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5486}">Growth in personal care products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4527,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5520}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4527,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5520}">Expanding flavor and fragrance industries.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4561,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5554}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4561,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5554}">Rising production and logistics costs.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4595,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5588}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4595,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5588}">Continued industrial applications.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4629,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5622}">At the same time, stable feedstock availability and efficient supply chain management could help moderate excessive price fluctuations.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4663,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5656}">Most market participants expect moderate movements in the<span bis_size="{&quot;x&quot;:383,&quot;y&quot;:4665,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:685,&quot;abs_y&quot;:5658}"> </span><strong bis_size="{&quot;x&quot;:386,&quot;y&quot;:4665,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:688,&quot;abs_y&quot;:5658}">Beta Pinene Trend Price</strong>, reflecting regional supply-demand balances and broader economic developments.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4701,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5694}">Future Opportunities in the Beta Pinene Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4738,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5731}">The long-term outlook for the<span bis_size="{&quot;x&quot;:187,&quot;y&quot;:4740,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:489,&quot;abs_y&quot;:5733}"> </span><strong bis_size="{&quot;x&quot;:191,&quot;y&quot;:4740,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:5733}">Beta Pinene Trend Market</strong><span bis_size="{&quot;x&quot;:362,&quot;y&quot;:4740,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:664,&quot;abs_y&quot;:5733}"> </span>remains favorable due to several emerging opportunities.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4775,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5768}">Natural Fragrance Expansion</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4811,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5804}">The increasing popularity of natural fragrance ingredients continues creating new growth opportunities.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4847,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5840}">Clean-Label Food Products</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4884,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5877}">Demand for naturally derived flavor ingredients is expected to support market expansion.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4920,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5913}">Sustainable Chemical Manufacturing</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4957,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5950}">Manufacturers increasingly prioritize renewable feedstocks and environmentally responsible production processes.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4993,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5986}">Emerging Market Growth</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5029,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6022}">Developing economies continue experiencing rising demand for personal care, food, and pharmaceutical products.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5066,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6059}">Product Innovation</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5102,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6095}">Ongoing research and development efforts may create additional applications for Beta Pinene and its derivatives.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5139,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6132}">Conclusion</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5177,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6170}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:5179,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:6172}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:5179,&quot;w&quot;:118,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:6172}">Beta Pinene Price</strong><span bis_size="{&quot;x&quot;:195,&quot;y&quot;:5179,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:497,&quot;abs_y&quot;:6172}"> </span>outlook for 2026 remains supported by strong demand from fragrance, flavor, pharmaceutical, resin, and specialty chemical industries. Factors such as feedstock availability, manufacturing costs, transportation expenses, and consumer preferences for natural ingredients will continue influencing market performance throughout the year.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5231,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6224}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:5233,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:6226}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:5233,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:6226}"><a href="https://www.chemanalyst.com/Pricing-data/beta-pinene-2485" bis_size="{&quot;x&quot;:36,&quot;y&quot;:5233,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:6226}">Beta Pinene Trend Price</a></strong> is expected to experience moderate fluctuations depending on supply-demand dynamics, raw material availability, and broader market conditions. Meanwhile, the<span bis_size="{&quot;x&quot;:27,&quot;y&quot;:5253,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:329,&quot;abs_y&quot;:6246}"> </span><strong bis_size="{&quot;x&quot;:31,&quot;y&quot;:5253,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:333,&quot;abs_y&quot;:6246}">Beta Pinene Trend Market</strong><span bis_size="{&quot;x&quot;:202,&quot;y&quot;:5253,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:504,&quot;abs_y&quot;:6246}"> </span>is projected to maintain steady growth due to expanding industrial applications, increasing demand for natural ingredients, and ongoing innovation across multiple end-use sectors.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5305,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6298}">As industries continue emphasizing sustainability, natural sourcing, and product performance, Beta Pinene is expected to remain a valuable specialty chemical ingredient, supporting long-term market growth and sustained pricing relevance in the global marketplace.</p>]]> </content:encoded>
</item>

<item>
<title>Luxury Entry Doors in Toronto with Premium Designs</title>
<link>https://news.bangboxonline.com/Luxury-Entry-Doors-in-Toronto</link>
<guid>https://news.bangboxonline.com/Luxury-Entry-Doors-in-Toronto</guid>
<description><![CDATA[ Add elegance to your property with luxury entry doors in Toronto. We offer premium fiberglass and wrought iron entry doors designed for beauty, durability, and enhanced security. Our luxury front doors feature modern styles, custom finishes, and professional installation services for upscale residential homes. ]]></description>
<enclosure url="" length="86781" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 16:48:50 +0500</pubDate>
<dc:creator>Jems Smith</dc:creator>
<media:keywords>Luxury Entry Doors in Toronto</media:keywords>
<content:encoded><![CDATA[<h2><span style="font-family: 'Georgia',serif;">Why Fiberglass Entry Doors Are a Smart Investment for Modern Homes<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Your front door is one of the first things visitors notice about your home. It plays a major role in creating curb appeal, enhancing security, and improving energy efficiency. As homeowners continue to seek durable and attractive entrance solutions, fiberglass doors have become one of the most popular choices across the Greater Toronto Area.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Unlike traditional wood doors that can warp, crack, or require frequent maintenance, fiberglass doors offer long-lasting performance while maintaining an elegant appearance. Whether you're building a new home or upgrading your current entrance, choosing high-quality fiberglass entry doors can provide significant benefits for years to come.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">The Growing Popularity of Fiberglass Doors<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Homeowners today want doors that combine beauty, durability, and functionality. This is one of the reasons why many property owners are choosing </span><a href="https://frontentrydoorstoronto.ca/fiberglass-doors/"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Exterior Fiberglass Doors in Toronto</span></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> for their homes.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Fiberglass doors are designed to withstand Canada's changing weather conditions, including extreme cold, heavy rain, humidity, and temperature fluctuations. Unlike wood, fiberglass does not absorb moisture, making it resistant to warping, rotting, and swelling.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">In addition to durability, fiberglass doors are available in a wide range of styles, colors, finishes, and decorative glass options. This allows homeowners to achieve the appearance of natural wood while enjoying the low-maintenance advantages of fiberglass.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Energy Efficiency Benefits<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">One of the most important factors homeowners consider when selecting an entry door is energy efficiency. Older doors often allow drafts and heat transfer, which can increase energy bills and reduce indoor comfort.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Modern </span><a href="https://frontentrydoorstoronto.ca/fiberglass-doors/"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Fiberglass doors in Toronto</span></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> are designed with advanced insulation materials that help maintain comfortable indoor temperatures throughout the year. Their insulated cores provide excellent thermal performance, helping homeowners reduce heating and cooling costs.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">A well-insulated fiberglass door can also help eliminate cold drafts during winter while keeping cool air inside during summer months. This creates a more comfortable living environment while improving overall energy efficiency.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Custom Manufacturing Makes a Difference<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Every home is unique, which is why many homeowners prefer custom-built entry doors rather than standard off-the-shelf options. Custom doors allow homeowners to choose specific dimensions, glass inserts, finishes, hardware, and design features that complement their property's architecture.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Working with a trusted </span><a href="https://frontentrydoorstoronto.ca/our-facility/"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Custom Door Manufacturer in Toronto</span></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> provides homeowners with access to high-quality craftsmanship and personalized design options. Custom manufacturing ensures that every door is built to meet exact specifications while maintaining exceptional durability and performance.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Custom doors also offer greater flexibility when renovating older homes or creating a distinctive entrance that enhances curb appeal. Homeowners can select from traditional, contemporary, modern, and transitional designs that perfectly match their style preferences.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Luxury Entry Doors Add Value and Elegance<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">For homeowners looking to make a strong first impression, luxury entry doors offer a perfect combination of sophistication and functionality. Premium doors can dramatically improve the appearance of a property while increasing its overall value.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Many homeowners invest in </span><a href="https://frontentrydoorstoronto.ca/wrought-iron/"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Luxury Entry Doors in Toronto</span></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> because they provide exceptional craftsmanship, decorative glass features, elegant finishes, and premium materials. Luxury entry doors create a stunning focal point that enhances the architectural beauty of a home.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">In addition to aesthetics, luxury doors often include advanced security features and superior construction that provide added peace of mind. They are designed to offer both visual appeal and long-term durability, making them a worthwhile investment for discerning homeowners.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Why Fiberglass Doors Outperform Traditional Materials<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">While wood and steel doors remain popular options, fiberglass doors offer several advantages that make them a preferred choice for many homeowners.<o:p></o:p></span></p>
<h3><span style="font-family: 'Georgia',serif;">Low Maintenance<o:p></o:p></span></h3>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Fiberglass doors require minimal upkeep compared to wood doors. They do not need regular sanding, staining, or repainting to maintain their appearance.<o:p></o:p></span></p>
<h3><span style="font-family: 'Georgia',serif;">Exceptional Durability<o:p></o:p></span></h3>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Fiberglass is highly resistant to dents, scratches, moisture damage, and weather-related wear. This makes it an ideal choice for Canadian climates.<o:p></o:p></span></p>
<h3><span style="font-family: 'Georgia',serif;">Enhanced Security<o:p></o:p></span></h3>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Modern fiberglass doors are built with strong materials and reinforced construction, helping improve home security.<o:p></o:p></span></p>
<h3><span style="font-family: 'Georgia',serif;">Attractive Design Options<o:p></o:p></span></h3>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Fiberglass doors are available in numerous styles and finishes, allowing homeowners to achieve the look of real wood without the associated maintenance requirements.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Front Entry Doors for Brampton Homeowners<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Homeowners in Brampton continue to invest in high-quality entrance solutions that improve curb appeal and energy efficiency. A professionally designed front entry door can significantly enhance the appearance of a property while providing lasting performance.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Many residents searching for premium </span><a href="https://frontentrydoorstoronto.ca/cities/front-entry-Doors-bramptontoronto-on"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; color: blue; mso-fareast-language: EN-IN;">Front Entry Doors in Brampton</span></a><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"> choose fiberglass options because of their durability, beauty, and low maintenance requirements. Fiberglass doors offer excellent value while complementing a wide variety of home styles throughout the region.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Whether upgrading an existing entryway or completing a new construction project, selecting a high-quality front door can make a substantial difference in both appearance and functionality.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Choosing the Right Entry Door<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">When selecting an entry door, homeowners should consider several important factors:<o:p></o:p></span></p>
<ul type="disc">
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Energy efficiency ratings<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Material durability<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Security features<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Design and style preferences<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Glass insert options<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Maintenance requirements<o:p></o:p></span></li>
<li class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Warranty coverage<o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Working with experienced door specialists can help homeowners identify the best solution for their needs while ensuring professional installation and long-term satisfaction.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;"><o:p> </o:p></span></p>
<h2><span style="font-family: 'Georgia',serif;">Final Thoughts<o:p></o:p></span></h2>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">A high-quality entry door is one of the best investments homeowners can make. It enhances curb appeal, improves security, increases energy efficiency, and adds long-term value to the property.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">Whether you're considering Exterior Fiberglass Doors in Toronto, exploring custom manufacturing options, investing in Luxury Entry Doors in Toronto, or searching for Front Entry Doors in Brampton, choosing a professionally crafted fiberglass door can provide years of beauty, performance, and reliability.<o:p></o:p></span></p>
<p class="MsoNormal" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; line-height: normal;"><span style="font-size: 12.0pt; font-family: 'Georgia',serif; mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman'; mso-fareast-language: EN-IN;">With modern designs, superior durability, and outstanding energy efficiency, fiberglass doors continue to be one of the most popular and practical choices for homeowners throughout the Greater Toronto Area.<o:p></o:p></span></p>]]> </content:encoded>
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<title>Mudanzas Granada: La Guía Definitiva para un Traslado Fácil, Seguro y Sin Estrés</title>
<link>https://news.bangboxonline.com/mudanzas-granada-la-guia-definitiva-para-un-traslado-facil-seguro-y-sin-estres</link>
<guid>https://news.bangboxonline.com/mudanzas-granada-la-guia-definitiva-para-un-traslado-facil-seguro-y-sin-estres</guid>
<description><![CDATA[ Mudanzas Granada: La Guía Definitiva para un Traslado Fácil, Seguro y Sin Estrés ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fe5ee3645e.jpg" length="387301" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 16:46:07 +0500</pubDate>
<dc:creator>Henry</dc:creator>
<media:keywords>mudanzas Granada</media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr"><span>¿Por qué elegir un servicio profesional de mudanzas en Granada?</span></h2>
<p dir="ltr"><span>Cambiar de vivienda o trasladar una empresa representa una de las experiencias más importantes en la vida de cualquier persona. Sin embargo, también puede convertirse en una fuente considerable de estrés cuando no se planifica adecuadamente. Por esta razón, cada vez más personas buscan servicios especializados de </span><a href="https://grupocarino.com/mudanzas/"><span>mudanzas Granada</span></a><span> que les permitan realizar el proceso de forma rápida, eficiente y segura.</span></p>
<p dir="ltr"><span>Granada es una ciudad única, caracterizada por sus barrios históricos, calles estrechas y zonas con acceso limitado para vehículos de gran tamaño. Estas particularidades hacen que una mudanza requiera experiencia, organización y recursos específicos. Contar con profesionales especializados no solo facilita el traslado, sino que también garantiza la protección de los bienes y la tranquilidad de los clientes.</span></p>
<h2 dir="ltr"><span>Las ventajas de contratar expertos en mudanzas Granada</span></h2>
<p dir="ltr"><span>Muchas personas consideran realizar una mudanza por cuenta propia para ahorrar dinero. Sin embargo, los riesgos asociados suelen superar los beneficios iniciales. Las empresas de </span><span>mudanzas Granada</span><span> ofrecen numerosas ventajas que convierten la inversión en una decisión inteligente.</span></p>
<h3 dir="ltr"><span>Ahorro de tiempo</span></h3>
<p dir="ltr"><span>Uno de los beneficios más destacados es el ahorro de tiempo. Los profesionales cuentan con la experiencia necesaria para embalar, desmontar, transportar y volver a montar muebles de manera eficiente. Lo que podría llevar varios días a una persona sin experiencia puede completarse en unas pocas horas por un equipo especializado.</span></p>
<h3 dir="ltr"><span>Mayor seguridad para tus pertenencias</span></h3>
<p dir="ltr"><span>Los objetos frágiles, electrodomésticos y muebles de gran tamaño requieren técnicas específicas de manipulación. Una empresa profesional dispone de materiales de embalaje adecuados y personal capacitado para minimizar cualquier riesgo de daño durante el transporte.</span></p>
<h3 dir="ltr"><span>Equipamiento especializado</span></h3>
<p dir="ltr"><span>Las mejores compañías de </span><span>mudanzas Granada</span><span> cuentan con vehículos adaptados, plataformas elevadoras, herramientas para desmontaje y sistemas de protección que permiten realizar traslados complejos con total seguridad.</span></p>
<h3 dir="ltr"><span>Reducción del estrés</span></h3>
<p dir="ltr"><span>Delegar las tareas más pesadas y complejas permite que los clientes se concentren en otros aspectos importantes del cambio de vivienda o de oficina, reduciendo significativamente la presión emocional asociada al proceso.</span></p>
<h2 dir="ltr"><span>Cómo planificar una mudanza exitosa en Granada</span></h2>
<p dir="ltr"><span>La planificación es el factor clave para garantizar una mudanza sin inconvenientes. Seguir algunos pasos básicos puede marcar una gran diferencia en el resultado final.</span></p>
<h3 dir="ltr"><span>Haz una lista de tareas</span></h3>
<p dir="ltr"><span>Antes de iniciar cualquier movimiento, es recomendable elaborar una lista detallada con todas las actividades pendientes. Esto ayuda a mantener el control del proceso y evita olvidos de última hora.</span></p>
<h3 dir="ltr"><span>Clasifica tus pertenencias</span></h3>
<p dir="ltr"><span>Una mudanza es la oportunidad perfecta para deshacerse de objetos que ya no son necesarios. Separar lo que se conservará, donará o reciclará reduce el volumen de la mudanza y facilita la organización en el nuevo hogar.</span></p>
<h3 dir="ltr"><span>Reserva con antelación</span></h3>
<p dir="ltr"><span>Las empresas de </span><span>mudanzas Granada</span><span> suelen experimentar una alta demanda durante determinadas épocas del año, especialmente en verano y a finales de mes. Reservar con suficiente anticipación permite acceder a mejores fechas y condiciones.</span></p>
<h3 dir="ltr"><span>Etiqueta todas las cajas</span></h3>
<p dir="ltr"><span>Identificar claramente el contenido de cada caja agiliza tanto la carga como el posterior desembalaje. Además, facilita la ubicación de objetos importantes una vez finalizado el traslado.</span></p>
<h2 dir="ltr"><span>Servicios más demandados en las mudanzas Granada</span></h2>
<p dir="ltr"><span>Las necesidades de cada cliente son diferentes. Por ello, las empresas especializadas ofrecen una amplia variedad de servicios adaptados a distintos tipos de mudanza.</span></p>
<h3 dir="ltr"><span>Mudanzas particulares</span></h3>
<p dir="ltr"><span>Son las más habituales y están dirigidas a personas o familias que cambian de vivienda dentro de Granada o hacia otras ciudades.</span></p>
<h3 dir="ltr"><span>Mudanzas de oficinas</span></h3>
<p dir="ltr"><span>Las empresas requieren traslados rápidos para minimizar interrupciones en su actividad. Este tipo de servicio suele incluir planificación logística, transporte de equipos informáticos y reorganización del mobiliario.</span></p>
<h3 dir="ltr"><span>Guardamuebles</span></h3>
<p dir="ltr"><span>En ocasiones, es necesario almacenar muebles y pertenencias durante un periodo determinado. Los servicios de guardamuebles ofrecen espacios seguros y vigilados para conservar los objetos en perfectas condiciones.</span></p>
<h3 dir="ltr"><span>Embalaje profesional</span></h3>
<p dir="ltr"><span>Muchas compañías ofrecen servicios completos de embalaje, utilizando materiales específicos para proteger objetos delicados, obras de arte, equipos electrónicos y mobiliario de valor.</span></p>
<h3 dir="ltr"><span>Mudanzas nacionales e internacionales</span></h3>
<p dir="ltr"><span>Además de los traslados locales, algunas empresas de </span><span>mudanzas Granada</span><span> gestionan mudanzas a cualquier punto de España e incluso a otros países, encargándose de toda la logística necesaria.</span></p>
<h2 dir="ltr"><span>Factores que influyen en el precio de una mudanza</span></h2>
<p dir="ltr"><span>Una de las preguntas más frecuentes entre quienes buscan servicios de </span><span>mudanzas Granada</span><span> es cuánto puede costar el traslado. La respuesta depende de varios factores.</span></p>
<h3 dir="ltr"><span>Volumen de objetos</span></h3>
<p dir="ltr"><span>Cuanto mayor sea la cantidad de muebles y cajas a transportar, mayor será el coste del servicio.</span></p>
<h3 dir="ltr"><span>Distancia del traslado</span></h3>
<p dir="ltr"><span>No es lo mismo realizar una mudanza dentro de Granada que trasladar pertenencias a otra provincia o comunidad autónoma.</span></p>
<h3 dir="ltr"><span>Accesibilidad</span></h3>
<p dir="ltr"><span>La presencia de ascensores, la amplitud de las calles o la necesidad de utilizar plataformas elevadoras pueden influir en el presupuesto final.</span></p>
<h3 dir="ltr"><span>Servicios adicionales</span></h3>
<p dir="ltr"><span>El embalaje profesional, el desmontaje y montaje de muebles o el almacenamiento temporal suelen representar costes adicionales que deben considerarse.</span></p>
<p dir="ltr"><span>Solicitar varios presupuestos y comparar servicios es una excelente estrategia para encontrar la opción más adecuada según las necesidades y el presupuesto disponible.</span></p>
<h2 dir="ltr"><span>Errores comunes que debes evitar durante una mudanza</span></h2>
<p dir="ltr"><span>Aunque cada traslado es diferente, existen ciertos errores que se repiten con frecuencia y pueden generar complicaciones innecesarias.</span></p>
<h3 dir="ltr"><span>Esperar hasta el último momento</span></h3>
<p dir="ltr"><span>La falta de planificación suele provocar olvidos, retrasos y situaciones de estrés que podrían evitarse fácilmente.</span></p>
<h3 dir="ltr"><span>No contratar profesionales cuando es necesario</span></h3>
<p dir="ltr"><span>Intentar trasladar objetos pesados o delicados sin experiencia puede ocasionar daños materiales e incluso lesiones personales.</span></p>
<h3 dir="ltr"><span>Utilizar materiales de embalaje inadecuados</span></h3>
<p dir="ltr"><span>Las cajas débiles o la falta de protección aumentan significativamente el riesgo de roturas durante el transporte.</span></p>
<h3 dir="ltr"><span>No revisar los seguros</span></h3>
<p dir="ltr"><span>Es importante verificar las coberturas ofrecidas por la empresa para garantizar la protección de los bienes en caso de imprevistos.</span></p>
<h2 dir="ltr"><span>El futuro de las mudanzas en Granada</span></h2>
<p dir="ltr"><span>El sector de las mudanzas continúa evolucionando gracias a la incorporación de nuevas tecnologías y soluciones logísticas. Actualmente, muchas empresas ofrecen presupuestos online, seguimiento en tiempo real y sistemas avanzados de gestión que mejoran la experiencia del cliente.</span></p>
<p dir="ltr"><span>Además, la creciente preocupación por la sostenibilidad está impulsando el uso de materiales reciclables, vehículos más eficientes y procesos que reducen el impacto ambiental de cada traslado. Esta tendencia no solo beneficia al medio ambiente, sino que también responde a las expectativas de consumidores cada vez más conscientes.</span></p>
<h2 dir="ltr"><span>Conclusión</span></h2>
<p dir="ltr"><span>Las </span><span>mudanzas Granada</span><span> han dejado de ser un simple servicio de transporte para convertirse en una solución integral que facilita uno de los cambios más importantes en la vida de las personas y las empresas. Elegir profesionales cualificados, planificar con anticipación y conocer las opciones disponibles puede marcar la diferencia entre una experiencia complicada y un traslado exitoso.</span></p>
<p dir="ltr"><span>A medida que Granada continúa creciendo y evolucionando, también lo harán los servicios de mudanza, incorporando nuevas tecnologías, mejores prácticas y soluciones más sostenibles. La verdadera pregunta es: ¿estamos preparados para aprovechar estas innovaciones y transformar nuestras futuras mudanzas en experiencias más eficientes, seguras y libres de estrés?</span></p>]]> </content:encoded>
</item>

<item>
<title>Azodicarbonamide Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook | ChemAnalyst</title>
<link>https://news.bangboxonline.com/Azodicarbonamide-Price</link>
<guid>https://news.bangboxonline.com/Azodicarbonamide-Price</guid>
<description><![CDATA[ Azodicarbonamide Price ]]></description>
<enclosure url="" length="387301" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 16:32:09 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Azodicarbonamide Price</media:keywords>
<content:encoded><![CDATA[<h1 bis_size="{&quot;x&quot;:8,&quot;y&quot;:18,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1060}"></h1>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:77,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1119}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:79,&quot;w&quot;:346,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1121}"><a href="https://www.chemanalyst.com/Pricing-data/azodicarbonamide-2436" bis_size="{&quot;x&quot;:8,&quot;y&quot;:79,&quot;w&quot;:346,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1121}">According to ChemAnalyst Azodicarbonamide Price</a></strong><span bis_size="{&quot;x&quot;:354,&quot;y&quot;:79,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:656,&quot;abs_y&quot;:1121}"> </span>trend in 2026 is expected to be influenced by raw material costs, industrial demand, manufacturing economics, environmental regulations, and global supply chain developments. Azodicarbonamide is a chemical blowing agent widely used in the plastics, rubber, synthetic leather, and polymer processing industries. Its ability to release gas during thermal decomposition makes it a critical additive for producing lightweight and expanded materials. As industrial manufacturing activity continues to expand across major economies, the<span bis_size="{&quot;x&quot;:141,&quot;y&quot;:139,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:443,&quot;abs_y&quot;:1181}"> </span><strong bis_size="{&quot;x&quot;:145,&quot;y&quot;:139,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:447,&quot;abs_y&quot;:1181}">Azodicarbonamide Price</strong><span bis_size="{&quot;x&quot;:309,&quot;y&quot;:139,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:611,&quot;abs_y&quot;:1181}"> </span>is expected to remain an important indicator for manufacturers, traders, procurement professionals, and downstream industries throughout 2026.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:194,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1236}">Overview of the Azodicarbonamide Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:232,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1274}">Azodicarbonamide is an organic chemical compound primarily utilized as a foaming or blowing agent in the production of plastics and rubber products. The compound decomposes upon heating and releases gases that create a cellular structure within polymers, resulting in lightweight and durable materials.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:286,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1328}">The material is commonly used in:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:320,&quot;w&quot;:1190,&quot;h&quot;:258,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1362}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:320,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1362}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:320,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1362}">PVC products</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:354,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1396}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:354,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1396}">Rubber components</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:388,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1430}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:388,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1430}">Synthetic leather</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:422,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1464}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:422,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1464}">Footwear manufacturing</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:456,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1498}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:456,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1498}">Packaging materials</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:490,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1532}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:490,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1532}">Automotive parts</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:524,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1566}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:524,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1566}">Construction products</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:558,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1600}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:558,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1600}">Industrial polymer applications</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:592,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1634}">The versatility of Azodicarbonamide has made it an essential ingredient across various manufacturing sectors, contributing to the growth of the global<span bis_size="{&quot;x&quot;:930,&quot;y&quot;:594,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1232,&quot;abs_y&quot;:1636}"> </span><strong bis_size="{&quot;x&quot;:934,&quot;y&quot;:594,&quot;w&quot;:216,&quot;h&quot;:16,&quot;abs_x&quot;:1236,&quot;abs_y&quot;:1636}">Azodicarbonamide Trend Market</strong>.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:629,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1671}">Global Azodicarbonamide Price Trend Analysis</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:667,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1709}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:669,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:1711}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:669,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1711}">Azodicarbonamide Trend Price</strong><span bis_size="{&quot;x&quot;:282,&quot;y&quot;:669,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:584,&quot;abs_y&quot;:1711}"> </span>has experienced fluctuations over recent years due to varying feedstock costs, industrial demand cycles, transportation expenses, and regulatory developments. Market participants have also faced challenges related to energy price volatility, supply chain disruptions, and changing production capacities.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:721,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1763}">In 2026, the<span bis_size="{&quot;x&quot;:81,&quot;y&quot;:723,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:1765}"> </span><strong bis_size="{&quot;x&quot;:85,&quot;y&quot;:723,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1765}">Azodicarbonamide Price</strong><span bis_size="{&quot;x&quot;:249,&quot;y&quot;:723,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:551,&quot;abs_y&quot;:1765}"> </span>is expected to remain influenced by both upstream and downstream market conditions. Demand from plastics, rubber, construction, and automotive industries is anticipated to support market stability, while manufacturing costs and raw material availability may contribute to moderate price fluctuations.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:778,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1820}">Key Factors Influencing Azodicarbonamide Price</h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:816,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1858}">Raw Material Availability</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:852,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1894}">Raw material availability remains one of the most important factors affecting the<span bis_size="{&quot;x&quot;:500,&quot;y&quot;:854,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:802,&quot;abs_y&quot;:1896}"> </span><strong bis_size="{&quot;x&quot;:504,&quot;y&quot;:854,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:806,&quot;abs_y&quot;:1896}">Azodicarbonamide Price</strong>. The production process relies on chemical intermediates and feedstocks that are sensitive to fluctuations in global chemical markets.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:906,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1948}">Any disruptions in feedstock supply, production outages, or transportation bottlenecks can increase manufacturing costs and impact market pricing.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:942,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1984}">Manufacturing Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:979,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2021}">The production of Azodicarbonamide involves chemical synthesis processes that require energy, specialized equipment, and strict quality control measures.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1013,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2055}">Rising costs associated with:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1047,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2089}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1047,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2089}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1047,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2089}">Electricity</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1081,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2123}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1081,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2123}">Fuel</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1115,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2157}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1115,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2157}">Labor</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1149,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2191}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1149,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2191}">Plant maintenance</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1183,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2225}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1183,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2225}">Regulatory compliance</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1217,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2259}">can directly influence the<span bis_size="{&quot;x&quot;:162,&quot;y&quot;:1219,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:464,&quot;abs_y&quot;:2261}"> </span><strong bis_size="{&quot;x&quot;:165,&quot;y&quot;:1219,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:467,&quot;abs_y&quot;:2261}">Azodicarbonamide Trend Price</strong><span bis_size="{&quot;x&quot;:371,&quot;y&quot;:1219,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:673,&quot;abs_y&quot;:2261}"> </span>throughout 2026.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1253,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2295}">Demand from Plastics Industry</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1289,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2331}">The plastics industry remains one of the largest consumers of Azodicarbonamide. The compound is extensively used in polymer processing to produce lightweight materials with enhanced insulation and performance characteristics.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1343,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2385}">Growth in packaging, consumer goods, construction materials, and industrial plastics continues to support demand within the<span bis_size="{&quot;x&quot;:779,&quot;y&quot;:1345,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1081,&quot;abs_y&quot;:2387}"> </span><strong bis_size="{&quot;x&quot;:783,&quot;y&quot;:1345,&quot;w&quot;:216,&quot;h&quot;:16,&quot;abs_x&quot;:1085,&quot;abs_y&quot;:2387}">Azodicarbonamide Trend Market</strong>.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1380,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2422}">Rubber and Footwear Manufacturing</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1416,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2458}">Azodicarbonamide is widely used in rubber products and footwear manufacturing due to its effective foaming properties.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1450,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2492}">Expanding consumer demand for footwear, sporting goods, and rubber-based products contributes significantly to overall market consumption and pricing trends.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1487,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2529}">Transportation and Logistics Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1523,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2565}">Global logistics costs continue to influence chemical markets worldwide. Freight rates, fuel prices, shipping availability, and warehousing expenses all contribute to the final delivered cost of Azodicarbonamide.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1577,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2619}">Transportation disruptions can create temporary supply shortages and impact regional pricing patterns.</p>
<h1 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1616,&quot;w&quot;:1190,&quot;h&quot;:22,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2658}">Track Real Time Prices Of <strong bis_size="{&quot;x&quot;:359,&quot;y&quot;:1606,&quot;w&quot;:282,&quot;h&quot;:40,&quot;abs_x&quot;:661,&quot;abs_y&quot;:2648}">Azodicarbonamide</strong></h1>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1656,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2698}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1658,&quot;w&quot;:574,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2700}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Azodicarbonamide" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1658,&quot;w&quot;:574,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2700}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Azodicarbonamide</a></strong></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1694,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2736}">North America Azodicarbonamide Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1731,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2773}">North America remains an important market for Azodicarbonamide due to its advanced manufacturing sector and strong demand from plastics and construction industries.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1765,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2807}">Several factors are expected to influence the<span bis_size="{&quot;x&quot;:285,&quot;y&quot;:1767,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:587,&quot;abs_y&quot;:2809}"> </span><strong bis_size="{&quot;x&quot;:288,&quot;y&quot;:1767,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:2809}">Azodicarbonamide Price</strong><span bis_size="{&quot;x&quot;:452,&quot;y&quot;:1767,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:754,&quot;abs_y&quot;:2809}"> </span>in the region during 2026:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1799,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2841}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1799,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2841}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1799,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2841}">Industrial production growth.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1833,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2875}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1833,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2875}">Plastics manufacturing activity.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1867,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2909}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1867,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2909}">Construction sector demand.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1901,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2943}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1901,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2943}">Automotive industry requirements.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1935,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2977}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1935,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2977}">Transportation costs.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1969,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3011}">The region's ongoing investments in manufacturing and infrastructure are expected to support stable demand and market growth.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2007,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3049}">Europe Azodicarbonamide Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2044,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3086}">Europe continues to represent a significant market for specialty chemicals and polymer additives.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2078,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3120}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:2080,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:3122}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:2080,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:3122}">Azodicarbonamide Trend Price</strong><span bis_size="{&quot;x&quot;:241,&quot;y&quot;:2080,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:543,&quot;abs_y&quot;:3122}"> </span>in Europe may be influenced by:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2112,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3154}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2112,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3154}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2112,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3154}">Industrial manufacturing activity.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2146,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3188}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2146,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3188}">Environmental regulations.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2180,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3222}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2180,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3222}">Construction sector performance.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2214,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3256}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2214,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3256}">Automotive production.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2248,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3290}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2248,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3290}">Energy costs.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2282,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3324}">Manufacturers operating within the region continue to focus on production efficiency and compliance with evolving regulatory standards.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2320,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3362}">Asia-Pacific Azodicarbonamide Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2357,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3399}">Asia-Pacific is expected to remain the largest and fastest-growing market for Azodicarbonamide due to its extensive manufacturing base and expanding industrial activities.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2391,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3433}">Countries such as China, India, Japan, South Korea, and Southeast Asian nations continue to play critical roles in global production and consumption.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2425,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3467}">Key factors affecting the<span bis_size="{&quot;x&quot;:157,&quot;y&quot;:2427,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:459,&quot;abs_y&quot;:3469}"> </span><strong bis_size="{&quot;x&quot;:161,&quot;y&quot;:2427,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:463,&quot;abs_y&quot;:3469}">Azodicarbonamide Price</strong><span bis_size="{&quot;x&quot;:325,&quot;y&quot;:2427,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:627,&quot;abs_y&quot;:3469}"> </span>in Asia-Pacific include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2459,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3501}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2459,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3501}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2459,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3501}">Manufacturing capacity expansion.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2493,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3535}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2493,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3535}">Raw material availability.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2527,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3569}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2527,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3569}">Export demand.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2561,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3603}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2561,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3603}">Industrial growth.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2595,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3637}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2595,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3637}">Infrastructure development.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2629,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3671}">The region's strong industrial ecosystem and growing domestic consumption are expected to support market expansion throughout 2026.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2666,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3708}">Plastics Industry Driving Market Growth</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2704,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3746}">The plastics industry remains the primary driver of the<span bis_size="{&quot;x&quot;:341,&quot;y&quot;:2706,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:643,&quot;abs_y&quot;:3748}"> </span><strong bis_size="{&quot;x&quot;:344,&quot;y&quot;:2706,&quot;w&quot;:216,&quot;h&quot;:16,&quot;abs_x&quot;:646,&quot;abs_y&quot;:3748}">Azodicarbonamide Trend Market</strong>.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2738,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3780}">Azodicarbonamide is commonly used in the production of:</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2774,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3816}">Expanded PVC Products</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2811,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3853}">Manufacturers use the compound to create lightweight and durable PVC materials for various industrial applications.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2847,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3889}">Packaging Materials</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2883,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3925}">The need for lightweight packaging solutions continues to support demand for foamed plastic products.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2920,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3962}">Consumer Goods</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2956,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3998}">Many consumer products incorporate foamed polymers to improve performance and reduce material consumption.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2992,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4034}">Insulation Products</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3029,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4071}">Construction and industrial insulation materials frequently utilize Azodicarbonamide-based foaming technologies.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3063,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4105}">The continued growth of the plastics sector is expected to provide strong support for market demand.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3100,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4142}">Construction Industry Applications</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3138,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4180}">The construction industry represents another important demand segment for Azodicarbonamide.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3172,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4214}">Applications include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3206,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4248}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3206,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4248}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3206,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4248}">Insulation materials.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3240,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4282}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3240,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4282}">Flooring products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3274,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4316}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3274,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4316}">Wall panels.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3308,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4350}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3308,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4350}">Roofing components.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3342,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4384}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3342,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4384}">Structural materials.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3376,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4418}">As infrastructure development and urbanization continue worldwide, demand for lightweight construction materials is expected to increase.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3410,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4452}">This trend will continue supporting the<span bis_size="{&quot;x&quot;:243,&quot;y&quot;:3412,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:545,&quot;abs_y&quot;:4454}"> </span><strong bis_size="{&quot;x&quot;:246,&quot;y&quot;:3412,&quot;w&quot;:216,&quot;h&quot;:16,&quot;abs_x&quot;:548,&quot;abs_y&quot;:4454}">Azodicarbonamide Trend Market</strong><span bis_size="{&quot;x&quot;:463,&quot;y&quot;:3412,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:765,&quot;abs_y&quot;:4454}"> </span>during 2026.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3447,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4489}">Automotive Industry Demand</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3484,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4526}">Automotive manufacturers increasingly seek lightweight materials to improve fuel efficiency and support vehicle performance.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3518,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4560}">Azodicarbonamide is utilized in:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3552,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4594}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3552,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4594}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3552,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4594}">Interior components.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3586,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4628}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3586,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4628}">Insulation materials.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3620,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4662}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3620,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4662}">Rubber parts.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3654,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4696}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3654,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4696}">Lightweight polymer products.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3688,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4730}">The continued growth of electric vehicles and advanced transportation technologies may create additional opportunities for market expansion.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3726,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4768}">Footwear and Synthetic Leather Applications</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3763,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4805}">The footwear industry remains a significant consumer of Azodicarbonamide due to its ability to produce lightweight and comfortable materials.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3797,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4839}">Applications include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3831,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4873}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3831,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4873}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3831,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4873}">Shoe soles.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3865,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4907}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3865,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4907}">Sports footwear.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3899,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4941}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3899,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4941}">Synthetic leather products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3933,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4975}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3933,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4975}">Athletic equipment.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3967,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5009}">Growing global demand for footwear and lifestyle products continues to support market consumption.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4005,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5047}">Supply Chain Challenges Affecting the Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4042,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5084}">Despite favorable demand fundamentals, several challenges may impact the<span bis_size="{&quot;x&quot;:481,&quot;y&quot;:4044,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:783,&quot;abs_y&quot;:5086}"> </span><strong bis_size="{&quot;x&quot;:485,&quot;y&quot;:4044,&quot;w&quot;:216,&quot;h&quot;:16,&quot;abs_x&quot;:787,&quot;abs_y&quot;:5086}">Azodicarbonamide Trend Market</strong><span bis_size="{&quot;x&quot;:702,&quot;y&quot;:4044,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1004,&quot;abs_y&quot;:5086}"> </span>during 2026.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4079,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5121}">Feedstock Price Volatility</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4115,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5157}">Fluctuations in chemical feedstock prices can influence production costs and pricing strategies.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4151,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5193}">Energy Cost Increases</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4188,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5230}">Chemical manufacturing operations remain sensitive to rising energy prices.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4224,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5266}">Transportation Constraints</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4260,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5302}">Logistics disruptions can affect product availability and procurement planning.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4297,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5339}">Regulatory Compliance</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4333,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5375}">Manufacturers must comply with environmental, safety, and quality standards, which may increase operational costs.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4371,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5413}">Environmental and Regulatory Considerations</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4408,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5450}">Environmental regulations continue to play an important role in shaping chemical markets worldwide.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4442,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5484}">Producers must maintain compliance with various:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4476,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5518}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4476,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5518}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4476,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5518}">Environmental standards.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4510,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5552}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4510,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5552}">Occupational safety requirements.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4544,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5586}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4544,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5586}">Product quality specifications.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4578,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5620}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4578,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5620}">Industrial regulations.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4612,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5654}">Changes in regulatory frameworks may influence production practices and market economics, affecting the overall<span bis_size="{&quot;x&quot;:714,&quot;y&quot;:4614,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1016,&quot;abs_y&quot;:5656}"> </span><strong bis_size="{&quot;x&quot;:718,&quot;y&quot;:4614,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:1020,&quot;abs_y&quot;:5656}">Azodicarbonamide Price</strong><span bis_size="{&quot;x&quot;:881,&quot;y&quot;:4614,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1183,&quot;abs_y&quot;:5656}"> </span>outlook.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4649,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5691}">Azodicarbonamide Price Forecast for 2026</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4687,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5729}">The overall<span bis_size="{&quot;x&quot;:77,&quot;y&quot;:4689,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:5731}"> </span><strong bis_size="{&quot;x&quot;:81,&quot;y&quot;:4689,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:5731}">Azodicarbonamide Price</strong><span bis_size="{&quot;x&quot;:244,&quot;y&quot;:4689,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:546,&quot;abs_y&quot;:5731}"> </span>forecast for 2026 suggests a stable to moderately firm market environment supported by industrial demand and manufacturing activity.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4721,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5763}">Several factors are expected to support pricing levels:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4755,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5797}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4755,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5797}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4755,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5797}">Growth in plastics production.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4789,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5831}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4789,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5831}">Expanding construction activity.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4823,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5865}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4823,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5865}">Rising automotive demand.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4857,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5899}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4857,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5899}">Infrastructure investments.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4891,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5933}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4891,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5933}">Increasing manufacturing costs.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4925,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5967}">At the same time, adequate production capacity and efficient supply chain management may help prevent excessive price volatility.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4959,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6001}">Most market participants anticipate moderate fluctuations in the<span bis_size="{&quot;x&quot;:400,&quot;y&quot;:4961,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:702,&quot;abs_y&quot;:6003}"> </span><strong bis_size="{&quot;x&quot;:404,&quot;y&quot;:4961,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:706,&quot;abs_y&quot;:6003}">Azodicarbonamide Trend Price</strong>, reflecting regional supply-demand balances and broader economic conditions.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4996,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6038}">Future Opportunities in the Azodicarbonamide Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5034,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6076}">The long-term outlook for the<span bis_size="{&quot;x&quot;:187,&quot;y&quot;:5036,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:489,&quot;abs_y&quot;:6078}"> </span><strong bis_size="{&quot;x&quot;:191,&quot;y&quot;:5036,&quot;w&quot;:216,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:6078}">Azodicarbonamide Trend Market</strong><span bis_size="{&quot;x&quot;:407,&quot;y&quot;:5036,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:709,&quot;abs_y&quot;:6078}"> </span>remains positive due to several emerging growth opportunities.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5070,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6112}">Infrastructure Expansion</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5106,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6148}">Global investments in infrastructure continue creating demand for construction materials and polymer products.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5143,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6185}">Lightweight Material Adoption</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5179,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6221}">Industries increasingly seek lightweight materials to improve efficiency and sustainability.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5216,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6258}">Manufacturing Growth in Emerging Markets</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5252,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6294}">Developing economies continue expanding industrial production and consumption capacities.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5288,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6330}">Automotive Innovation</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5325,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6367}">Advanced vehicle technologies require high-performance lightweight materials.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5361,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6403}">Packaging Industry Development</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5397,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6439}">The growing need for efficient packaging solutions supports demand for foamed plastic products.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:5435,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6477}">Conclusion</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5472,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6514}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:5474,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:6516}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:5474,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:6516}">Azodicarbonamide Price</strong><span bis_size="{&quot;x&quot;:240,&quot;y&quot;:5474,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:542,&quot;abs_y&quot;:6516}"> </span>outlook for 2026 remains supported by strong demand from plastics, rubber, construction, automotive, and footwear industries. Factors such as raw material availability, manufacturing costs, transportation expenses, and industrial activity will continue influencing market performance throughout the year.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5526,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6568}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:5528,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:6570}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:5528,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:6570}"><a href="https://www.chemanalyst.com/Pricing-data/azodicarbonamide-2436" bis_size="{&quot;x&quot;:36,&quot;y&quot;:5528,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:6570}">Azodicarbonamide Trend Price</a></strong> is expected to witness moderate fluctuations depending on feedstock costs, supply-demand balances, and broader economic developments. Meanwhile, the<span bis_size="{&quot;x&quot;:27,&quot;y&quot;:5548,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:329,&quot;abs_y&quot;:6590}"> </span><strong bis_size="{&quot;x&quot;:31,&quot;y&quot;:5548,&quot;w&quot;:216,&quot;h&quot;:16,&quot;abs_x&quot;:333,&quot;abs_y&quot;:6590}">Azodicarbonamide Trend Market</strong><span bis_size="{&quot;x&quot;:247,&quot;y&quot;:5548,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:549,&quot;abs_y&quot;:6590}"> </span>is projected to maintain steady growth due to expanding industrial production, infrastructure investments, and increasing demand for lightweight polymer materials.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5600,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:6642}">As manufacturers continue pursuing efficiency, innovation, and product performance improvements, Azodicarbonamide is expected to remain a valuable industrial additive, supporting long-term market expansion and sustained relevance across global manufacturing industries.</p>]]> </content:encoded>
</item>

<item>
<title>Concession Manufacturers Helping Businesses Serve Customers Anywhere</title>
<link>https://news.bangboxonline.com/concession-manufacturers-helping-businesses-serve-customers-anywhere-71147</link>
<guid>https://news.bangboxonline.com/concession-manufacturers-helping-businesses-serve-customers-anywhere-71147</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fe1dc0937c.jpg" length="57201" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 16:28:43 +0500</pubDate>
<dc:creator>uklalyrics</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The food service industry has evolved significantly over the years, and mobile food businesses are becoming more popular than ever. Entrepreneurs are looking for flexible and cost-effective ways to reach customers without the expenses associated with traditional restaurants. This growing demand has increased the importance of </span><strong><a href="https://stcroixtrailers.com/">concession trailer manufacturers</a></strong><span> who design and build high-quality mobile units for a variety of businesses.</span></p>
<p dir="ltr"><span>Whether serving food at festivals, sporting events, fairs, or private gatherings, concession trailers provide an efficient and profitable solution. The right manufacturer can create a customized trailer that meets operational needs while ensuring compliance with industry regulations.</span></p>
<h2 dir="ltr"><span>The Rise of Concession Trailers</span></h2>
<p dir="ltr"><span>Food trucks keep drawing new owners since starting one takes less money compared to brick-and-mortar spots. Moving around lets them skip steady crowds by showing up where people gather - festivals, markets, busy streets. Year-round shifts in location mean fresh groups of customers every week. Flexibility beats being stuck in one spot when chasing demand.</span></p>
<h3 dir="ltr"><span>Concession trailers are commonly used for:</span></h3>
<h4 dir="ltr"><span>Fast food services</span></h4>
<h4 dir="ltr"><span>Coffee and beverage businesses</span></h4>
<h4 dir="ltr"><span>Ice cream vendors</span></h4>
<h4 dir="ltr"><span>BBQ operations</span></h4>
<h4 dir="ltr"><span>Catering companies</span></h4>
<h4 dir="ltr"><span>Specialty food concepts</span></h4>
<h4 dir="ltr"><span>Seasonal event vendors</span></h4>
<p dir="ltr"><span>When more people want concessions, makers of trailers step up. Their sturdy designs help businesses run without hiccups. These mobile setups work hard where they’re needed most. Tough builds mean fewer breakdowns on busy days. Efficiency shows in how smoothly operations unfold. Performance matters just as much as reliability out there. What results is less downtime, more service. Each unit shaped by real world needs. Long hours test every part, yet function stays strong. Success often ties back to smart construction choices.</span></p>
<h2 dir="ltr"><span>Concession Trailer Makers Build Mobile Food Units</span></h2>
<p dir="ltr"><span>Out back, a welded frame takes shape under skilled hands. Inside, refrigeration hums beside countertops built for speed. Roll-up windows open to serve crowds wherever they gather. Equipment fits tight, chosen for durability above all else.</span></p>
<p dir="ltr"><span>Business owners team up with makers to shape designs that fit their needs. Trailers get built different ways, based on what kind of work they’re for</span></p>
<h3 dir="ltr"><span>Commercial cooking equipment</span></h3>
<h3 dir="ltr"><span>Refrigeration systems</span></h3>
<h3 dir="ltr"><span>Ventilation and exhaust hoods</span></h3>
<h3 dir="ltr"><span>Freshwater and wastewater tanks</span></h3>
<h3 dir="ltr"><span>Electrical systems</span></h3>
<h3 dir="ltr"><span>Serving windows</span></h3>
<h3 dir="ltr"><span>Storage compartments</span></h3>
<h3 dir="ltr"><span>Workstations and preparation areas</span></h3>
<p dir="ltr"><span>Folks who build these things right check each part fits just so, making sure it lines up with regional rules for safety and well-being. Not a single piece goes unchecked.</span></p>
<h2 dir="ltr"><span>Working With Experienced Manufacturers</span></h2>
<p dir="ltr"><span>Out of all options, going with a builder who knows the work brings real benefits. Built right, these trailers keep running without surprise issues. Efficiency on site? That comes from smart construction choices made early. Folks stopping by notice how smooth everything feels. Years roll by, yet the unit still holds up.</span></p>
<h3 dir="ltr"><span>Customized Design Solutions</span></h3>
<p dir="ltr"><span>A food operation never looks quite like another. When makers know their craft, space gets used smarter, movement flows better. With smart design, staff keep pace even when orders pile up.</span></p>
<h3 dir="ltr"><span>Compliance with Regulations</span></h3>
<p dir="ltr"><span>Running a food business means following strict rules about cleanliness, safety, and daily operations. Since experienced builders know what's needed, they shape each trailer around those needs - so problems later stay low.</span></p>
<h3 dir="ltr"><span>High-Quality Construction</span></h3>
<p dir="ltr"><span>What holds this trailer together is solid build quality, made to handle regular trips without wearing down fast. Built tough, it skips the need for constant fixes while stretching how long your money lasts.</span></p>
<h3 dir="ltr"><span>Better Equipment Integration</span></h3>
<p dir="ltr"><span>Out here, makers fit stoves, fridges, basins, besides cabinets into spots that keep work smooth. Slipping things in right boosts how fast jobs get done, keeps folks out of harm's way.</span></p>
<h2 dir="ltr"><span>What to Notice in a Concession Trailer</span></h2>
<p dir="ltr"><span>Business owners might want to think about what their work needs before picking a trailer. Each feature could change how smoothly things run on busy days. Some details matter more when hauling heavy loads week after week. The right setup often depends on daily tasks, not just big plans. Matching equipment to real routines helps avoid surprises later. What works for one team may slow another down without warning.</span></p>
<h3 dir="ltr"><span>Adequate Kitchen Space</span></h3>
<p dir="ltr"><span>Inside, there’s space to chop, heat meals, stash supplies, and walk around without bumping into things. When the setup works well, fewer people get in each other's way while getting dinner ready.</span></p>
<h3 dir="ltr"><span>Reliable Electrical Systems</span></h3>
<p dir="ltr"><span>Without steady electricity, fridges stop working. Lights go out when power fails. Cooking tools need constant flow to operate properly. Cash registers rely on it just as much. When wiring holds up, meals keep moving. Service continues without pause if the system stays strong.</span></p>
<h3 dir="ltr"><span>Proper Ventilation</span></h3>
<p dir="ltr"><span>Heat, smoke, and smells come out when food is cooked. Because of good airflow, the kitchen stays cool and clean. A space that breathes well keeps workers feeling steady during long shifts.</span></p>
<h3 dir="ltr"><span>Durable Flooring and Walls</span></h3>
<p dir="ltr"><span>Smooth finishes simplify scrubbing while holding up against constant use. Built tough, they shrug off dings and scrapes that come with busy shifts.</span></p>
<h3 dir="ltr"><span>Sufficient Storage Capacity</span></h3>
<p dir="ltr"><span>Inside any kitchen, room for food items, tools, containers, or gear matters a lot. When storage fits how people work, everything flows better.</span></p>
<h2 dir="ltr"><span>Customization Options Available</span></h2>
<p dir="ltr"><span>Modern concession trailer manufacturers offer extensive customization options to meet specific business goals.</span></p>
<h3 dir="ltr"><span>Popular customization features include:</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<h4 dir="ltr" role="presentation"><span>Multiple serving windows</span></h4>
</li>
<li dir="ltr" aria-level="1">
<h4 dir="ltr" role="presentation"><span>Custom exterior graphics</span></h4>
</li>
<li dir="ltr" aria-level="1">
<h4 dir="ltr" role="presentation"><span>Additional refrigeration units</span></h4>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><a href="https://stcroixtrailers.com/custom-food-trailers/"><span>custom food trucks</span></a></p>
</li>
<li dir="ltr" aria-level="1">
<h4 dir="ltr" role="presentation"><span>Specialty cooking equipment</span></h4>
</li>
<li dir="ltr" aria-level="1">
<h4 dir="ltr" role="presentation"><span>Generator installations</span></h4>
</li>
<li dir="ltr" aria-level="1">
<h4 dir="ltr" role="presentation"><span>LED lighting systems</span></h4>
</li>
<li dir="ltr" aria-level="1">
<h4 dir="ltr" role="presentation"><span>Expanded storage solutions</span></h4>
</li>
<li dir="ltr" aria-level="1">
<h4 dir="ltr" role="presentation"><span>Climate control systems</span></h4>
</li>
</ul>
<p dir="ltr"><span>A trailer shaped by real-world demands, built to reflect how a company truly operates. What fits the workflow also echoes the name behind it.</span></p>
<h2 dir="ltr"><span>Quality Importance in Mobile Food Service</span></h2>
<p dir="ltr"><span>A rolling snack stand isn’t merely a box on wheels - it’s a job that moves. When built wrong, parts break faster, fixes pile up, time stops earning money.</span></p>
<h3 dir="ltr"><span>Investing in a quality trailer helps ensure:</span></h3>
<h4 dir="ltr"><span>Consistent performance</span></h4>
<h4 dir="ltr"><span>Enhanced food safety</span></h4>
<h4 dir="ltr"><span>Reduced repair expenses</span></h4>
<h4 dir="ltr"><span>Improved customer satisfaction</span></h4>
<h4 dir="ltr"><span>Greater operational efficiency</span></h4>
<h4 dir="ltr"><span>Longer service life</span></h4>
<p dir="ltr"><span>Fewer hiccups pop up when business leaders put care into craftsmanship - results tend to last longer that way. A solid build today means gains down the road.</span></p>
<h2 dir="ltr"><span>Other Industries Besides Food Service</span></h2>
<p dir="ltr"><span>Folks who sell snacks might dominate the scene, yet these mobile units pop up across plenty of different fields too.</span></p>
<h3 dir="ltr"><span>Examples include:</span></h3>
<h4 dir="ltr"><span>Retail merchandise sales</span></h4>
<h4 dir="ltr"><span>Promotional marketing campaigns</span></h4>
<h4 dir="ltr"><span>Mobile offices</span></h4>
<h4 dir="ltr"><span>Information centers</span></h4>
<h4 dir="ltr"><span>Ticket sales operations</span></h4>
<h4 dir="ltr"><span>Beverage services</span></h4>
<h4 dir="ltr"><span>Specialty product demonstrations</span></h4>
<p dir="ltr"><span>Far from just serving snacks, these mobile units fit into many roles. Their ability to shift function keeps them useful almost anywhere.</span></p>
<h2 dir="ltr"><span>What to Think About When Picking a Maker</span></h2>
<p dir="ltr"><span>Picking a solid maker for your food trailer means taking time to look closely. Before deciding, shop operators need to weigh different key points.</span></p>
<h3 dir="ltr"><span>Experience and Reputation</span></h3>
<p dir="ltr"><span>Folks who’ve built things a long time usually know their way around better materials, plus they tend to stand behind what they make. Their help when something goes wrong? More likely to actually help.</span></p>
<h3 dir="ltr"><span>Customization Capabilities</span></h3>
<p dir="ltr"><span>What makes the trailer fit just right? A mix of adjustable setups and tailored functions lines up perfectly with how it will actually be used.</span></p>
<h3 dir="ltr"><span>Build Quality</span></h3>
<p dir="ltr"><span>Looking back at older builds gives clues about how seriously a maker takes their craft. What they used before often shows what they value now.</span></p>
<h3 dir="ltr"><span>Customer Support</span></h3>
<p dir="ltr"><span>Fixes and help over time matter when machines need care or stop working right. Support keeps things running after the sale.</span></p>
<h3 dir="ltr"><span>Production Timeline</span></h3>
<p dir="ltr"><span>When companies grasp how production timelines work, they can set clearer start points plus align daily targets with greater precision. Each step unfolds smoother once the schedule makes sense.</span></p>
<h2 dir="ltr"><span>The Future Of Concession Trailers In Making</span></h2>
<p dir="ltr"><span>Out front, mobile vendors keep expanding their reach. Right behind them, makers of food trailers adopt fresh ideas. Efficiency climbs when smart upgrades arrive. Green materials slip into builds, helping the planet. Folks who buy lunch notice smoother service. Tech tweaks quietly lift how things run each day.</span></p>
<h3 dir="ltr"><span>Emerging trends include:</span></h3>
<h4 dir="ltr"><span>Energy-efficient equipment</span></h4>
<h4 dir="ltr"><span>Solar power integration</span></h4>
<h4 dir="ltr"><span>Smart monitoring systems</span></h4>
<h4 dir="ltr"><span>Advanced kitchen layouts</span></h4>
<h4 dir="ltr"><span>Eco-friendly construction materials</span></h4>
<h4 dir="ltr"><span>Enhanced food safety technologies</span></h4>
<p dir="ltr"><span>Faster tools now let companies keep up with what people want. Still, doing things quicker doesn’t always mean better results. Each change brings new challenges along with speed.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Out here, where food trucks hit the road, builders of concession trailers make it possible. Not just putting metal together - shaping rolling workspaces that fit exactly what a business needs. Because every detail gets sorted early, new owners skip the headaches later on. Wherever crowds gather - a festival, a parking lot, even remote spots - these trailers show up ready. Crafted for motion, built to sell. From first sketch to pavement pounding, they’re made to move.</span></p>
<p dir="ltr"><span>One wrong move in construction could undo months of planning. A trusted builder brings steady results without surprise delays. Quality materials stand up to weather, wear, time. When inspections happen, solid work means fewer worries. Long seasons on the road need tough frames, reliable systems. Growth often follows when equipment matches ambition. Customers notice clean setups, smooth service. Even as streets fill with food options, strong design helps brands stay visible. Durable units keep working through busy weekends, city events, changing zones. The right trailer does more than roll - it holds value, supports vision, lasts.</span></p>
<h2 dir="ltr"><span>FAQs</span></h2>
<h3 dir="ltr"><span>1. What is a concession trailer?</span></h3>
<p dir="ltr"><span>Out on the move, a concession trailer serves up snacks, drinks, goods, or help wherever it parks. Built to travel, it shows up where people gather - festivals, games, busy streets. Instead of staying put, it rolls to meet crowds in different spots every time. From coffee to caps, repairs to tacos, what’s inside shifts with need and place.</span></p>
<h3 dir="ltr"><span>2. How long does it take to build a custom concession trailer?</span></h3>
<p dir="ltr"><span>Some builds wrap up fast, though tricky designs tend to stretch things out. A shop swamped with orders will pause your project longer than expected. Custom touches eat extra days - maybe even weeks off schedule. Many trailers roll ready between one month and ninety days later.</span></p>
<h3 dir="ltr"><span>3. Can concession trailers be customized for specific businesses?</span></h3>
<p dir="ltr"><span>Of course, many makers of concession trailers let buyers choose their own setup - pick appliances, decide on space flow, add logos, sort out how things get stored, even tweak serving details. Some start with function, others begin by color or logo, each order shifts what comes next.</span></p>]]> </content:encoded>
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<title>Touring Bicycle Equipment: Transform Every Ride Into an Unforgettable Adventure</title>
<link>https://news.bangboxonline.com/touring-bicycle-equipment-transform-every-ride-into-an-unforgettable-adventure</link>
<guid>https://news.bangboxonline.com/touring-bicycle-equipment-transform-every-ride-into-an-unforgettable-adventure</guid>
<description><![CDATA[ Shop touring bicycle equipment at Carson City Bike Shop for reliable long-distance cycling gear. Find durable parts and accessories designed for comfort, stability, and durability. Perfect for bike touring, commuting, and adventure cycling on all types of trails. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fe18554db8.jpg" length="20612" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 16:27:11 +0500</pubDate>
<dc:creator>Conceptelectricbikes</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Cycling enthusiasts everywhere are discovering that ordinary rides are no longer enough. The desire to travel farther, explore hidden landscapes, and enjoy complete freedom has sparked an incredible demand for premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/collections/touring"><b>Touring bicycle equipment</b></a></span></strong>. Every serious rider knows that the right gear can mean the difference between a tiring trip and the adventure of a lifetime.<o:p></o:p></p>
<p class="MsoNormal">Now is the perfect time to upgrade your cycling experience and prepare for journeys that create lasting memories. Every mile becomes more exciting when you have dependable equipment designed to perform under every condition.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Quality Gear Changes Everything<o:p></o:p></b></p>
<p class="MsoNormal">Long-distance cycling requires more than determination. Riders need dependable accessories, comfortable setups, and durable components that can withstand countless hours on the road. Poor-quality gear can quickly turn an exciting expedition into a frustrating experience filled with breakdowns and discomfort.<o:p></o:p></p>
<p class="MsoNormal">This is where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong> steps in with exceptional solutions designed for modern adventurers. Every product is carefully selected to enhance comfort, safety, and performance, ensuring that every rider can focus on enjoying the journey instead of worrying about equipment failures.<o:p></o:p></p>
<p class="MsoNormal"><b>Prepare for Every Terrain With Confidence<o:p></o:p></b></p>
<p class="MsoNormal">Whether your destination is a mountain trail, a coastal highway, or a countryside escape, preparation is essential. Investing in reliable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Touring bicycle equipment</span></strong> gives riders the confidence to tackle challenging routes and extend their adventures without hesitation.<o:p></o:p></p>
<p class="MsoNormal">Premium gear provides better organization, greater durability, and enhanced riding efficiency. The right equipment can carry essential supplies, improve balance, and make long journeys significantly more enjoyable. Riders who prepare properly often discover that they can travel farther than they ever imagined.<o:p></o:p></p>
<p class="MsoNormal"><b>Keep Performance at Its Peak<o:p></o:p></b></p>
<p class="MsoNormal">A bicycle is only as reliable as the care it receives. One of the most overlooked aspects of maintenance is chain protection. Dirt, moisture, and road debris can gradually reduce efficiency and shorten the life of important components.<o:p></o:p></p>
<p class="MsoNormal">Using a high-quality <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/collections/lubricants-cleaners"><b>Bike chain cleaner and lubricant</b></a></span></strong> is an essential part of maintaining smooth performance. A clean and properly lubricated chain reduces wear, enhances shifting, and allows riders to enjoy a quieter and more efficient cycling experience. Small maintenance steps can deliver enormous long-term benefits.<o:p></o:p></p>
<p class="MsoNormal"><b>Discover the Difference of Premium Cycling Solutions<o:p></o:p></b></p>
<p class="MsoNormal">The growing community of touring enthusiasts understands that exceptional adventures require exceptional equipment. Riders everywhere are searching for products that combine reliability, innovation, and convenience.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/"><b>Concept Electric Bikes</b></a></span></strong> continues to attract attention by offering solutions that support every stage of the cycling journey. From practical accessories to performance-enhancing essentials, the brand helps riders unlock new possibilities and experience cycling in an entirely new way.<o:p></o:p></p>
<p class="MsoNormal"><b>Extend the Life of Your Bicycle<o:p></o:p></b></p>
<p class="MsoNormal">Regular maintenance is not simply a recommendation; it is an investment in your riding future. Keeping components in excellent condition allows bicycles to perform consistently even during demanding expeditions.<o:p></o:p></p>
<p class="MsoNormal">A dependable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bike chain cleaner and lubricant</span></strong> helps prevent premature wear and protects the drivetrain from unnecessary damage. Riders who prioritize maintenance often enjoy lower repair costs, improved efficiency, and greater confidence during extended tours. Protecting your equipment today means enjoying many more adventures tomorrow.<o:p></o:p></p>
<p class="MsoNormal"><b>Join the Movement of Modern Explorers<o:p></o:p></b></p>
<p class="MsoNormal">Cycling is no longer just a hobby. It has become a lifestyle centered on freedom, exploration, and personal achievement. More riders are embracing long-distance travel and searching for dependable products that can support their ambitions.<o:p></o:p></p>
<p class="MsoNormal">Choosing superior <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Touring bicycle equipment</span></strong> is a powerful step toward creating unforgettable experiences. Every carefully selected accessory contributes to comfort, convenience, and peace of mind, allowing cyclists to focus entirely on the road ahead.<o:p></o:p></p>
<p class="MsoNormal"><b>The Time to Upgrade Is Right Now<o:p></o:p></b></p>
<p class="MsoNormal">Every day spent waiting is another missed opportunity to experience incredible destinations and memorable journeys. The excitement of touring begins with preparation, and there has never been a better time to invest in products that elevate every ride.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong> delivers solutions designed for passionate cyclists who refuse to settle for ordinary experiences. Combine your equipment upgrades with a reliable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bike chain cleaner and lubricant</span></strong>, and you create the perfect foundation for smooth, efficient, and unforgettable adventures.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/chain-connex-10s8-10s-sl-114l">Connex chain</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/e-bike-rear-fender">E-Bike Rear Fender</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/tool-chain-cleaner-f-l-wdegreasdry-lube-6cs">Finish line dry lube</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Customer Experience Transformation: Driving Growth in the Modern Business Landscape</title>
<link>https://news.bangboxonline.com/customer-experience-transformation-driving-growth-in-the-modern-business-landscape</link>
<guid>https://news.bangboxonline.com/customer-experience-transformation-driving-growth-in-the-modern-business-landscape</guid>
<description><![CDATA[ Explore the fundamental shift in business strategy as organizations prioritize holistic customer experience transformation to drive long-term loyalty and market relevance. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fdfe6d9788.jpg" length="70180" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 16:21:36 +0500</pubDate>
<dc:creator>keth56</dc:creator>
<media:keywords>Customer Experience Transformation</media:keywords>
<content:encoded><![CDATA[<p>In an era defined by rapid digital adoption and hyper-connected consumers, the traditional approach to service is no longer sufficient. Organizations across the United States are finding that incremental improvements to support channels are failing to keep pace with rising expectations. This realization has shifted the strategic focus toward <a href="https://franckardourel.com/customer-experience-consulting/" target="_blank" rel="noopener"><strong>Customer Experience Transformation</strong></a>—a comprehensive organizational shift that transcends simple customer service to redefine how value is delivered at every touchpoint.<br><strong>Defining the Shift</strong></p>
<p>At its core, Customer Experience Transformation is not merely about implementing a new software suite or updating a website interface. It is a fundamental evolution of an organization’s operational DNA. It involves aligning internal processes, employee behaviors, and technological infrastructure to ensure that every interaction—whether digital or in-person—is seamless, intuitive, and anticipatory.</p>
<p>For many companies, this transformation begins by dismantling the silos that keep departments isolated. Historically, marketing, sales, and support teams functioned as distinct units. However, a successful transformation requires these functions to act as a unified ecosystem. When data is shared openly across departments, it provides a comprehensive view of the customer journey, allowing businesses to proactively address pain points rather than reacting to complaints after they occur.<br><strong>The Role of Data and Personalization</strong></p>
<p>Data acts as the primary engine for this evolution. With the vast amount of information available today, organizations are moving beyond basic demographics. They are now leveraging behavioral analytics to understand the intent behind customer actions.</p>
<p>However, technology serves as an enabler rather than an end goal. The true objective of Customer Experience Transformation is to leverage insights to create personalized, human-centric experiences. When a customer feels understood, the transaction shifts from a mere utility to a relationship. This is critical in the US market, where consumer loyalty is increasingly fragile and influenced heavily by the ease of interaction.<br><strong>Overcoming Internal Resistance</strong></p>
<p>The transition is rarely simple. The most significant barriers to transformation are often internal cultural challenges rather than technical ones. Employees at all levels must be empowered to prioritize the customer’s perspective over rigid procedural adherence.</p>
<p>Leadership plays a pivotal role here. A successful transformation requires a cultural mandate that values empathy, adaptability, and long-term retention over short-term transaction metrics. By fostering an environment where feedback loops are encouraged and acted upon, organizations can cultivate a workforce that is genuinely invested in the quality of the customer journey.<br><strong>Measuring Success</strong></p>
<p>When undergoing a Customer Experience Transformation, companies often need to redefine their success metrics. While traditional KPIs like Average Handle Time or Net Promoter Score remain useful, they are often lagging indicators. Modern organizations are increasingly looking toward "customer effort" scores and "journey completion" rates. These metrics provide a clearer picture of how much friction a user experience encounters throughout the lifecycle of their engagement with a brand.<br><strong>The Road Ahead</strong></p>
<p>As market competition continues to intensify, the ability to deliver a superior experience has become the primary differentiator for success. Organizations that commit to the long-term process of <a href="https://franckardourel.com/customer-experience-consulting/"><strong>Customer Experience Transformation</strong></a> are better positioned to weather economic shifts and remain resilient in the face of disruption.</p>
<p><strong>In conclusion</strong>, this transformation is an ongoing journey rather than a destination. It requires constant iteration, a relentless focus on the user’s needs, and a willingness to adapt processes as consumer behaviors evolve. By placing the human element at the heart of operational strategy, businesses can ensure they remain relevant, trusted, and efficient in an increasingly complex digital landscape.</p>]]> </content:encoded>
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<item>
<title>Aquaxyl Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook | ChemAnalyst</title>
<link>https://news.bangboxonline.com/Aquaxyl-Price</link>
<guid>https://news.bangboxonline.com/Aquaxyl-Price</guid>
<description><![CDATA[ Aquaxyl Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fdf8ff1a8f.jpg" length="62059" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 16:19:05 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Aquaxyl Price</media:keywords>
<content:encoded><![CDATA[<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:79,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1121}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:81,&quot;w&quot;:275,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1123}"><a href="https://www.chemanalyst.com/Pricing-data/aquaxyl-1662" bis_size="{&quot;x&quot;:8,&quot;y&quot;:81,&quot;w&quot;:275,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1123}">According to ChemAnalyst Aquaxyl Price</a></strong><span bis_size="{&quot;x&quot;:283,&quot;y&quot;:81,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:585,&quot;abs_y&quot;:1123}"> </span>trend in 2026 is expected to be influenced by growing demand from the cosmetics and personal care industry, raw material availability, production costs, global supply chain conditions, and evolving consumer preferences for advanced skincare ingredients. Aquaxyl is a multifunctional moisturizing active ingredient widely used in skincare and cosmetic formulations due to its ability to improve skin hydration, strengthen the skin barrier, and optimize water circulation within the skin. As demand for premium skincare products continues to rise globally, the<span bis_size="{&quot;x&quot;:187,&quot;y&quot;:141,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:489,&quot;abs_y&quot;:1183}"> </span><strong bis_size="{&quot;x&quot;:191,&quot;y&quot;:141,&quot;w&quot;:92,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:1183}">Aquaxyl Price</strong><span bis_size="{&quot;x&quot;:284,&quot;y&quot;:141,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:586,&quot;abs_y&quot;:1183}"> </span>is anticipated to remain an important indicator for manufacturers, formulators, and procurement professionals throughout 2026.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:176,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1218}">Overview of the Aquaxyl Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:214,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1256}">Aquaxyl is a patented cosmetic ingredient primarily used in moisturizing and skincare products. Derived from natural sugar complexes, it is known for its effectiveness in enhancing skin hydration and improving overall skin appearance. The ingredient has gained significant popularity among cosmetic manufacturers due to increasing consumer demand for high-performance skincare products that provide long-lasting hydration and skin barrier protection.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:288,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1330}">Aquaxyl is commonly incorporated into:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:322,&quot;w&quot;:1190,&quot;h&quot;:224,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1364}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:322,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1364}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:322,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1364}">Moisturizers</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:356,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1398}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:356,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1398}">Facial creams</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:390,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1432}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:390,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1432}">Serums</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:424,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1466}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:424,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1466}">Anti-aging products</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:458,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1500}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:458,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1500}">Sunscreens</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:492,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1534}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:492,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1534}">Body lotions</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:526,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1568}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:526,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1568}">Dermatological formulations</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:560,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1602}">The growing popularity of skincare products worldwide continues to support the expansion of the<span bis_size="{&quot;x&quot;:604,&quot;y&quot;:562,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:906,&quot;abs_y&quot;:1604}"> </span><strong bis_size="{&quot;x&quot;:608,&quot;y&quot;:562,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:910,&quot;abs_y&quot;:1604}">Aquaxyl Trend Market</strong>, creating favorable conditions for market growth and pricing stability.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:597,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1639}">Global Aquaxyl Price Trend Analysis</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:635,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1677}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:637,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:1679}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:637,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1679}">Aquaxyl Trend Price</strong><span bis_size="{&quot;x&quot;:211,&quot;y&quot;:637,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:513,&quot;abs_y&quot;:1679}"> </span>has experienced fluctuations in recent years due to changing raw material costs, manufacturing expenses, transportation charges, and demand from the cosmetics industry. Market participants have also been affected by inflationary pressures, supply chain disruptions, and evolving consumer purchasing patterns.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:689,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1731}">In 2026, the<span bis_size="{&quot;x&quot;:81,&quot;y&quot;:691,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:1733}"> </span><strong bis_size="{&quot;x&quot;:85,&quot;y&quot;:691,&quot;w&quot;:92,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1733}">Aquaxyl Price</strong><span bis_size="{&quot;x&quot;:178,&quot;y&quot;:691,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:480,&quot;abs_y&quot;:1733}"> </span>is expected to remain supported by robust demand from premium skincare and personal care product manufacturers. While pricing may experience moderate fluctuations, strong industry fundamentals are likely to contribute to overall market stability.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:746,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1788}">Key Factors Influencing Aquaxyl Price</h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:784,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1826}">Raw Material Availability</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:820,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1862}">The availability of sugar-derived feedstocks and specialty cosmetic raw materials plays a significant role in determining the<span bis_size="{&quot;x&quot;:765,&quot;y&quot;:822,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1067,&quot;abs_y&quot;:1864}"> </span><strong bis_size="{&quot;x&quot;:769,&quot;y&quot;:822,&quot;w&quot;:92,&quot;h&quot;:16,&quot;abs_x&quot;:1071,&quot;abs_y&quot;:1864}">Aquaxyl Price</strong>. Any fluctuations in feedstock supply, agricultural production, or ingredient sourcing can directly impact manufacturing costs.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:874,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1916}">Stable raw material procurement is expected to remain a critical factor influencing market performance throughout 2026.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:910,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1952}">Manufacturing and Processing Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:947,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1989}">Aquaxyl production involves specialized processing techniques, quality assurance procedures, and advanced manufacturing technologies. Rising labor costs, utility expenses, and operational expenditures can contribute to higher production costs.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1001,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2043}">As cosmetic ingredient manufacturers continue investing in product quality and innovation, these costs may influence the overall<span bis_size="{&quot;x&quot;:800,&quot;y&quot;:1003,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1102,&quot;abs_y&quot;:2045}"> </span><strong bis_size="{&quot;x&quot;:804,&quot;y&quot;:1003,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:1106,&quot;abs_y&quot;:2045}">Aquaxyl Trend Price</strong>.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1037,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2079}">Growing Demand for Premium Skincare Products</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1073,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2115}">One of the primary drivers supporting the<span bis_size="{&quot;x&quot;:262,&quot;y&quot;:1075,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:564,&quot;abs_y&quot;:2117}"> </span><strong bis_size="{&quot;x&quot;:266,&quot;y&quot;:1075,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:568,&quot;abs_y&quot;:2117}">Aquaxyl Trend Market</strong><span bis_size="{&quot;x&quot;:411,&quot;y&quot;:1075,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:713,&quot;abs_y&quot;:2117}"> </span>is the growing consumer preference for premium skincare products. Consumers increasingly seek ingredients that offer scientifically proven benefits, including enhanced hydration and skin protection.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1127,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2169}">The rising popularity of premium beauty and wellness products continues to create strong demand for specialty cosmetic ingredients such as Aquaxyl.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1164,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2206}">Expansion of the Global Cosmetics Industry</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1200,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2242}">The cosmetics and personal care industry remains one of the fastest-growing consumer sectors worldwide. Increasing disposable incomes, changing beauty standards, and greater awareness regarding skincare routines have significantly contributed to market expansion.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1254,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2296}">As manufacturers introduce innovative formulations and new product lines, demand for moisturizing ingredients continues to rise.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1291,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2333}">Transportation and Logistics Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1327,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2369}">Global transportation costs significantly impact the pricing of specialty cosmetic ingredients. Freight rates, fuel prices, warehousing expenses, and international shipping availability all contribute to the final delivered cost of Aquaxyl.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1381,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2423}">Supply chain disruptions or logistical challenges may occasionally influence market pricing and product availability.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1418,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2460}">North America Aquaxyl Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1456,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2498}">North America remains a major market for premium skincare and cosmetic products. Consumers in the region continue to prioritize high-quality formulations featuring advanced active ingredients.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1510,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2552}">Several factors are expected to influence the<span bis_size="{&quot;x&quot;:285,&quot;y&quot;:1512,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:587,&quot;abs_y&quot;:2554}"> </span><strong bis_size="{&quot;x&quot;:288,&quot;y&quot;:1512,&quot;w&quot;:92,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:2554}">Aquaxyl Price</strong><span bis_size="{&quot;x&quot;:381,&quot;y&quot;:1512,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:683,&quot;abs_y&quot;:2554}"> </span>in North America during 2026:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1544,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2586}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1544,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2586}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1544,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2586}">Strong demand for skincare products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1578,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2620}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1578,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2620}">Growth in premium beauty segments.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1612,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2654}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1612,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2654}">Product innovation and research activities.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1646,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2688}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1646,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2688}">Manufacturing and distribution costs.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1680,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2722}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1680,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2722}">Consumer spending trends.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1714,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2756}">The region's mature cosmetics industry is expected to support stable demand and sustained market growth.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1751,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2793}">Europe Aquaxyl Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1789,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2831}">Europe represents one of the largest markets for cosmetic ingredients due to its well-established beauty and personal care sector.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1823,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2865}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:1825,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:2867}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:1825,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:2867}">Aquaxyl Trend Price</strong><span bis_size="{&quot;x&quot;:170,&quot;y&quot;:1825,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:472,&quot;abs_y&quot;:2867}"> </span>in Europe may be influenced by:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1857,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2899}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1857,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2899}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1857,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2899}">Consumer demand for premium skincare products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1891,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2933}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1891,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2933}">Regulatory compliance requirements.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1925,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2967}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1925,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2967}">Sustainability initiatives.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1959,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3001}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1959,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3001}">Manufacturing costs.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1993,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3035}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1993,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3035}">Import and export activities.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2027,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3069}">European consumers increasingly favor scientifically backed and high-performance skincare ingredients, creating favorable opportunities for Aquaxyl suppliers.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2064,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3106}">Track Real-Time Prices Of <strong bis_size="{&quot;x&quot;:272,&quot;y&quot;:2059,&quot;w&quot;:92,&quot;h&quot;:30,&quot;abs_x&quot;:574,&quot;abs_y&quot;:3101}">Aquaxyl</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2102,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3144}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2104,&quot;w&quot;:503,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3146}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Aquaxyl" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2104,&quot;w&quot;:503,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3146}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Aquaxyl</a></strong></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2140,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3182}">Asia-Pacific Aquaxyl Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2177,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3219}">Asia-Pacific is expected to remain the fastest-growing region for Aquaxyl consumption due to expanding beauty and personal care markets.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2211,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3253}">Countries such as China, India, Japan, South Korea, and Southeast Asian nations continue experiencing significant growth in cosmetics manufacturing and skincare product demand.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2245,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3287}">Key factors affecting the<span bis_size="{&quot;x&quot;:157,&quot;y&quot;:2247,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:459,&quot;abs_y&quot;:3289}"> </span><strong bis_size="{&quot;x&quot;:161,&quot;y&quot;:2247,&quot;w&quot;:92,&quot;h&quot;:16,&quot;abs_x&quot;:463,&quot;abs_y&quot;:3289}">Aquaxyl Price</strong><span bis_size="{&quot;x&quot;:254,&quot;y&quot;:2247,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:556,&quot;abs_y&quot;:3289}"> </span>in Asia-Pacific include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2279,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3321}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2279,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3321}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2279,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3321}">Rising disposable incomes.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2313,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3355}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2313,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3355}">Growing beauty-conscious consumer base.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2347,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3389}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2347,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3389}">Expanding cosmetics production.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2381,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3423}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2381,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3423}">Increased demand for premium skincare.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2415,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3457}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2415,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3457}">Raw material availability.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2449,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3491}">The region's strong consumer demand and manufacturing capabilities are expected to support continued market expansion throughout 2026.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2487,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3529}">Skincare Industry Driving Demand</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2524,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3566}">The skincare industry remains the primary consumer of Aquaxyl worldwide. Consumers increasingly prioritize products that provide hydration, barrier repair, and long-term skin health benefits.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2558,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3600}">Aquaxyl is widely used in:</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2595,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3637}">Moisturizers</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2631,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3673}">Its hydrating properties make it a preferred ingredient in daily skincare products.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2667,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3709}">Anti-Aging Formulations</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2704,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3746}">Manufacturers incorporate Aquaxyl into anti-aging creams and serums designed to improve skin texture and moisture retention.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2740,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3782}">Sensitive Skin Products</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2776,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3818}">The ingredient's gentle and effective moisturizing characteristics make it suitable for sensitive skin formulations.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2813,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3855}">Sunscreens</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2849,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3891}">Aquaxyl is frequently included in sun protection products to support skin hydration and barrier function.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2883,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3925}">These applications continue to support growth within the<span bis_size="{&quot;x&quot;:356,&quot;y&quot;:2885,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:658,&quot;abs_y&quot;:3927}"> </span><strong bis_size="{&quot;x&quot;:360,&quot;y&quot;:2885,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:662,&quot;abs_y&quot;:3927}">Aquaxyl Trend Market</strong>.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2921,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3963}">Consumer Trends Influencing the Aquaxyl Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2958,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4000}">Several evolving consumer trends are shaping the future of the Aquaxyl industry.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2994,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4036}">Rising Focus on Skin Health</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3031,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4073}">Consumers are becoming increasingly aware of the importance of maintaining healthy skin through proper hydration and skincare routines.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3067,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4109}">Demand for Premium Ingredients</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3103,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4145}">Modern consumers actively seek products containing high-quality, scientifically validated ingredients.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3140,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4182}">Growth of Wellness and Self-Care Trends</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3176,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4218}">The increasing popularity of wellness and self-care practices continues to drive spending on skincare products.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3213,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4255}">Expansion of E-Commerce</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3249,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4291}">Online retail platforms have increased consumer access to premium beauty and personal care products worldwide.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3283,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4325}">These trends are expected to contribute positively to the long-term outlook for the<span bis_size="{&quot;x&quot;:511,&quot;y&quot;:3285,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:813,&quot;abs_y&quot;:4327}"> </span><strong bis_size="{&quot;x&quot;:515,&quot;y&quot;:3285,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:817,&quot;abs_y&quot;:4327}">Aquaxyl Trend Market</strong>.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3320,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4362}">Supply Chain Challenges Affecting Market Performance</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3358,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4400}">Despite favorable growth prospects, several challenges may impact the<span bis_size="{&quot;x&quot;:450,&quot;y&quot;:3360,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:752,&quot;abs_y&quot;:4402}"> </span><strong bis_size="{&quot;x&quot;:453,&quot;y&quot;:3360,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:755,&quot;abs_y&quot;:4402}">Aquaxyl Trend Market</strong><span bis_size="{&quot;x&quot;:599,&quot;y&quot;:3360,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:901,&quot;abs_y&quot;:4402}"> </span>during 2026.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3394,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4436}">Raw Material Price Volatility</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3431,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4473}">Variations in feedstock prices can affect production costs and influence market pricing.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3467,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4509}">Logistics Disruptions</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3503,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4545}">Transportation delays and supply chain interruptions may impact product availability.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3540,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4582}">Regulatory Requirements</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3576,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4618}">Cosmetic ingredient manufacturers must comply with strict quality, safety, and regulatory standards.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3612,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4654}">Competitive Ingredient Landscape</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3649,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4691}">The market faces competition from alternative moisturizing ingredients and emerging skincare technologies.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3686,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4728}">Aquaxyl Price Forecast for 2026</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3724,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4766}">The overall<span bis_size="{&quot;x&quot;:77,&quot;y&quot;:3726,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:4768}"> </span><strong bis_size="{&quot;x&quot;:81,&quot;y&quot;:3726,&quot;w&quot;:92,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:4768}">Aquaxyl Price</strong><span bis_size="{&quot;x&quot;:173,&quot;y&quot;:3726,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:475,&quot;abs_y&quot;:4768}"> </span>forecast for 2026 suggests a stable to moderately firm market outlook supported by strong demand from skincare and personal care industries.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3758,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4800}">Several factors are expected to support pricing levels:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3792,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4834}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3792,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4834}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3792,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4834}">Expanding premium skincare market.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3826,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4868}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3826,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4868}">Growing consumer awareness regarding skin health.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3860,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4902}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3860,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4902}">Rising demand for moisturizing ingredients.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3894,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4936}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3894,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4936}">Increasing cosmetics industry investments.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3928,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4970}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3928,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4970}">Higher production and logistics costs.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3962,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5004}">At the same time, stable raw material availability and improved supply chain efficiency could help moderate excessive price volatility.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3996,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5038}">Market participants should continue monitoring consumer trends, ingredient innovation, and raw material developments when evaluating procurement strategies.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4033,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5075}">Future Opportunities in the Aquaxyl Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4071,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5113}">The long-term outlook for the<span bis_size="{&quot;x&quot;:187,&quot;y&quot;:4073,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:489,&quot;abs_y&quot;:5115}"> </span><strong bis_size="{&quot;x&quot;:191,&quot;y&quot;:4073,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:5115}">Aquaxyl Trend Market</strong><span bis_size="{&quot;x&quot;:337,&quot;y&quot;:4073,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:639,&quot;abs_y&quot;:5115}"> </span>remains highly favorable due to several emerging opportunities.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4107,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5149}">Premium Skincare Expansion</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4143,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5185}">The continued growth of premium beauty products is expected to drive demand for advanced moisturizing ingredients.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4180,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5222}">Product Innovation</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4216,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5258}">Manufacturers continue introducing innovative formulations incorporating multifunctional active ingredients such as Aquaxyl.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4252,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5294}">Emerging Market Growth</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4289,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5331}">Developing economies are witnessing increased spending on beauty and personal care products.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4325,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5367}">Dermatological Applications</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4362,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5404}">Growing interest in dermatologist-recommended skincare products creates additional growth opportunities.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4398,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5440}">Sustainable Beauty Trends</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4434,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5476}">Consumers increasingly seek products that combine effectiveness with responsible ingredient sourcing and formulation practices.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4472,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5514}">Conclusion</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4509,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5551}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:4511,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:5553}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:4511,&quot;w&quot;:92,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:5553}">Aquaxyl Price</strong><span bis_size="{&quot;x&quot;:169,&quot;y&quot;:4511,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:471,&quot;abs_y&quot;:5553}"> </span>outlook for 2026 remains supported by strong demand from the cosmetics and personal care industries. Factors such as raw material availability, manufacturing costs, transportation expenses, and consumer demand trends will continue influencing market performance throughout the year.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4563,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5605}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:4565,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:5607}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:4565,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:5607}"><a href="https://www.chemanalyst.com/Pricing-data/aquaxyl-1662" bis_size="{&quot;x&quot;:36,&quot;y&quot;:4565,&quot;w&quot;:134,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:5607}">Aquaxyl Trend Price</a></strong> is expected to experience moderate fluctuations depending on supply-demand dynamics, production economics, and broader market conditions. Meanwhile, the<span bis_size="{&quot;x&quot;:27,&quot;y&quot;:4585,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:329,&quot;abs_y&quot;:5627}"> </span><strong bis_size="{&quot;x&quot;:31,&quot;y&quot;:4585,&quot;w&quot;:145,&quot;h&quot;:16,&quot;abs_x&quot;:333,&quot;abs_y&quot;:5627}">Aquaxyl Trend Market</strong><span bis_size="{&quot;x&quot;:176,&quot;y&quot;:4585,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:478,&quot;abs_y&quot;:5627}"> </span>is projected to maintain steady growth due to increasing skincare awareness, rising demand for premium beauty products, and expanding consumer interest in advanced moisturizing ingredients.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4637,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5679}">As skincare innovation continues to evolve and consumers increasingly prioritize skin health and wellness, Aquaxyl is expected to remain a valuable ingredient within the global cosmetics industry, supporting long-term market growth and sustained pricing relevance in the years ahead.</p>]]> </content:encoded>
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<title>SRAM Brake Parts: Unlock Peak Performance for Every Ride</title>
<link>https://news.bangboxonline.com/sram-brake-parts-unlock-peak-performance-for-every-ride</link>
<guid>https://news.bangboxonline.com/sram-brake-parts-unlock-peak-performance-for-every-ride</guid>
<description><![CDATA[ Shop SRAM brake parts at Carson City Bike Shop for reliable stopping power and performance. Find durable SRAM disc rotors and brake components designed for mountain bikes, road bikes, and e-bikes. Upgrade your braking system with precisely designed parts. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fdf3b83724.jpg" length="51304" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 16:17:22 +0500</pubDate>
<dc:creator>Conceptelectricbikes</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Every cyclist knows that a great ride isn't just about speed. It's about confidence, control, and the ability to conquer every turn without hesitation. That's why choosing premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/products/brake-part-sram-disc-rotor-160-paceline-6b-rounded-bk"><b>sram brake parts</b></a></span></strong> can completely transform your biking experience. High-quality braking components deliver precise stopping power, reduce maintenance concerns, and provide the reliability every rider demands.<o:p></o:p></p>
<p class="MsoNormal">When your equipment performs flawlessly, every trail becomes more exciting and every journey feels effortless. Riders who invest in superior components enjoy greater peace of mind and a significantly improved riding experience.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Serious Cyclists Never Compromise on Components<o:p></o:p></b></p>
<p class="MsoNormal">The difference between an average bike and an exceptional one often comes down to the quality of its parts. Professional and recreational riders alike understand that dependable braking systems are essential for safety and performance.<o:p></o:p></p>
<p class="MsoNormal">At <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong>, cyclists can discover carefully selected components that are built to withstand demanding conditions. Premium bike accessories and replacement parts ensure every ride is smoother, safer, and far more enjoyable.<o:p></o:p></p>
<p class="MsoNormal">The cycling world is evolving rapidly, and riders who upgrade today gain an immediate advantage on the road and trail.<o:p></o:p></p>
<p class="MsoNormal"><b>Ride Farther Without Worry<o:p></o:p></b></p>
<p class="MsoNormal">Long-distance cyclists understand the importance of durability. Nobody wants to interrupt a ride because of equipment failure. That's where <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Schwalbe durano plus</span></strong> becomes a game-changing addition to any bicycle setup.<o:p></o:p></p>
<p class="MsoNormal">Engineered for outstanding puncture resistance and exceptional longevity, these tires are designed to keep riders moving forward with confidence. Whether you're commuting daily or exploring challenging routes, dependable tires can make all the difference.<o:p></o:p></p>
<p class="MsoNormal">A reliable bike setup eliminates distractions and allows riders to focus entirely on the thrill of the journey ahead.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Performance That Inspires Confidence<o:p></o:p></b></p>
<p class="MsoNormal">There is nothing more frustrating than unreliable braking during critical moments. Upgrading to premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">sram brake parts</span></strong> provides superior responsiveness and control, helping cyclists navigate steep descents, sharp turns, and unexpected obstacles with ease.<o:p></o:p></p>
<p class="MsoNormal">Every component plays an important role in overall performance. Investing in quality upgrades isn't simply about maintenance—it's about unlocking the full potential of your bike.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/"><b>Concept Electric Bikes</b></a></span></strong> understands the expectations of passionate riders and delivers products that help cyclists perform at their absolute best.<o:p></o:p></p>
<p class="MsoNormal"><b>The Upgrade Every Cyclist Is Talking About<o:p></o:p></b></p>
<p class="MsoNormal">Cycling enthusiasts are constantly searching for products that improve both performance and comfort. One of the most talked-about choices among experienced riders is <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/products/tire-swb-durano-plus-700x25-perf-twin-sm-guard-bkbk-addix-wire"><b>Schwalbe durano plus</b></a></span></strong> because of its impressive durability and trusted reputation.<o:p></o:p></p>
<p class="MsoNormal">When combined with high-performance components, these tires create a riding experience that feels smoother, more efficient, and remarkably dependable. Riders can tackle longer distances and more demanding terrain without the constant concern of unexpected punctures.<o:p></o:p></p>
<p class="MsoNormal">Every ride becomes an opportunity to push boundaries and explore new possibilities.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Waiting Could Cost You More<o:p></o:p></b></p>
<p class="MsoNormal">Bike components naturally wear over time, and delaying upgrades can lead to reduced performance and unnecessary expenses. Replacing aging equipment before problems arise helps prevent costly repairs and ensures that every ride remains safe and enjoyable.<o:p></o:p></p>
<p class="MsoNormal">Choosing premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">sram brake parts</span></strong> today can protect your bike's performance for years to come. Upgrading before peak riding season also means you'll spend more time enjoying your adventures and less time dealing with maintenance issues.<o:p></o:p></p>
<p class="MsoNormal">Smart cyclists know that preventative upgrades are always a worthwhile investment.<o:p></o:p></p>
<p class="MsoNormal"><b>Build the Ultimate Cycling Experience<o:p></o:p></b></p>
<p class="MsoNormal">Exceptional cycling experiences don't happen by accident. They are created through careful choices, reliable equipment, and a commitment to performance. Combining advanced components with durable options like <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Schwalbe durano plus</span></strong> allows riders to enjoy greater confidence and enhanced comfort on every journey.<o:p></o:p></p>
<p class="MsoNormal">The right upgrades can transform an ordinary bicycle into an extraordinary machine capable of handling daily commutes, weekend adventures, and challenging long-distance rides with ease.<o:p></o:p></p>
<p class="MsoNormal">At <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong>, riders can access premium products that are designed to elevate every aspect of the cycling experience.<o:p></o:p></p>
<p class="MsoNormal"><b>Take Your Ride to the Next Level Today<o:p></o:p></b></p>
<p class="MsoNormal">There has never been a better time to upgrade your bike and experience the difference that quality components can make. Performance, safety, and reliability are no longer luxuries—they are necessities for modern cyclists.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/lube-squirt-dry-lube-e-bike-05oz">Squirt chain lube</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/shifter-sram-eagle-70-trigger-12s-rh-bk-wintegrated-clamp">Sram bike shifters</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/collections/helmets">Triple eight bike helmet</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Business Valuation Companies: Driving Informed Strategic Decisions</title>
<link>https://news.bangboxonline.com/business-valuation-companies-driving-informed-strategic-decisions</link>
<guid>https://news.bangboxonline.com/business-valuation-companies-driving-informed-strategic-decisions</guid>
<description><![CDATA[ Gain expert insights into how professional business valuation companies determine company worth and support critical financial decisions for stakeholders and investors. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fddf7e47f8.jpg" length="38646" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 16:13:47 +0500</pubDate>
<dc:creator>james90</dc:creator>
<media:keywords>Business Valuation Companies</media:keywords>
<content:encoded><![CDATA[<p>In the complex landscape of corporate finance, determining the true economic value of an organization is a nuanced task. Whether a company is preparing for a merger, navigating a tax dispute, or planning an internal restructuring, the need for an objective, data-driven assessment is paramount. This is where professional business valuation companies play a critical role, providing the objective analysis necessary to make informed financial decisions.<br><strong>What Do Business Valuation Companies Do?</strong></p>
<p>At its core, a valuation is the process of determining the present worth of a business. <a href="https://www.sigmavaluation.com" target="_blank" rel="noopener"><strong>Business valuation companies</strong></a> employ a combination of quantitative and qualitative methodologies to ensure that the final figure reflects both the tangible assets on the balance sheet and the intangible potential of the enterprise.</p>
<p>These firms do not simply look at historical performance. They act as analytical partners that synthesize market trends, risk profiles, and growth projections. Because no two businesses are identical, valuation professionals must apply specialized knowledge to account for industry-specific variables, the competitive landscape, and the broader macroeconomic environment.<br>Primary Valuation Methodologies</p>
<p><strong>To arrive at a defensible valuation, experts typically utilize three primary approaches, often blending them to achieve a holistic view:</strong></p>
<p>    <strong>The Income Approach</strong>: This method relies on the principle that a business is worth the present value of its future economic benefits. Valuation experts perform a discounted cash flow (DCF) analysis, which requires forecasting future earnings and discounting them back to today’s value, accounting for the inherent risks and the time value of money.<br>    <strong>The Market Approach</strong>: This involves comparing the target company to similar businesses that have recently been sold or are publicly traded. By analyzing valuation multiples—such as price-to-earnings or enterprise value-to-EBITDA—analysts can determine how the market currently prices companies within the same sector.<br>   <strong> The Asset-Based Approach</strong>: This method focuses on the net value of a company’s assets minus its liabilities. This is frequently used for companies that are liquidating or for those where tangible assets (such as real estate or machinery) constitute the bulk of the business value.</p>
<p><strong>Why Objectivity Matters</strong></p>
<p>The necessity for third-party business valuation companies often arises from the need for neutrality. In scenarios involving shareholder disputes, divorce proceedings, or regulatory compliance, subjective appraisals can lead to litigation or financial loss. By engaging an independent expert, stakeholders ensure that the valuation is based on industry-standard practices, such as those defined by the International Valuation Standards (IVS) or the Uniform Standards of Professional Appraisal Practice (USPAP).</p>
<p>Furthermore, these companies provide a "defensibility shield." When a valuation is scrutinized by auditors, the Internal Revenue Service (IRS), or potential investors, having a formal report prepared by qualified professionals provides a documented trail of logic and evidence. This transparency is essential for maintaining investor confidence and regulatory compliance.<br><strong>Beyond the Numbers</strong></p>
<p>Modern business valuation companies also evaluate intangible drivers that influence worth. These include brand equity, intellectual property portfolios, customer retention rates, and the strength of the management team. In an economy where digital assets and human capital are often more valuable than physical plant and equipment, the ability to quantify these "soft" assets is what separates a basic accounting calculation from a high-level strategic valuation.<br><strong>Conclusion</strong></p>
<p>Engaging with <a href="https://www.sigmavaluation.com" target="_blank" rel="noopener">business valuation companies</a> is a fundamental step for any organization moving through a significant financial milestone. By moving beyond internal spreadsheets and utilizing the expertise of professional appraisers, stakeholders gain access to a clear, defensible assessment of their business’s worth. As markets evolve, the role of these firms remains a cornerstone of financial integrity, ensuring that critical transactions and strategic pivots are built on a solid, analytical foundation.</p>]]> </content:encoded>
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<title>What to Expect During Your First Meeting with a Divorce Lawyer</title>
<link>https://news.bangboxonline.com/what-to-expect-during-your-first-meeting-with-a-divorce-lawyer</link>
<guid>https://news.bangboxonline.com/what-to-expect-during-your-first-meeting-with-a-divorce-lawyer</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="38646" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 16:11:21 +0500</pubDate>
<dc:creator>tomasfryklof</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>Booking a time to sit down with a<span> </span><a href="https://shurlaw.com/divorce/">Divorce lawyer in Cincinnati<span> </span></a>can be scary. For a lot of folks, that is the first real move toward a life change. Emotions are running; questions seem to be falling from the sky. That‘s okay. The first time you meet is not to make it happen instantly. It‘s about finding out what is going on; learning what legal options you have; and just taking an opening shot at a person who can likely get you through to the other side.</p>
<h2>Arrive Prepared but Don‘t Stress About Perfection</h2>
<p>Before arriving at a Cincinnati Divorce lawyer‘s office, many people make the error of preparing to bring in every document they could possibly imagine. While being prepared is an asset, it is not an absolute requirement. You should aim to bring any financial information, tax returns, bank statements, legal papers, property papers, and documents if you have any. If you happen to be missing any of these, do not fear. Most lawyers comprehend that these are difficult situations. They just want to gather enough information in order to determine the case and what issues are most relevant.</p>
<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a2fddadaeddc.jpg" alt=""></p>
<h2>Expect Questions About Your Marriage</h2>
<p>In the consultation, the lawyer will probably ask you specific questions about your marriage and family life. This isn‘t being nosy it‘s needed. A Cincinnati Divorce attorney has to know information such as time married, sources of income, property, debts, children, and any significant disagreements between spouses. Anything that might be relevant in a legal case. In some cases, clients may be confused as to why a specific question is being asked, but the answer is always beneficial.</p>
<h2>Financial Discussions Are a Big Part of the Process</h2>
<p>Money is frequently one of the most contentious issues in a divorce. During your initial interview, your assets, retirement accounts, investments, real estate holdings, business interests, and liabilities could all be brought up. An established divorce lawyer in Cincinnati wants to uncover possible money issues as early as they can. Even when you are not sure about every single detail, a broad overview can be helpful. Ensuring that everybody is on the same financial page early on in the case can often save a lot of trouble later in the case.</p>
<h2>Child Custody Questions Usually Come Up Early</h2>
<p>When children are a part of the case, it is reasonable to think that much of the time will be taken discussing parenting issues. The courts are always concerned with the best interests of the children, and your Divorce lawyer in Cincinnati will want to know how the family functions such as living arrangements and if one parent is assuming all parenatal responsibilities. A qualified Divorce lawyer Cincinnati can clarify how custody is generally considered in Ohio, which can ease some of the uncertainty about trial and soften any raised expectations.</p>
<p><img src="https://news.bangboxonline.com/uploads/images/202606/image_870x_6a2fddc0abebb.jpg" alt="" width="737" height="491"></p>
<h2>The Lawyer Will Explain Potential Legal Strategies</h2>
<p>Customers walk into a consultation expecting a quick answer. Sometimes it‘s possible. Most of the time it‘s not. A qualified Ohio lawyer will generally talk to you about options instead of assuming what will happen in a specific situation. Every divorce is different. Some are settled; others go to court after mediation. Your lawyer‘s goal should be to inform you of your options, probable directions and possible disadvantages with regard to the facts at hand.</p>
<h2>Honest Communication Is Extremely Important</h2>
<p>The first time goes well. This is when the client, or clients, should be forthcoming with everything. Even if information is embarrassing or uncomfortable, don‘t hold back. It can hamper the legal efforts as well as the Court proceedings. A Divorce lawyer in Cincinnati will not be there to judge your actions, but they will be relying on the information you give them to get the best possible result. Later information will only complicate the case.</p>
<h2>You‘ll Likely Discuss Costs and Fees</h2>
<p>Generally, clients want to know what they are facing in fees before proceeding. This makes sense. When meeting with the lawyer in Cincinnati Ohio for a consultation, it is common that questions about fee structure, billing practices, retainers and estimated costs are discussed. Because each case varies, an exact estimate of the costs may not be given at the initial consultation but answering the question early can give the client a general guideline of what to expect.</p>
<h2>Questions Are Encouraged During the Meeting</h2>
<p>Some clients come in for a consultation and they just sit there and listen. They ask no questions. That‘s entirely the wrong attitude for a consultation. You are paying for your time with a Divorce lawyer in Cincinnati. You should have a conversation. It‘s a two-way discussion. Feel free to ask about how many years of experience you have, or how their communication tends to work, or how long the typical legal timeframes are, or what sort of obstacles you may face. If you don‘t understand something, ask. Good lawyers love questions. Asking good questions is a good sign that you are asking about your future and are serious about the decision you are about to make.</p>
<h2>Evaluating Whether the Attorney Is the Right Fit</h2>
<p>Legal experience is important, but so is rapport. Observe how the attorney interacts with you during the consultation. Is information explained in a way you understand? Are they attentive to your needs? Do they seem interested in addressing your issues? Picking a<span> </span><a href="https://shurlaw.com/">lawyer in Cincinnati Ohio</a><span> </span>is more than reading about their experience. You will probably be in close contact with them over the coming trying months. Rapport, trust and professionalism can make a significant difference.</p>
<h2>Conclusion</h2>
<p>Meeting with a Divorce lawyer in Cincinnati for the very first time shouldn‘t be intimidating or scary. You have the opportunity to obtain clarity on your situation, voice your questions, and get a better picture of the path before you. Although every case is different, the many consultations I conduct often involve money matters, family issues, legal choices, and possible future directions. Collaborating with an expert divorce lawyer in Cincinnati Ohio can be a great help during one of the more difficult adjustments you will probably experience. The more prepared and willing to communicate you are, the more productive that first conversation will be.</p>]]> </content:encoded>
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<title>Innovative Taxi Booking App Development Company for Modern Mobility</title>
<link>https://news.bangboxonline.com/innovative-taxi-booking-app-development-company-for-modern-mobility</link>
<guid>https://news.bangboxonline.com/innovative-taxi-booking-app-development-company-for-modern-mobility</guid>
<description><![CDATA[ Dinoustech is a leading taxi booking app development company offering custom, scalable, and user-friendly ride-hailing app solutions for businesses. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fd5ed2d379.jpg" length="124073" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 16:07:52 +0500</pubDate>
<dc:creator>Dinoustech</dc:creator>
<media:keywords>taxi booking app development company, taxi app development services, ride hailing app development</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>The transportation industry has changed dramatically due to digital technologies and mobile apps. Taxi booking apps have transformed how people travel, providing convenience, safety, and efficiency. Companies wanting to join this competitive market need a creative </span><a href="https://www.dinoustech.com/taxi-booking-app-development.html"><span>taxi booking app development company</span></a><span>  firm that can offer modern mobility solutions tailored to changing user needs.</span></p>
<h3 dir="ltr"><span>The Evolution of Taxi Booking Solutions</span></h3>
<p dir="ltr"><span>Traditional taxi services depended on manual booking methods. This often led to inefficiencies and frustrating customer experiences. With mobile apps, users can book rides instantly, track drivers in real time, and make secure payments easily. This change has increased the demand for fast, reliable, and easy-to-use taxi booking applications.</span></p>
<p dir="ltr"><span>A creative taxi booking app development firm focuses on creating platforms that meet current needs and anticipate future trends. By using the latest technologies, these companies help businesses stay ahead in the fast-changing mobility landscape.</span></p>
<h3 dir="ltr"><span>Importance of Innovation in Taxi App Development</span></h3>
<p dir="ltr"><span>Innovation is vital to standing out in the crowded ride-hailing market. A modern taxi booking app should offer more than basic booking features; it should provide a smooth digital experience. Features like real-time GPS tracking, AI-driven route optimization, dynamic pricing, and ride scheduling improve the app's overall functionality.</span></p>
<p dir="ltr"><span>Furthermore, incorporating technologies like cloud computing and data analytics enables businesses to run operations smoothly. These innovations boost driver performance, cut down wait times, and ensure customer satisfaction. A forward-thinking approach helps keep the app competitive and scalable over time.</span></p>
<h3 dir="ltr"><span>Key Features of a Modern Taxi Booking App</span></h3>
<p dir="ltr"><span>An effective taxi booking app should cater to both users and drivers. For users, features like simple registration, instant booking, fare estimates, and various payment options are crucial. For drivers, the app should include trip management, earnings tracking, and navigation support.</span></p>
<p dir="ltr"><span>Safety features such as SOS buttons, ride-sharing information, and driver verification create an extra layer of trust. Admin panels are essential for managing the system, including user data, ride history, and payments. Together, these features form a supportive ecosystem that ensures smooth and efficient operations.</span></p>
<h3 dir="ltr"><span>Choosing the Right Development Partner</span></h3>
<p dir="ltr"><span>Picking the right taxi booking app development firm is key to building a successful platform. An experienced partner understands market trends, user behavior, and technical needs. They provide custom solutions that meet business goals and secure a strong return on investment.</span></p>
<p dir="ltr"><span>Dinoustech is a respected name in this field, recognized for offering innovative and scalable taxi booking app solutions. With a strong emphasis on quality and user experience, Dinoustech helps businesses create impactful apps that address modern mobility needs.</span></p>
<h3 dir="ltr"><span>Enhancing User Experience and Engagement</span></h3>
<p dir="ltr"><span>User experience is crucial for determining the success of a taxi booking app. A clean, intuitive interface helps users navigate the app smoothly. Quick loading times and seamless performance further improve the experience.</span></p>
<p dir="ltr"><span>Personalization is also essential for user engagement. Features like ride history, preferred locations, and tailored offers make the app more user-friendly. By prioritizing user satisfaction, businesses can foster long-term relationships and enhance customer retention.</span></p>
<h3 dir="ltr"><span>Scalability and Future Growth</span></h3>
<p dir="ltr"><span>As demand for taxi services increases, the app must manage growing traffic and expanding operations. Scalability is a vital part of modern app development, allowing businesses to introduce new features and services without sacrificing performance.</span></p>
<p dir="ltr"><span>Dinoustech specializes in creating scalable solutions that support business growth. Their expertise ensures that the app can respond to changing market demands and technological changes, making it a platform ready for the future.</span></p>
<h3 dir="ltr"><span>Conclusion</span></h3>
<p dir="ltr"><span>The rise of digital mobility solutions has made taxi booking apps essential in modern transportation. To thrive in this competitive industry, businesses need a creative taxi booking app development company that can provide customized and scalable solutions.</span></p>
<p dir="ltr"><span>By choosing the right partner, you can develop a feature-rich and user-friendly platform that meets today's users' needs. Dinoustech is a dependable provider of modern taxi booking app development services, helping businesses succeed in the changing mobility landscape.</span></p>]]> </content:encoded>
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<title>Sram Bike Parts: Transform Every Ride Into an Unforgettable Adventure</title>
<link>https://news.bangboxonline.com/sram-bike-parts-transform-every-ride-into-an-unforgettable-adventure</link>
<guid>https://news.bangboxonline.com/sram-bike-parts-transform-every-ride-into-an-unforgettable-adventure</guid>
<description><![CDATA[ Shop SRAM bike parts at Carson City Bike Shop for reliable performance and precision engineering. Find high-quality SRAM components, including brakes, rotors, and drivetrain parts for mountain bikes, road bikes, and e-bikes. Upgrade your ride with trusted quality. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fdc5baef73.jpg" length="50897" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 16:05:08 +0500</pubDate>
<dc:creator>Conceptelectricbikes</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Cycling is no longer just a hobby; it is a passion that demands performance, precision, and reliability. Every rider dreams of smoother shifting, exceptional control, and a bike that responds instantly to every move. That is exactly why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/products/brake-part-sram-disc-rotor-180-20-c-line-6b-rounded"><b>Sram bike parts</b></a></span></strong> have become the first choice for enthusiasts seeking an extraordinary riding experience. The right components can completely transform the way your bike performs, turning ordinary rides into thrilling adventures.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Unmatched Precision on Every Trail<o:p></o:p></b></p>
<p class="MsoNormal">Nothing is more frustrating than dealing with unreliable components during an important ride. Every second matters when you're tackling challenging terrain or climbing steep hills. High-quality bike components deliver seamless gear changes, greater efficiency, and the confidence to push your limits. Riders who invest in premium upgrades discover that better control and improved responsiveness make every journey significantly more enjoyable.<o:p></o:p></p>
<p class="MsoNormal"><b>The Secret Behind Superior Mountain Performance<o:p></o:p></b></p>
<p class="MsoNormal">Mountain biking requires equipment that can withstand demanding conditions. A dependable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">rear derailleur for mountain bike</span></strong> setups ensures smooth transitions between gears even on rough and unpredictable trails. Precision engineering minimizes interruptions and keeps riders focused on conquering the path ahead. With reliable components, every climb feels easier and every descent becomes more exciting.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Serious Cyclists Refuse to Settle for Less<o:p></o:p></b></p>
<p class="MsoNormal">The difference between a good ride and an exceptional one often comes down to the quality of your bike parts. Modern riders understand that superior components contribute directly to speed, efficiency, and long-term durability. This is why experienced cyclists are constantly searching for upgrades that improve performance while reducing maintenance concerns. Every investment in premium equipment pays off through a better riding experience and increased confidence.<o:p></o:p></p>
<p class="MsoNormal"><b>Discover Performance Excellence with Concept Electric Bikes<o:p></o:p></b></p>
<p class="MsoNormal">At <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/"><b>Concept Electric Bikes</b></a></span></strong>, riders can explore a carefully selected range of premium cycling components designed to elevate every adventure. The focus is on delivering products that meet the highest standards of quality and performance. Whether you are a casual cyclist or a dedicated mountain biking enthusiast, finding the right parts can completely redefine your riding capabilities.<o:p></o:p></p>
<p class="MsoNormal"><b>Built for Riders Who Demand More<o:p></o:p></b></p>
<p class="MsoNormal">The growing popularity of <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Sram bike parts</span></strong> is no coincidence. These components are engineered to provide exceptional durability and precise functionality, making them ideal for riders who expect nothing but the best. Upgrading your bike is not simply about replacing worn-out parts; it is about unlocking your full potential and experiencing every ride with renewed excitement and confidence.<o:p></o:p></p>
<p class="MsoNormal"><b>Conquer Difficult Terrain Without Compromise<o:p></o:p></b></p>
<p class="MsoNormal">A reliable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">rear derailleur for mountain bike</span></strong> enthusiasts can make a remarkable difference during challenging rides. Smooth and accurate gear shifting allows cyclists to maintain momentum and tackle obstacles with ease. Riders who choose premium components enjoy better performance in varying conditions, enabling them to push boundaries and explore trails they once considered impossible.<o:p></o:p></p>
<p class="MsoNormal"><b>The Perfect Time to Upgrade Is Right Now<o:p></o:p></b></p>
<p class="MsoNormal">Every day spent riding with outdated components is a missed opportunity to enjoy the full potential of your bicycle. Technology continues to evolve, and modern upgrades offer remarkable improvements in comfort, efficiency, and performance. Waiting too long means missing out on the exhilarating feeling that comes from riding a perfectly optimized bike. The demand for premium cycling equipment continues to rise, making this the ideal moment to enhance your setup.<o:p></o:p></p>
<p class="MsoNormal"><b>A Trusted Destination for Premium Cycling Components<o:p></o:p></b></p>
<p class="MsoNormal">Cyclists looking for quality and reliability consistently turn to <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong> for products that deliver exceptional results. The right upgrades not only improve performance but also extend the lifespan of your bike, providing incredible value over time. Every component is an investment in more enjoyable rides, greater confidence, and unforgettable adventures on every trail.<o:p></o:p></p>
<p class="MsoNormal"><b>Ride Beyond Your Limits<o:p></o:p></b></p>
<p class="MsoNormal">The popularity of <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Sram bike parts</span></strong> continues to grow because riders understand the importance of precision and dependability. Similarly, a high-performing <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/collections/rear-derailleurs"><b>rear derailleur for mountain bike</b></a></span></strong> applications can redefine how your bicycle handles demanding conditions. There has never been a better time to embrace superior cycling technology and experience the thrill of riding with equipment designed for excellence.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/collections/mountain">mountain bike part</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/lock-kry-chain-ny-fahgettaboudit-1410-35fx14mm-wny-disc">New york chain kryptonite</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/">Bicycle shops in carson city nv</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Shimano Grease: The Secret to a Smoother and Longer&#45;Lasting Ride</title>
<link>https://news.bangboxonline.com/shimano-grease-the-secret-to-a-smoother-and-longer-lasting-ride</link>
<guid>https://news.bangboxonline.com/shimano-grease-the-secret-to-a-smoother-and-longer-lasting-ride</guid>
<description><![CDATA[ Buy Shimano grease from Carson City Bike Shop for smooth and long-lasting bike performance. This excellent grease for bearings, hubs, and parts reduces friction, prevents wear, and prevents rust for road, MTB, and e-bikes. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fd7a261d43.jpg" length="22534" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 15:49:47 +0500</pubDate>
<dc:creator>Conceptelectricbikes</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">Cyclists often spend thousands on premium bikes yet overlook one crucial detail that determines performance and longevity—proper lubrication. <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/products/lube-shi-grease-roller-brake-100g-alta"><b>Shimano grease</b></a></span></strong> is the hidden hero that keeps your bicycle components running effortlessly, reducing wear and ensuring every ride feels smooth and responsive. Whether you're a daily commuter or a long-distance adventurer, investing in high-quality maintenance products can transform your cycling experience.<o:p></o:p></p>
<p class="MsoNormal">At <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong>, riders are discovering how professional-grade bicycle care can dramatically improve performance and extend the life of their prized machines.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Your Bicycle Deserves Premium Care<o:p></o:p></b></p>
<p class="MsoNormal">Your bicycle faces constant exposure to dust, moisture, rough roads, and changing weather conditions. Without proper maintenance, bearings and moving parts can wear out quickly, resulting in expensive repairs and disappointing performance.<o:p></o:p></p>
<p class="MsoNormal">Using the right lubrication products prevents friction and corrosion while keeping components functioning at their peak. This attention to detail means fewer mechanical issues, smoother pedaling, and enhanced reliability during every journey. The difference becomes even more noticeable during long-distance rides where consistent performance matters the most.<o:p></o:p></p>
<p class="MsoNormal"><b>The Rising Demand for Touring Adventures<o:p></o:p></b></p>
<p class="MsoNormal">Cycling enthusiasts are embracing adventure like never before. Weekend escapes and multi-day journeys have made <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Touring bicycle equipment</span></strong> increasingly essential for riders seeking comfort and reliability. The right accessories and maintenance solutions help ensure that every trip remains enjoyable, regardless of distance or terrain.<o:p></o:p></p>
<p class="MsoNormal">A properly maintained bicycle is the foundation of every memorable tour. Reliable gears, smooth bearings, and responsive handling all contribute to a stress-free experience that allows riders to focus on the journey instead of worrying about unexpected mechanical problems.<o:p></o:p></p>
<p class="MsoNormal"><b>Unlock Maximum Performance from Every Component<o:p></o:p></b></p>
<p class="MsoNormal">Regular maintenance is more than just a routine task; it's an investment in your bicycle's future. Quality lubrication protects crucial components from excessive wear and keeps them operating efficiently under demanding conditions.<o:p></o:p></p>
<p class="MsoNormal">When cyclists neglect proper care, small issues can quickly escalate into major expenses. Preventive maintenance helps avoid unnecessary breakdowns and preserves the precision engineering that makes modern bicycles so enjoyable to ride. This simple practice can significantly increase the lifespan of your bike while maintaining its original performance.<o:p></o:p></p>
<p class="MsoNormal"><b>Prepare for Every Adventure with Confidence<o:p></o:p></b></p>
<p class="MsoNormal">Modern riders demand equipment that can handle challenging routes and extended journeys. That's why <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/collections/touring"><b>Touring bicycle equipment</b></a></span></strong> has become an important consideration for anyone planning long-distance cycling adventures. Combining dependable accessories with meticulous maintenance creates a bicycle that is ready for almost any challenge.<o:p></o:p></p>
<p class="MsoNormal">At <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/"><b>Concept Electric Bikes</b></a></span></strong>, enthusiasts can explore a carefully selected range of products designed to support both everyday riding and ambitious touring goals. Every solution is chosen with performance, durability, and rider satisfaction in mind.<o:p></o:p></p>
<p class="MsoNormal"><b>The Competitive Edge Every Cyclist Wants<o:p></o:p></b></p>
<p class="MsoNormal">There is a reason experienced cyclists prioritize proper lubrication and maintenance routines. <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Shimano grease</span></strong> delivers exceptional protection that helps components operate with remarkable smoothness and consistency. This attention to maintenance often makes the difference between an average ride and an extraordinary one.<o:p></o:p></p>
<p class="MsoNormal">Imagine gliding through winding roads with flawless gear shifts and minimal resistance. That level of performance is achievable when every component receives the care it deserves. Investing in quality products today can save significant repair costs and preserve your bicycle's value for years to come.<o:p></o:p></p>
<p class="MsoNormal"><b>The Perfect Partner for Serious Riders<o:p></o:p></b></p>
<p class="MsoNormal">Cycling is more than transportation; it is a passion, a lifestyle, and for many, a source of freedom and adventure. The growing popularity of <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Touring bicycle equipment</span></strong> reflects the increasing desire among riders to push boundaries and explore new destinations.<o:p></o:p></p>
<p class="MsoNormal">Reliable maintenance solutions complement these adventures by ensuring that bicycles remain dependable under demanding conditions. Whether planning a short countryside ride or an extended expedition, preparation and proper care can dramatically improve the overall experience.<o:p></o:p></p>
<p class="MsoNormal"><b>Don't Wait Until Problems Appear<o:p></o:p></b></p>
<p class="MsoNormal">Many cyclists only think about maintenance after something goes wrong. Unfortunately, by that point, the damage may already be done. Proactive care with <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Shimano grease</span></strong> helps protect essential components before wear and corrosion become costly issues.<o:p></o:p></p>
<p class="MsoNormal">This simple step can enhance efficiency, reduce friction, and provide peace of mind every time you head out for a ride. Smart cyclists understand that consistent maintenance is the key to unlocking better performance and enjoying countless trouble-free miles.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/chain-keeper">pedros chain keeper</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/chain-keeper">Racing bike brake pads</a></span><span style="mso-bidi-font-weight: bold;"><br></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/collections/replacement-parts">Replacement bike gears</a></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></b></p>]]> </content:encoded>
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<title>Ammonium Lauryl Sulphate Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook.</title>
<link>https://news.bangboxonline.com/Ammonium-Lauryl-Sulphate-Price</link>
<guid>https://news.bangboxonline.com/Ammonium-Lauryl-Sulphate-Price</guid>
<description><![CDATA[ Ammonium Lauryl Sulphate Price ]]></description>
<enclosure url="" length="22534" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 15:48:52 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Ammonium Lauryl Sulphate Price</media:keywords>
<content:encoded><![CDATA[<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:54,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1096}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:56,&quot;w&quot;:407,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1098}"><a href="https://www.chemanalyst.com/Pricing-data/ammonium-lauryl-sulphate-2446" bis_size="{&quot;x&quot;:8,&quot;y&quot;:56,&quot;w&quot;:407,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1098}">According to ChemAnalyst Ammonium Lauryl Sulphate Price</a></strong><span bis_size="{&quot;x&quot;:415,&quot;y&quot;:56,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:717,&quot;abs_y&quot;:1098}"> </span>trend in 2026 is expected to be influenced by raw material availability, surfactant demand from personal care and home care industries, manufacturing costs, transportation expenses, and global supply chain developments. Ammonium Lauryl Sulphate (ALS) is a widely used anionic surfactant known for its excellent foaming, cleansing, and emulsifying properties. It is commonly utilized in shampoos, body washes, facial cleansers, liquid soaps, and other personal care formulations. As global demand for hygiene and personal care products continues to expand, the market outlook for Ammonium Lauryl Sulphate remains positive, with pricing dynamics expected to reflect evolving industry conditions throughout 2026.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:172,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1214}">Overview of the Ammonium Lauryl Sulphate Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:209,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1251}">Ammonium Lauryl Sulphate is a sulfate-based surfactant derived from fatty alcohols and sulfuric acid. It is highly valued in the cosmetics and personal care industry for its ability to generate rich foam and effectively remove oils, dirt, and impurities from skin and hair.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:263,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1305}">The ingredient is commonly found in:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:297,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1339}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:297,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1339}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:297,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1339}">Shampoos</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:331,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1373}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:331,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1373}">Bath products</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:365,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1407}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:365,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1407}">Facial cleansers</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:399,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1441}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:399,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1441}">Liquid hand soaps</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:433,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1475}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:433,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1475}">Body washes</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:467,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1509}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:467,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:1509}">Industrial cleaning products</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:501,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1543}">Due to its widespread application across consumer and industrial products, monitoring the<span bis_size="{&quot;x&quot;:565,&quot;y&quot;:503,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:867,&quot;abs_y&quot;:1545}"> </span><strong bis_size="{&quot;x&quot;:569,&quot;y&quot;:503,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:871,&quot;abs_y&quot;:1545}">Ammonium Lauryl Sulphate Price</strong><span bis_size="{&quot;x&quot;:793,&quot;y&quot;:503,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1095,&quot;abs_y&quot;:1545}"> </span>has become increasingly important for manufacturers, suppliers, distributors, and procurement professionals.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:559,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1601}">Global Ammonium Lauryl Sulphate Price Trend Analysis</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:596,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1638}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:598,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:1640}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:598,&quot;w&quot;:266,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1640}">Ammonium Lauryl Sulphate Trend Price</strong><span bis_size="{&quot;x&quot;:343,&quot;y&quot;:598,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:645,&quot;abs_y&quot;:1640}"> </span>has experienced fluctuations in recent years due to changes in feedstock costs, energy prices, logistics expenses, and demand from downstream industries. Market conditions have also been affected by inflationary pressures, transportation challenges, and varying levels of consumer spending across regions.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:650,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1692}">In 2026, the<span bis_size="{&quot;x&quot;:81,&quot;y&quot;:652,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:1694}"> </span><strong bis_size="{&quot;x&quot;:85,&quot;y&quot;:652,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1694}">Ammonium Lauryl Sulphate Price</strong><span bis_size="{&quot;x&quot;:309,&quot;y&quot;:652,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:611,&quot;abs_y&quot;:1694}"> </span>is expected to remain moderately firm as demand from personal care and home care sectors continues to support market growth. Supply-demand balances and production economics will remain critical determinants of pricing movements.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:707,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1749}">Key Factors Influencing Ammonium Lauryl Sulphate Price</h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:745,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1787}">Raw Material Availability</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:781,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1823}">Raw material costs remain one of the primary factors affecting the<span bis_size="{&quot;x&quot;:415,&quot;y&quot;:783,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:717,&quot;abs_y&quot;:1825}"> </span><strong bis_size="{&quot;x&quot;:419,&quot;y&quot;:783,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:721,&quot;abs_y&quot;:1825}">Ammonium Lauryl Sulphate Price</strong>. The production of ALS depends on fatty alcohols, sulfur-based chemicals, and other feedstocks used during manufacturing.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:835,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1877}">Any fluctuations in feedstock availability or pricing can significantly influence production costs and ultimately impact market prices.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:872,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1914}">Manufacturing and Energy Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:908,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1950}">The production process for Ammonium Lauryl Sulphate requires chemical processing, energy consumption, quality control measures, and operational maintenance.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:942,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1984}">Rising electricity prices, fuel costs, labor expenses, and utility charges can increase manufacturing expenditures, influencing the overall<span bis_size="{&quot;x&quot;:843,&quot;y&quot;:944,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1145,&quot;abs_y&quot;:1986}"> </span><strong bis_size="{&quot;x&quot;:847,&quot;y&quot;:944,&quot;w&quot;:266,&quot;h&quot;:16,&quot;abs_x&quot;:1149,&quot;abs_y&quot;:1986}">Ammonium Lauryl Sulphate Trend Price</strong><span bis_size="{&quot;x&quot;:1113,&quot;y&quot;:944,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1415,&quot;abs_y&quot;:1986}"> </span>during 2026.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:978,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2020}">Personal Care Industry Demand</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1015,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2057}">The personal care industry remains the largest consumer of Ammonium Lauryl Sulphate globally. Growing demand for shampoos, body washes, facial cleansers, and hygiene products continues to drive market consumption.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1069,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2111}">As consumers increasingly prioritize personal hygiene and wellness, manufacturers are expanding production capacities to meet rising demand, supporting the<span bis_size="{&quot;x&quot;:990,&quot;y&quot;:1071,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1292,&quot;abs_y&quot;:2113}"> </span><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1071,&quot;w&quot;:1172,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2113}">Ammonium Lauryl Sulphate Trend Market</strong>.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1125,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2167}">Home Care Sector Growth</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1162,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2204}">In addition to personal care applications, ALS is utilized in various household cleaning products. The expansion of the home care sector contributes significantly to market demand and helps maintain stable consumption levels.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1218,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2260}">Transportation and Logistics Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1254,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2296}">Global supply chains continue to play a major role in determining product pricing. Shipping costs, freight rates, fuel prices, and warehousing expenses all contribute to the final delivered cost of Ammonium Lauryl Sulphate.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1308,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2350}">Transportation disruptions or logistical bottlenecks can create temporary supply shortages and influence pricing trends.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1346,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2388}">North America Ammonium Lauryl Sulphate Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1383,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2425}">North America remains a major market for surfactants due to its large personal care and household products industries.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1417,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2459}">Several factors are expected to influence the<span bis_size="{&quot;x&quot;:285,&quot;y&quot;:1419,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:587,&quot;abs_y&quot;:2461}"> </span><strong bis_size="{&quot;x&quot;:288,&quot;y&quot;:1419,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:2461}">Ammonium Lauryl Sulphate Price</strong><span bis_size="{&quot;x&quot;:513,&quot;y&quot;:1419,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:815,&quot;abs_y&quot;:2461}"> </span>in the region during 2026:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1451,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2493}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1451,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2493}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1451,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2493}">Rising demand for personal care products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1485,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2527}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1485,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2527}">Consumer spending on premium beauty products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1519,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2561}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1519,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2561}">Manufacturing costs.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1553,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2595}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1553,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2595}">Logistics and distribution expenses.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1587,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2629}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1587,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2629}">Raw material procurement trends.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1621,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2663}">Strong consumer demand and continued innovation in personal care formulations are expected to support steady market growth.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1659,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2701}">Europe Ammonium Lauryl Sulphate Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1696,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2738}">Europe's personal care and cosmetics industry continues to be one of the largest globally. Demand for cleansing and hygiene products remains strong across both mature and emerging consumer segments.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1750,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2792}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:1752,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:2794}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:1752,&quot;w&quot;:266,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:2794}">Ammonium Lauryl Sulphate Trend Price</strong><span bis_size="{&quot;x&quot;:302,&quot;y&quot;:1752,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:604,&quot;abs_y&quot;:2794}"> </span>in Europe may be influenced by:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1784,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2826}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1784,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2826}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1784,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2826}">Cosmetic industry demand.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1818,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2860}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1818,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2860}">Sustainability initiatives.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1852,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2894}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1852,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2894}">Energy costs.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1886,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2928}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1886,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2928}">Regulatory compliance requirements.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1920,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2962}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1920,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2962}">Import and export activities.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1954,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2996}">Manufacturers continue investing in innovative formulations and product development, supporting stable demand for surfactant ingredients.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1991,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3033}">Track Real Time Prices Of Ammonium Lauryl Sulphate</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2029,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3071}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2031,&quot;w&quot;:683,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3073}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Ammonium%20Lauryl%20Sulphate" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2031,&quot;w&quot;:683,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3073}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Ammonium%20Lauryl%20Sulphate</a></strong></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2066,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3108}">Asia-Pacific Ammonium Lauryl Sulphate Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2104,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3146}">Asia-Pacific is expected to remain the fastest-growing region for Ammonium Lauryl Sulphate due to expanding populations, increasing disposable incomes, and rising awareness regarding personal hygiene.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2158,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3200}">Countries such as China, India, Japan, South Korea, and Southeast Asian nations continue experiencing strong growth in cosmetics and household care product manufacturing.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2192,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3234}">Key factors affecting the<span bis_size="{&quot;x&quot;:157,&quot;y&quot;:2194,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:459,&quot;abs_y&quot;:3236}"> </span><strong bis_size="{&quot;x&quot;:161,&quot;y&quot;:2194,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:463,&quot;abs_y&quot;:3236}">Ammonium Lauryl Sulphate Price</strong><span bis_size="{&quot;x&quot;:385,&quot;y&quot;:2194,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:687,&quot;abs_y&quot;:3236}"> </span>in Asia-Pacific include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2226,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3268}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2226,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3268}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2226,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3268}">Raw material availability.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2260,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3302}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2260,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3302}">Manufacturing capacity expansion.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2294,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3336}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2294,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3336}">Growing consumer demand.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2328,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3370}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2328,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3370}">Export activity.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2362,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3404}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2362,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3404}">Industrial production levels.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2396,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3438}">The region's strong manufacturing base and increasing domestic consumption are expected to support market growth throughout 2026.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2433,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3475}">Personal Care Industry Driving Market Demand</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2470,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3512}">The personal care industry remains the most significant contributor to the<span bis_size="{&quot;x&quot;:460,&quot;y&quot;:2472,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:762,&quot;abs_y&quot;:3514}"> </span><strong bis_size="{&quot;x&quot;:464,&quot;y&quot;:2472,&quot;w&quot;:276,&quot;h&quot;:16,&quot;abs_x&quot;:766,&quot;abs_y&quot;:3514}">Ammonium Lauryl Sulphate Trend Market</strong>.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2504,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3546}">ALS is extensively used in products such as:</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2541,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3583}">Shampoos</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2577,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3619}">Its excellent foaming and cleansing characteristics make it a preferred surfactant in shampoo formulations.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2614,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3656}">Body Washes</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2650,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3692}">Manufacturers utilize ALS to create rich lather and effective cleansing performance.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2686,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3728}">Facial Cleansers</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2723,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3765}">The ingredient helps remove impurities and excess oils while providing a pleasant user experience.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2759,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3801}">Liquid Soaps</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2795,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3837}">ALS is commonly incorporated into liquid hand soaps and hygiene products.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2829,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3871}">The growing demand for these products continues to support market expansion globally.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2867,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3909}">Home Care Applications Supporting Growth</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2904,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3946}">The home care industry represents another important market segment for Ammonium Lauryl Sulphate.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2938,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3980}">Applications include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2972,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4014}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2972,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4014}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2972,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4014}">Household cleaning solutions.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3006,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4048}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3006,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4048}">Surface cleaners.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3040,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4082}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3040,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4082}">Detergent formulations.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3074,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4116}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3074,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4116}">Multipurpose cleaning products.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3108,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4150}">Increasing consumer focus on cleanliness and sanitation continues to drive demand across residential and commercial sectors.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3146,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4188}">Consumer Trends Impacting the Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3183,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4225}">Several consumer trends are shaping the future of the<span bis_size="{&quot;x&quot;:342,&quot;y&quot;:3185,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:644,&quot;abs_y&quot;:4227}"> </span><strong bis_size="{&quot;x&quot;:346,&quot;y&quot;:3185,&quot;w&quot;:276,&quot;h&quot;:16,&quot;abs_x&quot;:648,&quot;abs_y&quot;:4227}">Ammonium Lauryl Sulphate Trend Market</strong>.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3220,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4262}">Rising Hygiene Awareness</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3256,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4298}">Consumers worldwide continue prioritizing personal hygiene and cleanliness, driving demand for cleansing products.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3292,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4334}">Premium Personal Care Products</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3329,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4371}">Growing interest in premium beauty and wellness products supports increased consumption of specialty surfactants.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3365,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4407}">Expanding E-Commerce Channels</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3401,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4443}">Online retail platforms are improving product accessibility and expanding market reach.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3438,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4480}">Urbanization and Lifestyle Changes</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3474,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4516}">Rapid urbanization and evolving lifestyles continue to increase spending on personal care and household products.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3512,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4554}">Supply Chain Challenges Affecting the Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3549,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4591}">Despite favorable growth prospects, several challenges may impact the<span bis_size="{&quot;x&quot;:450,&quot;y&quot;:3551,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:752,&quot;abs_y&quot;:4593}"> </span><strong bis_size="{&quot;x&quot;:453,&quot;y&quot;:3551,&quot;w&quot;:276,&quot;h&quot;:16,&quot;abs_x&quot;:755,&quot;abs_y&quot;:4593}">Ammonium Lauryl Sulphate Trend Market</strong>.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3585,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4627}">Feedstock Price Volatility</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3622,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4664}">Fluctuations in raw material costs can significantly affect production economics and pricing strategies.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3658,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4700}">Logistics Constraints</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3695,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4737}">Shipping delays and transportation disruptions may affect product availability and procurement planning.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3731,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4773}">Regulatory Compliance</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3767,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4809}">Manufacturers must comply with various safety, environmental, and quality standards, which may increase operational costs.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3804,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4846}">Competitive Surfactant Landscape</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3840,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4882}">Alternative surfactants and evolving formulation trends may create competitive pressures within the market.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3877,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4919}">Ammonium Lauryl Sulphate Price Forecast for 2026</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3915,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4957}">The overall<span bis_size="{&quot;x&quot;:77,&quot;y&quot;:3917,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:4959}"> </span><strong bis_size="{&quot;x&quot;:81,&quot;y&quot;:3917,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:4959}">Ammonium Lauryl Sulphate Price</strong><span bis_size="{&quot;x&quot;:305,&quot;y&quot;:3917,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:607,&quot;abs_y&quot;:4959}"> </span>forecast for 2026 suggests a stable to moderately firm market outlook. Demand from personal care and home care industries is expected to remain robust, supporting market stability.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3969,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5011}">Several factors are likely to support pricing levels:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4003,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5045}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4003,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5045}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4003,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5045}">Expanding personal care product demand.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4037,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5079}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4037,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5079}">Growth in household cleaning products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4071,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5113}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4071,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5113}">Rising manufacturing costs.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4105,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5147}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4105,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5147}">Increased logistics expenses.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4139,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5181}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4139,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5181}">Continued consumer spending on hygiene products.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4173,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5215}">However, improvements in supply chain efficiency and stable feedstock availability could help mitigate excessive price increases.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4207,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5249}">Market participants should closely monitor raw material trends, industrial demand patterns, and broader economic developments when evaluating procurement strategies.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4244,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5286}">Future Opportunities in the Ammonium Lauryl Sulphate Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4282,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5324}">The long-term outlook for the<span bis_size="{&quot;x&quot;:187,&quot;y&quot;:4284,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:489,&quot;abs_y&quot;:5326}"> </span><strong bis_size="{&quot;x&quot;:191,&quot;y&quot;:4284,&quot;w&quot;:276,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:5326}">Ammonium Lauryl Sulphate Trend Market</strong><span bis_size="{&quot;x&quot;:468,&quot;y&quot;:4284,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:770,&quot;abs_y&quot;:5326}"> </span>remains favorable due to several emerging opportunities.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4318,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5360}">Expansion of Personal Care Industry</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4354,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5396}">The global beauty and personal care sector continues to expand, creating sustained demand for surfactant ingredients.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4391,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5433}">Growth in Emerging Economies</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4427,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5469}">Developing countries are experiencing rising incomes and increasing consumption of hygiene and wellness products.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4464,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5506}">Product Innovation</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4500,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5542}">Manufacturers continue developing advanced formulations and specialized products to meet changing consumer preferences.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4536,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5578}">Increasing Focus on Hygiene</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4573,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5615}">Global awareness regarding personal and household hygiene remains a key growth driver for cleansing product markets.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4609,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5651}">Industrial Cleaning Applications</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4645,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5687}">Expanding industrial and institutional cleaning requirements may create additional opportunities for ALS consumption.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4683,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5725}">Conclusion</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4720,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5762}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:4722,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:5764}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:4722,&quot;w&quot;:224,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:5764}">Ammonium Lauryl Sulphate Price</strong><span bis_size="{&quot;x&quot;:301,&quot;y&quot;:4722,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:603,&quot;abs_y&quot;:5764}"> </span>outlook for 2026 remains supported by strong demand from personal care, cosmetics, and home care industries. Factors such as raw material availability, manufacturing costs, transportation expenses, and consumer demand trends will continue shaping market performance throughout the year.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4774,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5816}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:4776,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:5818}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:4776,&quot;w&quot;:266,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:5818}"><a href="https://www.chemanalyst.com/Pricing-data/ammonium-lauryl-sulphate-2446" bis_size="{&quot;x&quot;:36,&quot;y&quot;:4776,&quot;w&quot;:266,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:5818}">Ammonium Lauryl Sulphate Trend Price</a></strong> is expected to witness moderate fluctuations depending on regional supply-demand balances and economic conditions. Meanwhile, the<span bis_size="{&quot;x&quot;:27,&quot;y&quot;:4796,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:329,&quot;abs_y&quot;:5838}"> </span><strong bis_size="{&quot;x&quot;:31,&quot;y&quot;:4796,&quot;w&quot;:276,&quot;h&quot;:16,&quot;abs_x&quot;:333,&quot;abs_y&quot;:5838}">Ammonium Lauryl Sulphate Trend Market</strong><span bis_size="{&quot;x&quot;:308,&quot;y&quot;:4796,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:610,&quot;abs_y&quot;:5838}"> </span>is projected to maintain steady growth due to increasing hygiene awareness, expanding personal care product consumption, and rising demand for household cleaning solutions.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4848,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5890}">As consumer preferences continue evolving and global demand for hygiene products remains strong, Ammonium Lauryl Sulphate is expected to remain a vital ingredient within the surfactant industry, supporting long-term market expansion and sustained pricing relevance in the years ahead.</p>]]> </content:encoded>
</item>

<item>
<title>How Can Skylight Installation in Kingston Transform Your Living Space?</title>
<link>https://news.bangboxonline.com/how-can-skylight-installation-in-kingston-transform-your-living-space</link>
<guid>https://news.bangboxonline.com/how-can-skylight-installation-in-kingston-transform-your-living-space</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fd7ba10cd1.jpg" length="104223" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 15:45:22 +0500</pubDate>
<dc:creator>Miles Olsen</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:77,&quot;w&quot;:636,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1070}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:79,&quot;w&quot;:606,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1072}">Open air and golden hours fill walls with warmth nobody expects. Sunbeams stretch across floors, tricking eyes into seeing wider corners, deeper breaths. Light switches stay untouched when </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:583,&quot;y&quot;:99,&quot;w&quot;:31,&quot;h&quot;:16,&quot;abs_x&quot;:885,&quot;abs_y&quot;:1092}">skies</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:99,&quot;w&quot;:631,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1092}"> are clear. Above </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:88,&quot;y&quot;:119,&quot;w&quot;:14,&quot;h&quot;:16,&quot;abs_x&quot;:390,&quot;abs_y&quot;:1112}">us</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:119,&quot;w&quot;:616,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1112}"> though, gaps remain - dark spots no window reaches well enough. Roofs open their eyes instead, letting quiet rays slide down through high ceilings. Shadows shrink back slowly under such slow floods of glow.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:191,&quot;w&quot;:636,&quot;h&quot;:120,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1184}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:193,&quot;w&quot;:121,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1186}">Homeowners often </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:129,&quot;y&quot;:193,&quot;w&quot;:41,&quot;h&quot;:16,&quot;abs_x&quot;:431,&quot;abs_y&quot;:1186}">look at</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:170,&quot;y&quot;:193,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:472,&quot;abs_y&quot;:1186}"> </span><strong bis_size="{&quot;x&quot;:174,&quot;y&quot;:193,&quot;w&quot;:211,&quot;h&quot;:16,&quot;abs_x&quot;:476,&quot;abs_y&quot;:1186}"><a target="_blank" href="https://www.aschroofing.com/skylight-installation-kingston-nj" class="editor-rtfLink" rel="noopener" bis_size="{&quot;x&quot;:174,&quot;y&quot;:193,&quot;w&quot;:211,&quot;h&quot;:16,&quot;abs_x&quot;:476,&quot;abs_y&quot;:1186}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:174,&quot;y&quot;:193,&quot;w&quot;:211,&quot;h&quot;:16,&quot;abs_x&quot;:476,&quot;abs_y&quot;:1186}">skylight installation in Kingston</span></a></strong><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:386,&quot;y&quot;:193,&quot;w&quot;:175,&quot;h&quot;:16,&quot;abs_x&quot;:688,&quot;abs_y&quot;:1186}"> when they want to brighten </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:561,&quot;y&quot;:193,&quot;w&quot;:15,&quot;h&quot;:16,&quot;abs_x&quot;:863,&quot;abs_y&quot;:1186}">up</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:193,&quot;w&quot;:599,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1186}"> their space without changing much else.</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:213,&quot;w&quot;:632,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1206}"> Light pours in, cutting down on lamps during the day - this shift eases electricity use bit by bit. Comfort grows as rooms feel more open, almost breathing easier under natural glow. Some find mornings start softer, sunlight nudging them awake instead of alarms. Energy bills? They sometimes dip, especially where winter days are short and dim. </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:475,&quot;y&quot;:273,&quot;w&quot;:126,&quot;h&quot;:16,&quot;abs_x&quot;:777,&quot;abs_y&quot;:1266}">Living inside begins </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:601,&quot;y&quot;:273,&quot;w&quot;:41,&quot;h&quot;:16,&quot;abs_x&quot;:903,&quot;abs_y&quot;:1266}">feeling</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:293,&quot;w&quot;:167,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1286}"> less boxed in, more tied to </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:175,&quot;y&quot;:293,&quot;w&quot;:49,&quot;h&quot;:16,&quot;abs_x&quot;:477,&quot;abs_y&quot;:1286}">weather</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:225,&quot;y&quot;:293,&quot;w&quot;:31,&quot;h&quot;:16,&quot;abs_x&quot;:527,&quot;abs_y&quot;:1286}"> and </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:256,&quot;y&quot;:293,&quot;w&quot;:21,&quot;h&quot;:16,&quot;abs_x&quot;:558,&quot;abs_y&quot;:1286}">sky</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:277,&quot;y&quot;:293,&quot;w&quot;:45,&quot;h&quot;:16,&quot;abs_x&quot;:579,&quot;abs_y&quot;:1286}"> above.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:328,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1321}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:326,&quot;w&quot;:262,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1319}">More natural light at home</span></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:366,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1359}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:368,&quot;w&quot;:628,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1361}">Open spaces feel brighter when daylight pours in from above. Roof placements let these glass panels pull in sunbeams at odd hours, unlike wall windows stuck on one side. Light slips through at steeper paths, reaching corners usually left dim.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:440,&quot;w&quot;:636,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1433}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:442,&quot;w&quot;:614,&quot;h&quot;:96,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1435}">Light spills into corners once shadowed, changing how a space feels. Where halls were narrow and dim, brightness stretches out instead. Bathrooms gain clarity, kitchens hum with natural glow, while top-floor rooms lose their closed-in weight. Daylight reshapes these areas, not just visually but in mood. A shift happens slowly - walls seem farther apart, ceilings lift without moving. People notice it right away, even if they cannot name what changed.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:557,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1550}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:555,&quot;w&quot;:317,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1548}">Making Small Areas Feel Bigger</span></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:595,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1588}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:597,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1590}">Out of nowhere, sunlight </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:163,&quot;y&quot;:597,&quot;w&quot;:84,&quot;h&quot;:16,&quot;abs_x&quot;:465,&quot;abs_y&quot;:1590}">shifts the way</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:248,&quot;y&quot;:597,&quot;w&quot;:94,&quot;h&quot;:16,&quot;abs_x&quot;:550,&quot;abs_y&quot;:1590}"> we see indoor </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:343,&quot;y&quot;:597,&quot;w&quot;:35,&quot;h&quot;:16,&quot;abs_x&quot;:645,&quot;abs_y&quot;:1590}">areas</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:378,&quot;y&quot;:597,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:680,&quot;abs_y&quot;:1590}">.</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:597,&quot;w&quot;:634,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1590}"> Rooms flooded with daylight seem bigger - almost like they stretch beyond their actual walls - even if nothing about size changes at all.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:649,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1642}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:651,&quot;w&quot;:632,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1644}">Open spaces feel larger when light fills the corners, especially in compact areas where a new skylight makes all the difference. Comfort grows quietly as daylight spreads through the room, softening edges that once felt closed off - no walls need moving.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:726,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1719}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:724,&quot;w&quot;:285,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1717}">Less Need for Artificial Light</span></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:764,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1757}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:766,&quot;w&quot;:617,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1759}">Most homes keep lights on all day long, particularly where sunshine is scarce. Because of skylights, less artificial light gets used when the sun's out. </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:306,&quot;y&quot;:786,&quot;w&quot;:219,&quot;h&quot;:16,&quot;abs_x&quot;:608,&quot;abs_y&quot;:1779}">These openings let steady daylight </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:525,&quot;y&quot;:786,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:827,&quot;abs_y&quot;:1779}">inside</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:562,&quot;y&quot;:786,&quot;w&quot;:7,&quot;h&quot;:16,&quot;abs_x&quot;:864,&quot;abs_y&quot;:1779}">, </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:786,&quot;w&quot;:603,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1779}">cutting down on</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:60,&quot;y&quot;:806,&quot;w&quot;:108,&quot;h&quot;:16,&quot;abs_x&quot;:362,&quot;abs_y&quot;:1799}"> electricity needs.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:838,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1831}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:840,&quot;w&quot;:598,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1833}">When daylight fills the rooms, people often leave lamps off. Because of that, electricity use drops through fewer bulbs burning. A space lit by </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:274,&quot;y&quot;:860,&quot;w&quot;:22,&quot;h&quot;:16,&quot;abs_x&quot;:576,&quot;abs_y&quot;:1853}">sun</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:860,&quot;w&quot;:631,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1853}"> feels easier to be in, somehow softer than one glowing with wires and switches.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:915,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1908}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:913,&quot;w&quot;:397,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1906}">Improving air movement and ventilation</span></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:952,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1945}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:954,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1947}">Openings in certain skylights </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:190,&quot;y&quot;:954,&quot;w&quot;:14,&quot;h&quot;:16,&quot;abs_x&quot;:492,&quot;abs_y&quot;:1947}">let</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:204,&quot;y&quot;:954,&quot;w&quot;:58,&quot;h&quot;:16,&quot;abs_x&quot;:506,&quot;abs_y&quot;:1947}"> fresh air </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:263,&quot;y&quot;:954,&quot;w&quot;:34,&quot;h&quot;:16,&quot;abs_x&quot;:565,&quot;abs_y&quot;:1947}">move</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:297,&quot;y&quot;:954,&quot;w&quot;:284,&quot;h&quot;:16,&quot;abs_x&quot;:599,&quot;abs_y&quot;:1947}"> through a room whenever someone chooses.</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:582,&quot;y&quot;:954,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:884,&quot;abs_y&quot;:1947}"> </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:585,&quot;y&quot;:954,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:887,&quot;abs_y&quot;:1947}">These </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:974,&quot;w&quot;:49,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1967}">types of</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:57,&quot;y&quot;:974,&quot;w&quot;:574,&quot;h&quot;:16,&quot;abs_x&quot;:359,&quot;abs_y&quot;:1967}"> units boost indoor circulation, helping homes breathe easier without relying on fans or ducts.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1006,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1999}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1008,&quot;w&quot;:90,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2001}">Up high, warm</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:98,&quot;y&quot;:1008,&quot;w&quot;:23,&quot;h&quot;:16,&quot;abs_x&quot;:400,&quot;abs_y&quot;:2001}"> air </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:121,&quot;y&quot;:1008,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:423,&quot;abs_y&quot;:2001}">drifts upward</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1008,&quot;w&quot;:633,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2001}">, so skylights offer a clear path for hot air to escape when temperatures climb.</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:44,&quot;y&quot;:1028,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:346,&quot;abs_y&quot;:2021}"> </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1028,&quot;w&quot;:102,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2021}">Because airflow </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:151,&quot;y&quot;:1028,&quot;w&quot;:76,&quot;h&quot;:16,&quot;abs_x&quot;:453,&quot;abs_y&quot;:2021}">gets a boost</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:227,&quot;y&quot;:1028,&quot;w&quot;:276,&quot;h&quot;:16,&quot;abs_x&quot;:529,&quot;abs_y&quot;:2021}">, rooms often stay more comfortable without </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:503,&quot;y&quot;:1028,&quot;w&quot;:49,&quot;h&quot;:16,&quot;abs_x&quot;:805,&quot;abs_y&quot;:2021}">needing</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1028,&quot;w&quot;:624,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2021}"> constant AC use, depending on conditions.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1084,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2077}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1082,&quot;w&quot;:288,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2075}">Adding Architectural Interest</span></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1121,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2114}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1123,&quot;w&quot;:607,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2116}">Windows in the roof do more than just let light in. They change how a space feels by drawing eyes upward. A well-placed one turns an ordinary ceiling into something worth noticing. Light shifts throughout the day, adding movement others miss.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1195,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2188}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1197,&quot;w&quot;:611,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2190}">Light pouring in from above can change how walls and shapes feel inside a room. A skylight, sitting high on the roof, draws eyes upward instead of across. When </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:391,&quot;y&quot;:1217,&quot;w&quot;:22,&quot;h&quot;:16,&quot;abs_x&quot;:693,&quot;abs_y&quot;:2210}">sun</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1217,&quot;w&quot;:631,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2210}"> cuts through in older houses or new builds alike, spaces gain depth without effort. It isn’t just brightness - it reshapes how rooms are seen moment by moment.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1293,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2286}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1291,&quot;w&quot;:283,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2284}">Improving Energy Efficiency</span></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1330,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2323}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1332,&quot;w&quot;:629,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2325}">Built into today’s roof windows are smart upgrades that weren’t around just a decade ago. Some now feature tight-sealed glass paired with slim layers designed to trap warmth during winter. These tweaks slow down heat loss while keeping rooms cool when summer rolls in.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1404,&quot;w&quot;:636,&quot;h&quot;:140,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2397}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1406,&quot;w&quot;:627,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2399}">Most folks find that picking the right skylight helps cut down on power bills. Those looking into skylight installation </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:78,&quot;y&quot;:1426,&quot;w&quot;:54,&quot;h&quot;:16,&quot;abs_x&quot;:380,&quot;abs_y&quot;:2419}">Kingston</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1426,&quot;w&quot;:630,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2419}"> tend to like how much sunlight comes through without sacrificing warmth during colder months. Though quality matters, even basic models today manage light and temperature better than older versions ever did. A well-placed unit lets brightness fill a room while keeping heat where it should be. </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:76,&quot;y&quot;:1486,&quot;w&quot;:382,&quot;h&quot;:16,&quot;abs_x&quot;:378,&quot;abs_y&quot;:2479}">Some worry about leaks, yet proper setup reduces such risks </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:459,&quot;y&quot;:1486,&quot;w&quot;:71,&quot;h&quot;:16,&quot;abs_x&quot;:761,&quot;abs_y&quot;:2479}">significantly</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:530,&quot;y&quot;:1486,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:832,&quot;abs_y&quot;:2479}">.</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1486,&quot;w&quot;:623,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2479}"> Over time, less reliance on lamps and ceiling fixtures adds up. Even cloudy days bring in more </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:498,&quot;y&quot;:1506,&quot;w&quot;:110,&quot;h&quot;:16,&quot;abs_x&quot;:800,&quot;abs_y&quot;:2499}">glow compared to</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1526,&quot;w&quot;:469,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2519}"> window-only spaces. Not every roof suits these additions, but when they fit, </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:477,&quot;y&quot;:1526,&quot;w&quot;:41,&quot;h&quot;:16,&quot;abs_x&quot;:779,&quot;abs_y&quot;:2519}">results</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:518,&quot;y&quot;:1526,&quot;w&quot;:96,&quot;h&quot;:16,&quot;abs_x&quot;:820,&quot;abs_y&quot;:2519}"> usually please.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1561,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2554}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1559,&quot;w&quot;:398,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2552}">Linking Inside Areas to Outdoor Spaces</span></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1599,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2592}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1601,&quot;w&quot;:606,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2594}">Looking up through skylights brings shifting skies into view - clouds on the move, rain just starting, winter light soft on walls. Home stays quiet when eyes follow daylight stretching across floors. Windows overhead tie rooms to nature without needing steps outside. Sky changes </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:527,&quot;y&quot;:1641,&quot;w&quot;:30,&quot;h&quot;:16,&quot;abs_x&quot;:829,&quot;abs_y&quot;:2634}">color</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:558,&quot;y&quot;:1641,&quot;w&quot;:79,&quot;h&quot;:16,&quot;abs_x&quot;:860,&quot;abs_y&quot;:2634}">; mood shifts </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1661,&quot;w&quot;:27,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2654}">slow</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:35,&quot;y&quot;:1661,&quot;w&quot;:214,&quot;h&quot;:16,&quot;abs_x&quot;:337,&quot;abs_y&quot;:2654}">, like dusk settling behind rooftops.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1693,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2686}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1695,&quot;w&quot;:631,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2688}">Windows letting in sunlight can make rooms feel more alive. Some people notice they breathe easier when they see treetops through a glass pane above. Light from the sky slips into corners where lamps rarely reach. A glance upward during chores sometimes softens the mood. Open sightlines to clouds passively reset attention spans. Rooms with roof windows tend to hum with quieter energy.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1790,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2783}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1788,&quot;w&quot;:292,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2781}">Experienced Roofers at Work</span></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1828,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2821}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1830,&quot;w&quot;:85,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2823}">Skylights join </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:93,&quot;y&quot;:1830,&quot;w&quot;:27,&quot;h&quot;:16,&quot;abs_x&quot;:395,&quot;abs_y&quot;:2823}">right</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:120,&quot;y&quot;:1830,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:422,&quot;abs_y&quot;:2823}"> into the roof, so how they're </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:300,&quot;y&quot;:1830,&quot;w&quot;:34,&quot;h&quot;:16,&quot;abs_x&quot;:602,&quot;abs_y&quot;:2823}">put in</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:334,&quot;y&quot;:1830,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:636,&quot;abs_y&quot;:2823}"> really matters over time.</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1830,&quot;w&quot;:623,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2823}"> Water seals need care just like flashings do. Structure checks make sure everything holds up well.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1882,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2875}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1884,&quot;w&quot;:34,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2877}">Most </span><strong bis_size="{&quot;x&quot;:42,&quot;y&quot;:1884,&quot;w&quot;:112,&quot;h&quot;:16,&quot;abs_x&quot;:344,&quot;abs_y&quot;:2877}"><a target="_blank" href="https://www.aschroofing.com/" class="editor-rtfLink" rel="noopener" bis_size="{&quot;x&quot;:42,&quot;y&quot;:1884,&quot;w&quot;:112,&quot;h&quot;:16,&quot;abs_x&quot;:344,&quot;abs_y&quot;:2877}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:42,&quot;y&quot;:1884,&quot;w&quot;:112,&quot;h&quot;:16,&quot;abs_x&quot;:344,&quot;abs_y&quot;:2877}">top-rated roofers</span></a></strong><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1884,&quot;w&quot;:613,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2877}"> focus on detailed prep work - this keeps roofs tight and leak-free over time. When it comes to skylights, skilled hands make the difference between long-term value and hidden water damage risks.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1959,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2952}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1957,&quot;w&quot;:408,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2950}">Increase Home Attractiveness and Worth</span></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1997,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2990}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1999,&quot;w&quot;:608,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2992}">Open spaces filled with sunlight tend to stand out when people look at homes. A room flooded with daylight somehow feels larger, more welcoming </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:306,&quot;y&quot;:2019,&quot;w&quot;:44,&quot;h&quot;:16,&quot;abs_x&quot;:608,&quot;abs_y&quot;:3012}">without</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:350,&quot;y&quot;:2019,&quot;w&quot;:42,&quot;h&quot;:16,&quot;abs_x&quot;:652,&quot;abs_y&quot;:3012}"> trying.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2051,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3044}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2053,&quot;w&quot;:615,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3046}">Home charm often gets a quiet boost from well-placed skylights. Though markets vary widely, some owners find these additions pay off by blending usefulness with visual lift. Light shifts differently through them, changing how spaces feel without effort.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2128,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3121}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2126,&quot;w&quot;:106,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3119}">Long Term</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:114,&quot;y&quot;:2126,&quot;w&quot;:129,&quot;h&quot;:23,&quot;abs_x&quot;:416,&quot;abs_y&quot;:3119}"> Advantages </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:244,&quot;y&quot;:2126,&quot;w&quot;:49,&quot;h&quot;:23,&quot;abs_x&quot;:546,&quot;abs_y&quot;:3119}">After</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:293,&quot;y&quot;:2126,&quot;w&quot;:176,&quot;h&quot;:23,&quot;abs_x&quot;:595,&quot;abs_y&quot;:3119}"> Adding Skylights</span></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2165,&quot;w&quot;:636,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3158}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2167,&quot;w&quot;:322,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3160}">Openings in the roof do more than brighten a room. </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:330,&quot;y&quot;:2167,&quot;w&quot;:160,&quot;h&quot;:16,&quot;abs_x&quot;:632,&quot;abs_y&quot;:3160}">Light fills the space when </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:490,&quot;y&quot;:2167,&quot;w&quot;:22,&quot;h&quot;:16,&quot;abs_x&quot;:792,&quot;abs_y&quot;:3160}">sun</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2167,&quot;w&quot;:618,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3160}"> climbs high, while fresh air moves through as </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:177,&quot;y&quot;:2187,&quot;w&quot;:88,&quot;h&quot;:16,&quot;abs_x&quot;:479,&quot;abs_y&quot;:3180}">windows open</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:266,&quot;y&quot;:2187,&quot;w&quot;:45,&quot;h&quot;:16,&quot;abs_x&quot;:568,&quot;abs_y&quot;:3180}"> above.</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:312,&quot;y&quot;:2187,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:614,&quot;abs_y&quot;:3180}"> </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2187,&quot;w&quot;:621,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3180}">Electric lamps stay off longer during daytime hours because natural </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:111,&quot;y&quot;:2207,&quot;w&quot;:65,&quot;h&quot;:16,&quot;abs_x&quot;:413,&quot;abs_y&quot;:3200}">rays reach</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:176,&quot;y&quot;:2207,&quot;w&quot;:51,&quot;h&quot;:16,&quot;abs_x&quot;:478,&quot;abs_y&quot;:3200}"> deeper </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:228,&quot;y&quot;:2207,&quot;w&quot;:36,&quot;h&quot;:16,&quot;abs_x&quot;:530,&quot;abs_y&quot;:3200}">inside</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:264,&quot;y&quot;:2207,&quot;w&quot;:38,&quot;h&quot;:16,&quot;abs_x&quot;:566,&quot;abs_y&quot;:3200}"> walls.</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:303,&quot;y&quot;:2207,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:605,&quot;abs_y&quot;:3200}"> </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2207,&quot;w&quot;:600,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3200}">A sense of being near nature grows quietly, even when standing indoors, simply by looking up at sky changes </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:383,&quot;y&quot;:2227,&quot;w&quot;:41,&quot;h&quot;:16,&quot;abs_x&quot;:685,&quot;abs_y&quot;:3220}">across</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:424,&quot;y&quot;:2227,&quot;w&quot;:56,&quot;h&quot;:16,&quot;abs_x&quot;:726,&quot;abs_y&quot;:3220}"> minutes.</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2227,&quot;w&quot;:634,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3220}"> Each element blends into how </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:37,&quot;y&quot;:2247,&quot;w&quot;:46,&quot;h&quot;:16,&quot;abs_x&quot;:339,&quot;abs_y&quot;:3240}">comfort</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:84,&quot;y&quot;:2247,&quot;w&quot;:156,&quot;h&quot;:16,&quot;abs_x&quot;:386,&quot;abs_y&quot;:3240}"> feels throughout the day.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2279,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3272}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2281,&quot;w&quot;:80,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3274}">Most trusted </span><strong bis_size="{&quot;x&quot;:88,&quot;y&quot;:2281,&quot;w&quot;:27,&quot;h&quot;:16,&quot;abs_x&quot;:390,&quot;abs_y&quot;:3274}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:88,&quot;y&quot;:2281,&quot;w&quot;:27,&quot;h&quot;:16,&quot;abs_x&quot;:390,&quot;abs_y&quot;:3274}">roof</span></strong><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:116,&quot;y&quot;:2281,&quot;w&quot;:53,&quot;h&quot;:16,&quot;abs_x&quot;:418,&quot;abs_y&quot;:3274}"> experts </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:169,&quot;y&quot;:2281,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:471,&quot;abs_y&quot;:3274}">suggest looking into</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2281,&quot;w&quot;:594,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3274}"> skylights when people want real improvements at home.</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2301,&quot;w&quot;:582,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3294}"> When set up right, these windows in the ceiling bring rewards that last a very long time. Homeowners find them useful year after year.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2357,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3350}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2355,&quot;w&quot;:114,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3348}">Conclusion</span></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2394,&quot;w&quot;:636,&quot;h&quot;:260,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3387}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2396,&quot;w&quot;:631,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3389}">Sunlight pours in where it's least expected, opening up corners that once felt closed off. Brightness spreads across ceilings and walls, changing how space is seen without moving a single wall. Fresh air finds its way inside when windows above let breezes drift down into still rooms. Rooms grow airy not just in size but in feeling, tricking the eye and calming the mind. Light during </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:480,&quot;y&quot;:2456,&quot;w&quot;:49,&quot;h&quot;:16,&quot;abs_x&quot;:782,&quot;abs_y&quot;:3449}">daytime</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2456,&quot;w&quot;:635,&quot;h&quot;:116,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3449}"> cuts the need for lamps burning hour after hour. Planning matters most - especially when placing glass overhead in Kingston homes built under shifting skies. Comfort shifts subtly, rising with warmth from daylight captured early each morning. Materials chosen wisely last longer than trends, resisting leaks and fading alike. Experts guide choices quietly, offering knowledge without promises too loud to trust. Value builds slowly over </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:121,&quot;y&quot;:2556,&quot;w&quot;:34,&quot;h&quot;:16,&quot;abs_x&quot;:423,&quot;abs_y&quot;:3549}">years</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2556,&quot;w&quot;:633,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3549}">, hidden at first beneath surface-level charm. Design gains depth when structure meets sunlight at sharp angles. Energy moves differently in homes shaped by smart openings above. Each detail fits together even if never spoken aloud - the tilt of a roof, the seal around glass, the silence after rain stops. Long days begin earlier here, ending later because shadows fall </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2636,&quot;w&quot;:35,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3629}">softer</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:43,&quot;y&quot;:2636,&quot;w&quot;:32,&quot;h&quot;:16,&quot;abs_x&quot;:345,&quot;abs_y&quot;:3629}"> now.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2672,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3665}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2670,&quot;w&quot;:283,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3663}">Frequently Asked Questions</span></h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2709,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3702}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2710,&quot;w&quot;:356,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3703}">1. Do skylights really make rooms feel larger?</span></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2746,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3739}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2748,&quot;w&quot;:608,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3741}">True enough. Sunlight pouring in tends to open up spaces, so ceilings feel higher and corners less cramped. </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:69,&quot;y&quot;:2768,&quot;w&quot;:161,&quot;h&quot;:16,&quot;abs_x&quot;:371,&quot;abs_y&quot;:3761}">A room filled with daylight </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:231,&quot;y&quot;:2768,&quot;w&quot;:21,&quot;h&quot;:16,&quot;abs_x&quot;:533,&quot;abs_y&quot;:3761}">just</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:253,&quot;y&quot;:2768,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:555,&quot;abs_y&quot;:3761}"> sits easier on the eyes.</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:400,&quot;y&quot;:2768,&quot;w&quot;:228,&quot;h&quot;:16,&quot;abs_x&quot;:702,&quot;abs_y&quot;:3761}"> It changes how you move through it, </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2788,&quot;w&quot;:21,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3781}">like</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:29,&quot;y&quot;:2788,&quot;w&quot;:582,&quot;h&quot;:16,&quot;abs_x&quot;:331,&quot;abs_y&quot;:3781}"> walls stepped back an inch or two. Light does that - shifts perception without touching a thing.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2822,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3815}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2823,&quot;w&quot;:363,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3816}">2. Can skylights help reduce electricity usage?</span></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2858,&quot;w&quot;:636,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3851}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2860,&quot;w&quot;:604,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3853}">When the sun is up, skylights let in enough light so rooms need fewer electric lights. This shift can mean less power used over time.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2915,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3908}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2916,&quot;w&quot;:339,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3909}">3. Are venting skylights worth considering?</span></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2951,&quot;w&quot;:636,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3944}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2953,&quot;w&quot;:596,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3946}">Open rooftop windows let hot air escape while pulling in fresh breezes - comfort rises when stale warmth moves out. A shift in air happens naturally, easing stuffiness without machines or effort. Warmth climbs and exits through these topside openings, leaving cooler flow behind.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3027,&quot;w&quot;:636,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4020}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3028,&quot;w&quot;:455,&quot;h&quot;:18,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4021}">4. Why is professional installation important for skylights?</span></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3064,&quot;w&quot;:636,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4057}"><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3066,&quot;w&quot;:626,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4059}">Starting right means getting things sealed tight when putting shingles down, so water stays out where it should. </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:67,&quot;y&quot;:3086,&quot;w&quot;:263,&quot;h&quot;:16,&quot;abs_x&quot;:369,&quot;abs_y&quot;:4079}">A trained person fits each piece into place </span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:330,&quot;y&quot;:3086,&quot;w&quot;:51,&quot;h&quot;:16,&quot;abs_x&quot;:632,&quot;abs_y&quot;:4079}">carefully</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:381,&quot;y&quot;:3086,&quot;w&quot;:243,&quot;h&quot;:16,&quot;abs_x&quot;:683,&quot;abs_y&quot;:4079}">, avoiding gaps that cause trouble later.</span><span data-preserver-spaces="true" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3106,&quot;w&quot;:633,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4099}"> Because mistakes hide in small spots, having someone who knows the layout makes a difference over time.</span></p>]]> </content:encoded>
</item>

<item>
<title>Switch from CPAP to BiPAP: When and Why You May Need BiPAP Therapy</title>
<link>https://news.bangboxonline.com/switch-from-cpap-to-bipap-when-and-why-you-may-need-bipap-therapy</link>
<guid>https://news.bangboxonline.com/switch-from-cpap-to-bipap-when-and-why-you-may-need-bipap-therapy</guid>
<description><![CDATA[ Switch from CPAP to BiPAP may improve comfort for people struggling with CPAP. Learn CPAP vs BiPAP differences, benefits, and signs you may need BiPAP therapy. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fd5e2aa717.jpg" length="85685" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 15:38:46 +0500</pubDate>
<dc:creator>Rajeev Anand</dc:creator>
<media:keywords>Switch from CPAP to BiPAP</media:keywords>
<content:encoded><![CDATA[<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Sleep is a fundamental component of a healthy lifestyle, however sleep-related breathing disorders can impact your sleep, vitality and wellbeing.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">Sleep apnea and other sleep disorders lead to noisy snoring, frequent waking, excessive daytime sleepiness and disrupted breathing during sleep.</span></span><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">CPAP is often the first line of treatment for people with OSA and can be a starting point for treatment.</span></span><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">But, some people may not find that CPAP treatment offers enough comfort or breathing support.</span></span><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">Under these circumstances, your physician might suggest Switch from CPAP to BiPAP.</span></span></span><o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">A BiPAP machine offers two levels of pressure, one for the patient's inhale and one for her exhale, and can help ease breathing for some patients.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">Patients may not understand the difference between CPAP vs BiPAP therapy and may want to learn why a change in therapy might be recommended, and what the benefits of BiPAP therapy are to improve sleep quality.</span></span></span><o:p></o:p></p>
<h2>What Is CPAP Therapy?<o:p></o:p></h2>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">One of the most popular treatments for OSA (Obstructive Sleep Apnea) is called Continuous Positive Airway Pressure (CPAP).</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(92.243 10.2865 3.83865); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">Together, a CPAP machine produces a steady stream of pressurized air through a mask during sleep.</span></span><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">This regular breathing keeps the airway open and does not cause pauses in breathing.</span></span></span><o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">CPAP therapy can be helpful and alleviate symptoms for many people, including:</span><o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l6 level1 lfo1; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Loud snoring</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l6 level1 lfo1; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Poor sleep quality</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l6 level1 lfo1; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Morning headaches</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l6 level1 lfo1; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Daytime sleepiness</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l6 level1 lfo1; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Breathing problems during sleep</span>.<o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">But during breathing, CPAP provides exactly the same pressure for both in and out.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">If higher pressure is required, it may be difficult for some patients to exhale against the constant pressure.</span></span></span><o:p></o:p></p>
<h2>What Is BiPAP Therapy?<o:p></o:p></h2>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">BiPAP (Bilevel Positive Airway Pressure) therapy is a therapy that operates on two pressure settings:</span><o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l8 level1 lfo2; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Higher pressure when you breathe in (inhalation)</span><o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l8 level1 lfo2; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Lower pressure when you breathe out (exhalation)</span><o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">This distinction can help make breathing easier and more comfortable for many patients.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">A BiPAP machine for sleep apnea can offer more breathing support for individuals who require more support than a CPAP machine can give.</span></span></span><o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Patients with certain sleep apneas, breathing problems, and those who need extra respiratory support are treated with BiPAP therapy.</span><o:p></o:p></p>
<h2>CPAP vs BiPAP: Understanding the Difference<o:p></o:p></h2>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">The primary difference between <a href="https://snk-globalconsultancy.com/our-products/"><strong>CPAP and BiPAP</strong></a> is the way that pressure is administered while breathing.</span><o:p></o:p></p>
<h3>CPAP Machine:<o:p></o:p></h3>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l7 level1 lfo3; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Delivers continuous pressure level</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l7 level1 lfo3; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Mainly used for obstructive sleep apnea</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l7 level1 lfo3; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Supports respiration while sleeping</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l7 level1 lfo3; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Can be used for many mild to moderate cases</span>.<o:p></o:p></p>
<h3>BiPAP Machine:<o:p></o:p></h3>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l9 level1 lfo4; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Has 2 levels of pressure</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l9 level1 lfo4; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Inhales and exhales with support as needed</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l9 level1 lfo4; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Supports patients who require increased pressure support</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l9 level1 lfo4; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Helps to make breathing easier for some people</span>.<o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">There is no clear-cut advantage to either CPAP vs BiPAP.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">The best choice is based on the patient's condition, breathing habits and sleep study findings, and the doctor's advice.</span></span></span><o:p></o:p></p>
<h2>Why Switch from CPAP to BiPAP?<o:p></o:p></h2>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Switch from CPAP to BiPAP might be considered if CPAP is not helping the patient and the patient requires more breathing assistance.</span><o:p></o:p></p>
<p>Some common reasons include:<o:p></o:p></p>
<h3>1. Difficulty Exhaling Against CPAP Pressure<o:p></o:p></h3>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Others simply do not want to wear a CPAP machine.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">During exhalation, BiPAP decreases pressure, which can help breathing to be easier.</span></span></span><o:p></o:p></p>
<h3>2. High CPAP Pressure Requirement<o:p></o:p></h3>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">For those with severe <a href="https://snk-globalconsultancy.com/our-services/"><strong>sleep apnea</strong></a>, the pressure level might need to be increased.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">CPAP can be uncomfortable at higher pressures and BiPAP can offer an alternative to a more comfortable feeling.</span></span></span><o:p></o:p></p>
<h3>3. CPAP Therapy Is Not Controlling Symptoms<o:p></o:p></h3>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">If symptoms persist despite regular use of CPAP, a physician may choose to assess if BiPAP therapy might be more effective in supporting a patient.</span><o:p></o:p></p>
<h3>4. Certain Breathing Conditions<o:p></o:p></h3>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">A few diseases of the respiratory system may need a bilevel pressure support (BPS) instead of CPAP.</span><o:p></o:p></p>
<h3>5. Improved Comfort and Compliance<o:p></o:p></h3>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Comfort is a key factor in a successful sleep therapy.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">Switching from CPAP to BiPAP can make it easier for a patient to use the machine nightly if they are having trouble with their CPAP.</span></span></span><o:p></o:p></p>
<h2>When to Use BiPAP Machine?<o:p></o:p></h2>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Many ask that is the time to use BiPAP machine than CPAP.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">When you might use a BiPAP machine:</span></span></span><o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">CPAP is not tolerated when it is not working.</span><o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">If additional pressure support is required</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">If a person experiences difficulties with breathing while asleep</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">If patient needs help with breathing in and out</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">When advised by a medical professional or sleep study after sleep problems are identified</span>.<o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Decision regarding the use of BiPAP typically is made by a healthcare provider based on symptoms, sleep test results and general health.</span><o:p></o:p></p>
<h2>Signs You Need BiPAP<o:p></o:p></h2>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">If you know what signs to look for, you'll be better prepared to talk to your doctor about the options for treating your sleep apnea with BiPAP.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">The following are some potential indicators:</span></span></span><o:p></o:p></p>
<h3>1. Feeling Tired Despite Using CPAP<o:p></o:p></h3>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Even when using CPAP regularly, people sometimes feel tired, have trouble focusing on tasks or lack energy during the day, and this can signal a need for CPAP evaluation.</span><o:p></o:p></p>
<h3>2. Difficulty Sleeping With CPAP<o:p></o:p></h3>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Others experience discomfort breathing out against the pressure of the CPAP machine or may not get used to it.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> </span><o:p></o:p></span></p>
<h3>3. Persistent Sleep Apnea Symptoms<o:p></o:p></h3>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">If the snoring continues or breathing stops or is impaired, or if you don't sleep well, your current treatment might need to be adjusted.</span><o:p></o:p></p>
<h3>4. Need for Higher Pressure Settings<o:p></o:p></h3>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">If you need a higher pressure to use your CPAP machine, your doctor may want to try BiPAP, which may be easier to use.</span><o:p></o:p></p>
<h3>5. Breathing Support Requirements<o:p></o:p></h3>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">BiPAP therapy can be used for patients who require greater ventilator support.</span><o:p></o:p></p>
<h2>Benefits of BiPAP Therapy<o:p></o:p></h2>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">A proper therapy can help to enhance sleep quality and functioning in everyday life.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">Some benefits of BiPAP therapy include:</span></span></span><o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Better night's sleep</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Less pressure on the airways during exhalation than with high pressure CPAP.</span><o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Improved treatment of some breathing disorders</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Improved sleep quality</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Better quality of sleep due to reduced sleep apnea symptoms</span>.<o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">An apnea machine called BiPAP may offer more personalized breathing support for those who have difficulty using a CPAP machine for sleep apnea.</span><o:p></o:p></p>
<h2>How Does a BiPAP Machine Work?<o:p></o:p></h2>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">A BiPAP machine provides pressure support based on the pattern of your breathing by using sensors.</span><o:p></o:p></p>
<p>During inhalation:<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l2 level1 lfo7; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">The machine gives a higher level of pressure to help maintaining the airway.</span><o:p></o:p></p>
<p>During exhalation:<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l0 level1 lfo8; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">The pressure decreases, making breathing easier outwards.</span><o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">This pressure gap decreases the effort needed for breathing and can help to make sleep more comfortable.</span><o:p></o:p></p>
<h2>Is BiPAP Better Than CPAP?<o:p></o:p></h2>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">This varies on a case-by-case basis.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">CPAP works for a lot of people who have obstructive sleep apnea, and BiPAP may work for people who require more assistance.</span></span></span><o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">The choice of CPAP or BiPAP should depend upon:</span><o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l10 level1 lfo9; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Sleep study results</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l10 level1 lfo9; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">The amount of oxygen deprivation or lack of breathing during sleep.</span><o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l10 level1 lfo9; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Breathing patterns.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l10 level1 lfo9; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Have confidence in ongoing treatment</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l10 level1 lfo9; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Doctor’s recommendation</span>.<o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">A BiPAP machine is not necessarily a CPAP machine; it is another therapy option that can be used for certain needs.</span><o:p></o:p></p>
<h2>What Happens During the Switch from CPAP to BiPAP?<o:p></o:p></h2>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">An oral doctor's prescription to change the therapy typically involves:</span><o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l4 level1 lfo10; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="mso-list: Ignore;">1.<span style="font: 7.0pt 'Times New Roman';">     </span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">You should always examine your existing CPAP data.</span><o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l4 level1 lfo10; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="mso-list: Ignore;">2.<span style="font: 7.0pt 'Times New Roman';">     </span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Checking your sleep study reports</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l4 level1 lfo10; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="mso-list: Ignore;">3.<span style="font: 7.0pt 'Times New Roman';">     </span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Adjusting pressure settings</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l4 level1 lfo10; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="mso-list: Ignore;">4.<span style="font: 7.0pt 'Times New Roman';">     </span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Choosing the appropriate BiPAP machine and mask</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l4 level1 lfo10; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="mso-list: Ignore;">5.<span style="font: 7.0pt 'Times New Roman';">     </span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Checking how you feel and are getting better</span>.<o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Adjustment is necessary as incorrect settings can diminish the effectiveness of treatment.</span><o:p></o:p></p>
<h2>Choosing the Right BiPAP Machine<o:p></o:p></h2>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">When choosing a BiPAP machine, take into account:</span><o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l5 level1 lfo11; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Doctor’s recommendation</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l5 level1 lfo11; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Pressure requirements</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l5 level1 lfo11; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Comfort features</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l5 level1 lfo11; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Mask compatibility</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l5 level1 lfo11; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Machine settings</span>.<o:p></o:p></p>
<p style="margin-left: 36.0pt; text-indent: -18.0pt; mso-list: l5 level1 lfo11; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]--><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Regular maintenance needs</span>.<o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">Long term therapy can be more manageable and effective with a suitable machine.</span><o:p></o:p></p>
<h2>Conclusion<o:p></o:p></h2>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><a href="https://snk-globalconsultancy.com/when-must-you-switch-from-cpap-to-bipap/"><strong>Switch from CPAP to BiPAP</strong></a> for those who are unable to get them to get a comfortable and effective seal at CPAP can be an important step.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">Knowing about CPAP vs BiPAP, the Difference between CPAP and BiPAP, and the Signs you need BiPAP can help patients make informed decisions about their sleep health.</span></span></span><o:p></o:p></p>
<p><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';">BiPAP therapy delivers a two level pressure support that can make breathing easier for some and provide more comfort.</span><span style="font-size: 11.5pt; font-family: 'Geist Fallback','serif';"><span style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; background-color: lab(100 0 0); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;"> <span class="cursor-pointer"></span><span role="button" style="box-sizing: border-box; border: lab(90.952 0 -0.0000119209); outline-color: oklab(0.707999 -0.00000712276 0.0000166297 / 0.5); cursor: pointer; border-radius: 3.6px; background-color: lab(94.9004 -17.0769 5.63836); padding-inline: 2px; transition-property: color, background-color, border-color, outline-color, text-decoration-color, fill, stroke, --tw-gradient-from, --tw-gradient-via, --tw-gradient-to; transition-timing-function: cubic-bezier(0.4, 0, 0.2, 1); transition-duration: 0.15s; color: lab(2.75381 0 0); font-variant-ligatures: normal; font-variant-caps: normal; orphans: 2; text-align: start; widows: 2; -webkit-text-stroke-width: 0px; white-space: pre-wrap; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; word-spacing: 0px;" tabindex="0">However, if it is not tolerable, or symptoms persist, see a health care provider to find out if a machine that delivers air pressure during sleep (BiPAP) is the best machine to use for sleep apnea.</span></span></span><o:p></o:p></p>]]> </content:encoded>
</item>

<item>
<title>Aluminium Wire Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook.</title>
<link>https://news.bangboxonline.com/Aluminium-Wire-Price</link>
<guid>https://news.bangboxonline.com/Aluminium-Wire-Price</guid>
<description><![CDATA[ Aluminium Wire Price ]]></description>
<enclosure url="" length="85685" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 15:29:40 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Aluminium Wire Price</media:keywords>
<content:encoded><![CDATA[<h1 bis_size="{&quot;x&quot;:8,&quot;y&quot;:18,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1011}"></h1>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:77,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1070}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:79,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1072}"><a href="https://www.chemanalyst.com/Pricing-data/aluminium-wire-1361" bis_size="{&quot;x&quot;:8,&quot;y&quot;:79,&quot;w&quot;:327,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1072}">According to ChemAnalyst Aluminium Wire Price</a></strong><span bis_size="{&quot;x&quot;:335,&quot;y&quot;:79,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:637,&quot;abs_y&quot;:1072}"> </span>trend in 2026 is expected to be shaped by a combination of raw material costs, industrial demand, energy prices, infrastructure investments, and global supply chain developments. Aluminium wire is a critical industrial product used extensively in electrical transmission, construction, automotive manufacturing, telecommunications, and renewable energy projects. As governments and private industries continue investing in infrastructure modernization and sustainable energy systems, the demand outlook for aluminium wire remains positive, directly influencing market pricing and procurement strategies across major regions.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:174,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1167}">Overview of the Aluminium Wire Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:212,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1205}">Aluminium wire is manufactured from high-purity aluminium and is valued for its lightweight nature, corrosion resistance, electrical conductivity, and cost-effectiveness compared to alternative conductive materials. It is widely utilized in power transmission and distribution networks, electrical wiring systems, cable manufacturing, automotive components, and industrial machinery.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:266,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1259}">The increasing emphasis on electrification, renewable energy integration, and urban development has significantly expanded the application scope of aluminium wire. Consequently, monitoring the<span bis_size="{&quot;x&quot;:27,&quot;y&quot;:288,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:329,&quot;abs_y&quot;:1281}"> </span><strong bis_size="{&quot;x&quot;:31,&quot;y&quot;:288,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:333,&quot;abs_y&quot;:1281}">Aluminium Wire Price</strong><span bis_size="{&quot;x&quot;:175,&quot;y&quot;:288,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:477,&quot;abs_y&quot;:1281}"> </span>has become increasingly important for manufacturers, procurement professionals, distributors, and end-users operating in various industrial sectors.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:323,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1316}">Global Aluminium Wire Price Trend Analysis</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:361,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1354}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:363,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:1356}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:363,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1356}">Aluminium Wire Trend Price</strong><span bis_size="{&quot;x&quot;:263,&quot;y&quot;:363,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:565,&quot;abs_y&quot;:1356}"> </span>has experienced fluctuations in recent years due to changes in aluminium metal prices, energy costs, logistics expenses, and industrial demand patterns. Market participants have also faced challenges associated with supply chain disruptions, inflationary pressures, and evolving trade policies.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:415,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1408}">In 2026, the<span bis_size="{&quot;x&quot;:81,&quot;y&quot;:417,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:1410}"> </span><strong bis_size="{&quot;x&quot;:85,&quot;y&quot;:417,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1410}">Aluminium Wire Price</strong><span bis_size="{&quot;x&quot;:230,&quot;y&quot;:417,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:532,&quot;abs_y&quot;:1410}"> </span>is expected to remain influenced by global aluminium production levels, downstream manufacturing activity, and infrastructure development projects. While demand fundamentals remain strong, pricing trends may continue to fluctuate based on regional economic conditions and raw material availability.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:472,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1465}">Key Factors Influencing Aluminium Wire Price</h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:510,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1503}">Aluminium Feedstock Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:546,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1539}">The primary factor affecting the<span bis_size="{&quot;x&quot;:201,&quot;y&quot;:548,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:503,&quot;abs_y&quot;:1541}"> </span><strong bis_size="{&quot;x&quot;:205,&quot;y&quot;:548,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:507,&quot;abs_y&quot;:1541}">Aluminium Wire Price</strong><span bis_size="{&quot;x&quot;:349,&quot;y&quot;:548,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:651,&quot;abs_y&quot;:1541}"> </span>is the cost of aluminium metal. Since aluminium wire production depends heavily on aluminium feedstock availability, fluctuations in aluminium prices directly impact manufacturing costs.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:600,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1593}">Changes in mining activity, alumina production, smelting capacity, and energy costs can influence aluminium supply and pricing. Any disruption within the aluminium value chain may contribute to price volatility in the wire market.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:656,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1649}">Energy Prices</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:693,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1686}">Aluminium production is highly energy-intensive. Electricity costs represent a significant portion of overall production expenses for aluminium manufacturers and downstream wire producers.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:727,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1720}">Rising power prices, fuel costs, and utility expenses can increase manufacturing costs and place upward pressure on the<span bis_size="{&quot;x&quot;:755,&quot;y&quot;:729,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1057,&quot;abs_y&quot;:1722}"> </span><strong bis_size="{&quot;x&quot;:759,&quot;y&quot;:729,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:1061,&quot;abs_y&quot;:1722}">Aluminium Wire Trend Price</strong><span bis_size="{&quot;x&quot;:946,&quot;y&quot;:729,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1248,&quot;abs_y&quot;:1722}"> </span>throughout 2026.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:763,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1756}">Infrastructure Development</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:799,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1792}">Global investments in infrastructure continue to drive substantial demand for aluminium wire. Governments worldwide are expanding transportation networks, power grids, smart cities, and public utility systems.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:853,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1846}">These large-scale projects require extensive electrical wiring and transmission infrastructure, creating sustained demand within the<span bis_size="{&quot;x&quot;:816,&quot;y&quot;:855,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1118,&quot;abs_y&quot;:1848}"> </span><strong bis_size="{&quot;x&quot;:820,&quot;y&quot;:855,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:1122,&quot;abs_y&quot;:1848}">Aluminium Wire Trend Market</strong>.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:890,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1883}">Renewable Energy Expansion</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:926,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1919}">The transition toward renewable energy sources has significantly increased the need for efficient electrical transmission systems. Solar farms, wind energy projects, and grid modernization initiatives require large volumes of aluminium wire and cables.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:980,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1973}">As renewable energy investments continue growing globally, aluminium wire demand is expected to remain robust during 2026.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1017,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2010}">Transportation and Logistics Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1053,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2046}">Shipping rates, fuel prices, freight availability, and logistics infrastructure influence the delivered cost of aluminium wire. Transportation disruptions can create temporary supply shortages and impact procurement costs across various regions.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1110,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2103}">North America Aluminium Wire Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1148,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2141}">North America remains a key market for aluminium wire due to ongoing investments in energy infrastructure, industrial development, and construction activities.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1182,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2175}">Several factors are expected to influence the<span bis_size="{&quot;x&quot;:285,&quot;y&quot;:1184,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:587,&quot;abs_y&quot;:2177}"> </span><strong bis_size="{&quot;x&quot;:288,&quot;y&quot;:1184,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:2177}">Aluminium Wire Price</strong><span bis_size="{&quot;x&quot;:433,&quot;y&quot;:1184,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:735,&quot;abs_y&quot;:2177}"> </span>in the region during 2026:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1216,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2209}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1216,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2209}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1216,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2209}">Expansion of power transmission networks.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1250,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2243}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1250,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2243}">Renewable energy installations.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1284,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2277}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1284,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2277}">Industrial manufacturing growth.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1318,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2311}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1318,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2311}">Construction sector demand.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1352,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2345}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1352,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2345}">Transportation and labor costs.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1386,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2379}">The modernization of aging electrical infrastructure and increasing demand for sustainable energy solutions are expected to support market growth across the United States and Canada.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1423,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2416}">Europe Aluminium Wire Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1461,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2454}">Europe's aluminium wire market is driven by renewable energy investments, electrification programs, and environmental sustainability initiatives.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1495,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2488}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:1497,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:2490}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:1497,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:2490}">Aluminium Wire Trend Price</strong><span bis_size="{&quot;x&quot;:222,&quot;y&quot;:1497,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:524,&quot;abs_y&quot;:2490}"> </span>in Europe may be influenced by:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1529,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2522}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1529,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2522}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1529,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2522}">Energy transition projects.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1563,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2556}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1563,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2556}">Power grid modernization.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1597,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2590}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1597,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2590}">Manufacturing sector performance.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1631,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2624}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1631,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2624}">Raw material availability.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1665,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2658}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1665,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2658}">Regulatory requirements.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1699,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2692}">As European countries continue implementing carbon reduction strategies and clean energy programs, demand for aluminium wire is likely to remain strong throughout 2026.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1736,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2729}">Asia-Pacific Aluminium Wire Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1773,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2766}">Asia-Pacific is expected to remain the largest and fastest-growing market for aluminium wire due to rapid urbanization, industrialization, and infrastructure expansion.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1807,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2800}">Countries such as China, India, Japan, South Korea, and Southeast Asian nations continue investing heavily in power generation, transmission systems, transportation networks, and industrial facilities.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1861,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2854}">Key factors influencing the<span bis_size="{&quot;x&quot;:172,&quot;y&quot;:1863,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:474,&quot;abs_y&quot;:2856}"> </span><strong bis_size="{&quot;x&quot;:176,&quot;y&quot;:1863,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:478,&quot;abs_y&quot;:2856}">Aluminium Wire Price</strong><span bis_size="{&quot;x&quot;:320,&quot;y&quot;:1863,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:622,&quot;abs_y&quot;:2856}"> </span>in Asia-Pacific include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1895,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2888}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2888}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1895,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2888}">Aluminium production capacity.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1929,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2922}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1929,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2922}">Infrastructure spending.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1963,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2956}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1963,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2956}">Manufacturing activity.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1997,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2990}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1997,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2990}">Export demand.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2031,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3024}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2031,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3024}">Energy costs.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2065,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3058}">The region's strong industrial base and growing electricity requirements are expected to support sustained market growth.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2103,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3096}">Track Real Time Prcies Of <strong bis_size="{&quot;x&quot;:271,&quot;y&quot;:2098,&quot;w&quot;:180,&quot;h&quot;:30,&quot;abs_x&quot;:573,&quot;abs_y&quot;:3091}">Aluminium Wire</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2141,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3134}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2143,&quot;w&quot;:580,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3136}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Aluminium%20Wire" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2143,&quot;w&quot;:580,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3136}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Aluminium%20Wire</a></strong></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2179,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3172}">Construction Industry Driving Demand</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2216,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3209}">The construction sector remains one of the largest consumers of aluminium wire worldwide. Residential, commercial, and industrial projects require extensive electrical systems, wiring installations, and power distribution networks.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2270,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3263}">The increasing pace of urban development and infrastructure modernization continues to generate substantial demand within the<span bis_size="{&quot;x&quot;:804,&quot;y&quot;:2272,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1106,&quot;abs_y&quot;:3265}"> </span><strong bis_size="{&quot;x&quot;:808,&quot;y&quot;:2272,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:1110,&quot;abs_y&quot;:3265}">Aluminium Wire Trend Market</strong>.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2304,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3297}">Growing investments in smart buildings and energy-efficient construction projects further contribute to market expansion.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2342,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3335}">Power Transmission and Distribution Applications</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2379,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3372}">Aluminium wire plays a critical role in electrical transmission and distribution systems. Its lightweight properties and excellent conductivity make it an ideal material for overhead transmission lines and utility networks.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2433,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3426}">As countries continue upgrading power infrastructure and expanding electricity access, demand for aluminium wire is expected to remain strong.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2467,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3460}">Key application areas include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2501,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3494}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2501,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3494}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2501,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3494}">High-voltage transmission lines.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2535,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3528}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2535,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3528}">Distribution networks.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2569,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3562}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2569,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3562}">Utility infrastructure.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2603,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3596}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2603,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3596}">Rural electrification projects.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2637,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3630}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2637,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3630}">Grid modernization programs.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2671,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3664}">These applications significantly influence the overall<span bis_size="{&quot;x&quot;:329,&quot;y&quot;:2673,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:631,&quot;abs_y&quot;:3666}"> </span><strong bis_size="{&quot;x&quot;:333,&quot;y&quot;:2673,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:635,&quot;abs_y&quot;:3666}">Aluminium Wire Price</strong><span bis_size="{&quot;x&quot;:477,&quot;y&quot;:2673,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:779,&quot;abs_y&quot;:3666}"> </span>outlook.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2708,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3701}">Renewable Energy Sector Supporting Market Growth</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2746,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3739}">Renewable energy development remains one of the most important demand drivers for aluminium wire.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2782,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3775}">Solar Energy Projects</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2819,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3812}">Solar power installations require extensive cabling and electrical infrastructure to connect generation facilities to power grids.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2855,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3848}">Wind Energy Development</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2891,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3884}">Wind farms depend on efficient transmission systems that utilize aluminium wire and cable products.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2928,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3921}">Energy Storage Systems</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2964,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3957}">The growing adoption of battery storage solutions and smart grid technologies further supports demand for electrical conductors.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2998,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3991}">As renewable energy capacity continues expanding worldwide, aluminium wire consumption is expected to increase accordingly.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3035,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4028}">Automotive Industry Applications</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3073,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4066}">The automotive industry increasingly utilizes aluminium components to reduce vehicle weight and improve energy efficiency.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3107,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4100}">Aluminium wire is used in:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3141,&quot;w&quot;:1190,&quot;h&quot;:122,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4134}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3141,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4134}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3141,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4134}">Electrical systems.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3175,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4168}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3175,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4168}">Wiring harnesses.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3209,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4202}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3209,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4202}">Battery connections.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3243,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4236}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3243,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4236}">Electric vehicle components.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3277,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4270}">The growth of electric vehicle production and advanced mobility technologies is creating additional opportunities for the aluminium wire industry.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3314,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4307}">Industrial Manufacturing Demand</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3352,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4345}">Industrial facilities rely on aluminium wire for electrical systems, machinery, automation equipment, and production infrastructure.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3386,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4379}">Manufacturing growth across sectors such as chemicals, metals, consumer goods, and electronics contributes to steady demand and supports market stability.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3423,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4416}">Supply Chain Challenges Affecting the Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3461,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4454}">Despite favorable demand conditions, several challenges may impact the<span bis_size="{&quot;x&quot;:460,&quot;y&quot;:3463,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:762,&quot;abs_y&quot;:4456}"> </span><strong bis_size="{&quot;x&quot;:464,&quot;y&quot;:3463,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:766,&quot;abs_y&quot;:4456}">Aluminium Wire Trend Market</strong>.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3497,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4490}">Raw Material Price Volatility</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3533,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4526}">Changes in aluminium metal prices can significantly affect production costs and market pricing.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3570,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4563}">Energy Cost Fluctuations</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3606,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4599}">Energy-intensive aluminium production processes remain vulnerable to utility price increases.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3642,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4635}">Logistics Constraints</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3679,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4672}">Transportation delays, freight shortages, and shipping disruptions can affect product availability and procurement planning.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3715,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4708}">Economic Uncertainty</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3752,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4745}">Macroeconomic developments, inflationary pressures, and industrial slowdowns may influence investment activity and demand patterns.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3789,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4782}">Aluminium Wire Price Forecast for 2026</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3826,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4819}">The overall<span bis_size="{&quot;x&quot;:77,&quot;y&quot;:3828,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:4821}"> </span><strong bis_size="{&quot;x&quot;:81,&quot;y&quot;:3828,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:4821}">Aluminium Wire Price</strong><span bis_size="{&quot;x&quot;:225,&quot;y&quot;:3828,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:527,&quot;abs_y&quot;:4821}"> </span>forecast for 2026 suggests a stable to moderately firm market environment supported by strong industrial demand and infrastructure investments.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3860,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4853}">Several factors are expected to support pricing levels:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3894,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4887}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3894,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4887}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3894,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4887}">Expanding renewable energy projects.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3928,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4921}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3928,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4921}">Growth in construction activities.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3962,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4955}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3962,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4955}">Increasing power infrastructure investments.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3996,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4989}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3996,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4989}">Rising manufacturing demand.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:4030,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5023}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:4030,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5023}">Higher energy and logistics costs.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4064,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5057}">At the same time, adequate aluminium production capacity and improvements in supply chain efficiency may help moderate excessive price volatility.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4098,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5091}">Most market participants anticipate moderate fluctuations in the<span bis_size="{&quot;x&quot;:400,&quot;y&quot;:4100,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:702,&quot;abs_y&quot;:5093}"> </span><strong bis_size="{&quot;x&quot;:404,&quot;y&quot;:4100,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:706,&quot;abs_y&quot;:5093}">Aluminium Wire Trend Price</strong>, reflecting regional supply-demand balances and broader economic conditions.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4136,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5129}">Future Opportunities in the Aluminium Wire Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4173,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5166}">The long-term outlook for the<span bis_size="{&quot;x&quot;:187,&quot;y&quot;:4175,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:489,&quot;abs_y&quot;:5168}"> </span><strong bis_size="{&quot;x&quot;:191,&quot;y&quot;:4175,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:5168}">Aluminium Wire Trend Market</strong><span bis_size="{&quot;x&quot;:389,&quot;y&quot;:4175,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:691,&quot;abs_y&quot;:5168}"> </span>remains highly positive due to several emerging growth opportunities.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4210,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5203}">Grid Modernization Initiatives</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4246,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5239}">Governments worldwide continue investing in advanced electrical infrastructure and smart grid technologies.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4282,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5275}">Expansion of Renewable Energy Capacity</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4319,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5312}">Solar, wind, and energy storage projects will require significant quantities of aluminium wire and related electrical products.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4355,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5348}">Electric Vehicle Growth</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4392,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5385}">The increasing adoption of electric vehicles creates additional demand for lightweight conductive materials.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4428,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5421}">Urbanization and Infrastructure Development</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4464,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5457}">Rapid urban expansion and population growth continue driving investments in electrical systems and public utilities.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4501,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5494}">Industrial Automation</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4537,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5530}">The growing use of automation technologies and advanced manufacturing systems further supports demand for electrical conductors.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4574,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5567}">Conclusion</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4612,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5605}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:4614,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:5607}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:4614,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:5607}">Aluminium Wire Price</strong><span bis_size="{&quot;x&quot;:221,&quot;y&quot;:4614,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:523,&quot;abs_y&quot;:5607}"> </span>outlook for 2026 remains supported by strong demand fundamentals, infrastructure investments, renewable energy expansion, and industrial growth. Factors such as aluminium feedstock costs, energy prices, logistics expenses, and manufacturing activity will continue shaping market performance throughout the year.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4666,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5659}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:4668,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:5661}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:4668,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:5661}">Aluminium Wire Trend Price</strong><span bis_size="{&quot;x&quot;:222,&quot;y&quot;:4668,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:524,&quot;abs_y&quot;:5661}"> </span>is expected to witness moderate fluctuations influenced by regional supply-demand balances, raw material availability, and broader economic developments. Meanwhile, the<span bis_size="{&quot;x&quot;:102,&quot;y&quot;:4688,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:404,&quot;abs_y&quot;:5681}"> </span><strong bis_size="{&quot;x&quot;:106,&quot;y&quot;:4688,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:408,&quot;abs_y&quot;:5681}"><a href="https://www.chemanalyst.com/Pricing-data/aluminium-wire-1361" target="_blank" rel="noopener" bis_size="{&quot;x&quot;:106,&quot;y&quot;:4688,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:408,&quot;abs_y&quot;:5681}">Aluminium Wire Trend Market</a></strong> is projected to maintain steady growth due to increasing electrification, construction activity, renewable energy investments, and transportation infrastructure development.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4740,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5733}">As countries continue pursuing sustainable development goals and modernizing critical infrastructure, aluminium wire will remain an essential industrial material, supporting long-term market expansion and maintaining its importance across the global economy.</p>]]> </content:encoded>
</item>

<item>
<title>Shimano Drivetrain: Unlock the Ultimate Riding Experience Before Everyone Else</title>
<link>https://news.bangboxonline.com/shimano-drivetrain-unlock-the-ultimate-riding-experience-before-everyone-else</link>
<guid>https://news.bangboxonline.com/shimano-drivetrain-unlock-the-ultimate-riding-experience-before-everyone-else</guid>
<description><![CDATA[ Shop Shimano drivetrain components at Carson City Bike Shop for smooth, precise, and reliable shifting. Find high-quality Shimano parts for road bikes, mountain bikes, and e-bikes. Upgrade your bike&#039;s performance with durable drivetrain systems and accessories. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fd17b846db.jpg" length="111447" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 15:19:08 +0500</pubDate>
<dc:creator>Conceptelectricbikes</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">There has never been a better time to transform your riding experience. Every cyclist dreams of smoother gear transitions, effortless control, and a bike that feels like an extension of the body. The secret behind this incredible performance lies in the <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/"><b>Shimano drivetrain</b></a></span></strong>. Riders everywhere are upgrading their bikes to experience unmatched efficiency and precision, and waiting too long could mean missing out on the next evolution of cycling technology.<o:p></o:p></p>
<p class="MsoNormal">At <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong>, performance is not just a promise—it's a commitment to delivering exceptional riding experiences that redefine expectations.<o:p></o:p></p>
<p class="MsoNormal"><b>Experience Performance That Changes Everything<o:p></o:p></b></p>
<p class="MsoNormal">Imagine gliding up steep inclines with ease and accelerating on flat roads without hesitation. Modern cycling technology has reached extraordinary heights, making every ride more enjoyable and efficient. A premium gearing system improves energy transfer, minimizes effort, and maximizes comfort.<o:p></o:p></p>
<p class="MsoNormal">Paired with high-quality components such as <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/products/disc-brake-pads-bulk"><b>Bicycle brake pads</b></a></span></strong>, riders gain greater confidence and control in every environment. Whether commuting through busy streets or exploring rugged trails, every detail matters when creating the perfect cycling experience.<o:p></o:p></p>
<p class="MsoNormal"><b>Ride Longer and Conquer Every Terrain<o:p></o:p></b></p>
<p class="MsoNormal">Every cyclist knows that the right equipment can completely transform a journey. A high-performance <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Shimano drivetrain</span></strong> allows riders to shift seamlessly, maintain momentum, and tackle challenging routes without frustration.<o:p></o:p></p>
<p class="MsoNormal">The excitement doesn't stop there. Reliable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bicycle brake pads</span></strong> ensure dependable stopping power, giving riders peace of mind when navigating sharp turns or descending steep paths. Together, these components create a riding experience that feels powerful, smooth, and incredibly responsive.<o:p></o:p></p>
<p class="MsoNormal">The demand for premium cycling upgrades is growing rapidly, and enthusiasts are making the switch faster than ever. The opportunity to elevate your riding experience has never been more exciting.<o:p></o:p></p>
<p class="MsoNormal"><b>Why Smart Cyclists Are Upgrading Today<o:p></o:p></b></p>
<p class="MsoNormal">Cyclists are no longer satisfied with average performance. They want reliability, comfort, and technology that enhances every journey. Investing in quality components means fewer maintenance concerns, greater efficiency, and improved overall satisfaction.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; font-weight: normal;"><a href="https://carsoncitybikeshop.com/"><b>Concept Electric Bikes</b></a></span></strong> understands what riders truly want: equipment that performs consistently and exceeds expectations. From recreational cyclists to daily commuters, everyone benefits from advanced systems designed to make every ride memorable.<o:p></o:p></p>
<p class="MsoNormal">The right upgrades can make a bicycle feel brand new, unlocking hidden potential and creating a sense of freedom that ordinary components simply cannot provide.<o:p></o:p></p>
<p class="MsoNormal"><b>Safety and Confidence in Every Mile<o:p></o:p></b></p>
<p class="MsoNormal">A great ride isn't just about speed; it's also about confidence and control. Premium <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Bicycle brake pads</span></strong> provide dependable braking performance in various conditions, helping riders feel secure and prepared for every situation.<o:p></o:p></p>
<p class="MsoNormal">Combining superior braking with a dependable <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Shimano drivetrain</span></strong> creates a balanced and enjoyable cycling experience that inspires riders to go farther and explore more. Every climb becomes easier, every descent feels safer, and every journey becomes an adventure worth remembering.<o:p></o:p></p>
<p class="MsoNormal">As more cyclists discover these incredible benefits, the demand for premium upgrades continues to rise. Acting now means staying ahead and enjoying a riding experience that others are only beginning to discover.<o:p></o:p></p>
<p class="MsoNormal"><b>The Perfect Time to Upgrade Is Right Now<o:p></o:p></b></p>
<p class="MsoNormal">The cycling world is evolving at an incredible pace. New technology and innovative designs are making bikes faster, smoother, and more enjoyable than ever before. Riders who embrace these advancements are experiencing a level of performance that once seemed impossible.<o:p></o:p></p>
<p class="MsoNormal">At <strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong>, every product and service is focused on helping riders unlock their full potential. The combination of advanced engineering and premium components creates a cycling experience that is both exhilarating and dependable.<o:p></o:p></p>
<p class="MsoNormal">Waiting to upgrade means missing opportunities to enjoy smoother rides, enhanced control, and exceptional comfort. Every day spent with outdated components is another day without the performance you truly deserve.<o:p></o:p></p>
<p class="MsoNormal"><b>Transform Every Ride Into an Adventure<o:p></o:p></b></p>
<p class="MsoNormal">The difference between an ordinary ride and an extraordinary one often comes down to the components that power your bicycle. Superior engineering, enhanced reliability, and exceptional performance all contribute to an unforgettable cycling experience.<o:p></o:p></p>
<p class="MsoNormal"><strong><span style="font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi;">Concept Electric Bikes</span></strong> continues to help riders discover new possibilities by providing solutions that elevate every journey. Whether you're commuting, exercising, or exploring new trails, investing in premium upgrades delivers benefits that can be felt from the very first ride.<o:p></o:p></p>
<p class="MsoNormal"><b>Read More:<br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/">Bicycle store carson city nv</a></span><br></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/products/etap-front-derailleur-parts">Bike front derailleur</a></span><br></b><b><span style="font-size: 10.0pt; line-height: 107%; font-family: 'Arial',sans-serif;"><a href="https://carsoncitybikeshop.com/">Carson bike shop</a></span><o:p></o:p></b></p>]]> </content:encoded>
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<title>A Complete Guide to Rules, Permits, and Legal Living</title>
<link>https://news.bangboxonline.com/a-complete-guide-to-rules-permits-and-legal-living</link>
<guid>https://news.bangboxonline.com/a-complete-guide-to-rules-permits-and-legal-living</guid>
<description><![CDATA[ Living here every day shapes how spaces work. A place for visitors needs different touches than a home lived in constantly. Renting out changes what matters most inside four walls ]]></description>
<enclosure url="" length="111447" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 15:04:09 +0500</pubDate>
<dc:creator>uklalyrics</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Tiny houses have become a popular housing choice for people seeking affordability, sustainability, and a simpler lifestyle. However, before building or moving into a tiny home, it’s essential to understand the legal framework surrounding it. </span><strong><a href="https://trailermadetrailers.com/tiny-house-code/">Tiny house regulations</a></strong><span> vary widely depending on location, zoning laws, and whether the home is mobile or permanently fixed.</span></p>
<p dir="ltr"><span><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTN0YBgWe389SplvjOkWMj1CidbtUU3x7CKiA&amp;s" alt="Tiny Homes for Sale in Lexington, SC | HomeMax" width="391" height="260"></span></p>
<h2 dir="ltr"><span>Living Small Rules Vary by Place</span></h2>
<p dir="ltr"><span>Zipping through zoning laws reveals what's allowed when it comes to parking or constructing a compact dwelling. Rules shift from place to place - sometimes even block by block - with local governments setting their own terms. One town might welcome small homes on wheels; another could shut them down completely. Building codes, land use policies, and utility standards all play parts in deciding if, or where, a tiny house fits legally</span></p>
<h3 dir="ltr"><span>Local zoning laws</span></h3>
<p dir="ltr"><span>Codes that shape how structures go up - some cover a whole country, others just parts of it</span></p>
<h3 dir="ltr"><span>Land use policies</span></h3>
<p dir="ltr"><span>Some tiny homes move around on trailers. Others sit still on fixed bases built into the ground</span></p>
<p dir="ltr"><span>Living here every day shapes how spaces work. A place for visitors needs different touches than a home lived in constantly. Renting out changes what matters most inside four walls</span></p>
<p dir="ltr"><span>Zipping onto the scene only recently, tiny houses often get stuffed into old rule books meant for regular homes. That mismatch trips up owners when local laws step in without clear guidelines. Some places just haven’t caught up, treating small builds like standard ones even though they’re nothing alike.</span></p>
<h2 dir="ltr"><span>Zoning Laws and How They Affect Communities</span></h2>
<p dir="ltr"><span>Most places won’t let people live full time in small homes because of zoning rules. These regulations shape where certain buildings can go, often blocking compact housing options.</span></p>
<h3 dir="ltr"><span>Residential zoning restrictions</span></h3>
<p dir="ltr"><span>Most neighborhoods set a floor size rule for houses. Tiny ones - usually smaller than 400 square feet - don’t meet that bar without special approval.</span></p>
<h3 dir="ltr"><span>Agricultural and rural zoning</span></h3>
<p dir="ltr"><span>Out here, tiny homes usually fit right in - especially where the land leans toward farming. Rules loosen up away from city limits, so smaller dwellings find space to settle.</span></p>
<h3 dir="ltr"><span>Urban zoning challenges</span></h3>
<p dir="ltr"><span>Zoning rules in urban areas often block small homes because of tight space laws, parking mandates, and strained systems. Still, a few forward-thinking towns have begun welcoming micro dwellings or backyard cottages.</span></p>
<h2 dir="ltr"><span>building codes and safety standards</span></h2>
<p dir="ltr"><span>A tiny house might fit within zoning rules, yet safety standards still apply. Meeting construction requirements becomes necessary, even when permitted by local land-use policies.</span></p>
<h3 dir="ltr"><span>Permanent tiny homes</span></h3>
<p dir="ltr"><span>Tiny homes built on foundations typically must comply with local residential building codes. This includes:</span></p>
<p dir="ltr"><span>Minimum ceiling height requirements</span><span><br></span><span> Electrical and plumbing standards</span><span><br></span><span> Structural integrity rules</span><span><br></span><span> Fire safety regulations</span></p>
<h3 dir="ltr"><span>Tiny houses on wheels (THOWs)</span></h3>
<p dir="ltr"><span>On wheels, small houses usually count as RVs, following rules made by groups in that business. Still, the law might not see them as real homes where you live for good.</span></p>
<h2 dir="ltr"><span>Foundation vs. Mobile Tiny Homes</span></h2>
<p dir="ltr"><span>A key difference in tiny house rules comes down to if it stays put or can move around. Whether anchored in one spot or built to travel shapes how laws apply. Sitting still versus rolling changes everything about permits and codes. When rooted on land, different standards show up than when designed to go. The choice between staying or moving defines what counts as legal.</span></p>
<h3 dir="ltr"><span>Foundation-based tiny houses</span></h3>
<p dir="ltr"><span>Most of these stick to the same rules as regular houses when it comes to construction standards. Typically, they need what standard dwellings do</span></p>
<p dir="ltr"><span>Building permits</span><span><br></span><span> Utility connections</span><span><br></span><span> Inspections during construction</span><span><br></span><span> Compliance with minimum dwelling standards</span></p>
<h3 dir="ltr"><span>Tiny houses on wheels</span></h3>
<p dir="ltr"><span>While these allow greater movement, they often run into unclear rules. Typical limits are:</span></p>
<p dir="ltr"><span>Most areas do not allow long-term living under local rules</span><span><br></span><span> Stay only where RV parking is officially allowed. Places meant for campers are the spots to pick. Not just anywhere works - rules say specific zones. Follow where signs or maps point for overnight stays. Only set up in spaces built for vehicles like yours</span><span><br></span><span> Only basic service connections allowed where homes are built</span></p>
<p dir="ltr"><span>Before choosing how your tiny house will look, it helps to know what sets them apart.</span></p>
<h2 dir="ltr"><span>Minimum Space Size Rules</span></h2>
<p dir="ltr"><span>Some places set a floor limit on how small a home can be - anywhere from two hundred up to a thousand square feet, based on local rules.</span></p>
<p dir="ltr"><span>Some municipalities are updating their codes to accommodate tiny homes by:</span></p>
<p dir="ltr"><span>Lowering minimum size requirements</span><span><br></span><span> Allowing ADUs on residential lots</span><span><br></span><span> Creating tiny home communities</span></p>
<p dir="ltr"><span>Even so, some zones won’t allow tiny homes for permanent living if they fall below regular size rules.</span></p>
<h2 dir="ltr"><span>Accessory Dwelling Units and Tiny Homes</span></h2>
<p dir="ltr"><span>ADUs have become one of the most practical legal pathways for tiny house living.</span></p>
<p dir="ltr"><span>A small home sits beside the main house, sharing the same property line. Some towns say yes to these backyard units because they help fit more people into neighborhoods without changing how things look</span></p>
<p dir="ltr"><span>Increase housing supply</span><span><br></span><span> Support multigenerational living</span><span><br></span><span> Provide rental income opportunities</span></p>
<p dir="ltr"><span>A small house tucked behind a main residence might dodge the usual square footage demands. Yet it has to follow safety standards just like any other structure.</span></p>
<h2 dir="ltr"><span>utility and infrastructure needs</span></h2>
<p dir="ltr"><span>A tiny house still needs to meet safety codes when people live in it by law.</span></p>
<h3 dir="ltr"><span>Water and sewage</span></h3>
<p dir="ltr"><span>Most jurisdictions require:</span></p>
<p dir="ltr"><span>Water links up through city-run networks,</span><span><br></span><span> Approved well water systems</span><span><br></span><span> Proper sewage or septic systems</span></p>
<h3 dir="ltr"><span>Electricity</span></h3>
<p dir="ltr"><span>Fault checks usually come before approval, since power setups need to follow set safety rules.</span></p>
<h3 dir="ltr"><span>Off-grid living considerations</span></h3>
<p dir="ltr"><span>Off-grid life in a small home? Solar power runs lights, while waste breaks down naturally in special toilets. Even so, local rules often step in - safety and nature protections shape what you can do. Not every backyard allows full independence, no matter how quiet the setup.</span></p>
<h2 dir="ltr"><span>Parking and Land Use Permissions</span></h2>
<p dir="ltr"><span>Zigzagging through forests or parked near city edges, location shapes a small house like weathered wood does. Whether tucked beside rivers or perched on rocky slopes, the ground beneath matters more than nails or beams ever could.</span></p>
<h3 dir="ltr"><span>Private land ownership</span></h3>
<p dir="ltr"><span>Finding yourself with property doesn’t always mean freedom - zoning rules might block setting up a small house there for good. A plot of your own still faces limits when local codes say no to compact living spaces staying put long term.</span></p>
<h3 dir="ltr"><span>RV parks and tiny home communities</span></h3>
<p dir="ltr"><span>Many people legally live in tiny homes by placing them in:</span></p>
<p dir="ltr"><span>RV parks</span><span><br></span><span>Tiny home villages</span><span><br></span><a href="https://trailermadetrailers.com/"><span>tiny home for sale</span><span><br></span></a><span>Campgrounds with long-term stay options</span></p>
<h3 dir="ltr"><span>Temporary vs permanent placement</span></h3>
<p dir="ltr"><span>Where certain spots welcome short-term setups - like when buildings go up or people pass through seasons - they draw a line at staying forever.</span></p>
<h2 dir="ltr"><span>insurance and financing hurdles</span></h2>
<p dir="ltr"><span>Lending rules shift when homes shrink below standard size. Coverage gets tricky under current policy limits.</span></p>
<h3 dir="ltr"><span>Financing limitations</span></h3>
<p dir="ltr"><span>Besides standard banks, some tiny house buyers look elsewhere when wheels are involved. Financing might come through credit unions or specialized loan providers instead. A trailer-mounted home often falls outside typical lending rules. Personal loans sometimes cover the cost when property-based financing does not apply. Lenders focused on eco-friendly builds may offer tailored terms. Even RV certifications can open certain funding paths. Not every path works for each buyer - details matter a lot</span></p>
<p dir="ltr"><span>Personal loans</span><span><br></span><span> RV loans</span><span><br></span><span> Specialized tiny tiny home lenders</span></p>
<h3 dir="ltr"><span>Insurance coverage</span></h3>
<p dir="ltr"><span>Insurance depends on classification:</span></p>
<p dir="ltr"><span>RV insurance for mobile tiny homes</span><span><br></span><span> Homeowner insurance for foundation-based units</span><span><br></span><span> Specialty policies for hybrid models</span></p>
<p dir="ltr"><span>When things aren’t sorted correctly, getting insured might cost more or offer less protection.</span></p>
<h2 dir="ltr"><span>Legal Trends and Future of Tiny House Regulations</span></h2>
<p dir="ltr"><span>Zigzagging through change, laws about tiny homes shift bit by bit. Because house prices climb while nature worries grow, areas tweak rules - now here, now there.</span></p>
<p dir="ltr"><span>Emerging trends include:</span></p>
<p dir="ltr"><span>Relaxed zoning laws for ADUs</span><span><br></span><span> Legal tiny home communities</span><span><br></span><span> Inclusion of tiny homes in affordable housing strategies</span><span><br></span><span> Updated building codes recognizing smaller dwellings</span></p>
<p dir="ltr"><span>Faster growth might push rules to shift - simpler, more uniform ones could follow. Still, change won’t come from policy alone but pressure piling up where it matters.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Zipping into tiny house rules first makes sense when planning to build or buy. Though the life feels light and open, what's allowed swings wildly by place, how it's built, maybe even how you plan to live.</span></p>
<p dir="ltr"><span>Success often comes down to careful study - looking into local zoning, construction regulations, and how land can be used long before signing anything. When thought through well, choosing a small home may follow the law while bringing real satisfaction.</span></p>
<h2 dir="ltr"><span>FAQs</span></h2>
<h3 dir="ltr"><span>1. Are tiny houses legal everywhere?</span></h3>
<p dir="ltr"><span>Most places do not allow tiny houses by default. Where you can place one hinges on town rules, construction standards, along with how officials label it - either a fixed dwelling or a mobile unit.</span></p>
<h3 dir="ltr"><span>2. Most places allow it, though rules differ by location. Can you live in one year-round?</span></h3>
<p dir="ltr"><span>Zipping across regions, rules often block year-round stays in mobile tiny homes. Elsewhere, placement hides within RV resorts or special zones meant just for them.</span></p>
<h3 dir="ltr"><span>3. Do tiny houses need building permits?</span></h3>
<p dir="ltr"><span>Most times, when a small home sits on a foundation, local rules ask for approval before construction begins. Those that move around might follow different guidelines meant for recreational vehicles.</span></p>
<p></p>]]> </content:encoded>
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<title>Bradford Business Directory by Local Page UK – Get Listed and Grow Today</title>
<link>https://news.bangboxonline.com/bradford-business-directory-by-local-page-uk-get-listed-and-grow-today</link>
<guid>https://news.bangboxonline.com/bradford-business-directory-by-local-page-uk-get-listed-and-grow-today</guid>
<description><![CDATA[ Boost your reach with the Bradford Business Directory by Local Page UK. Get listed, attract more local customers, and grow your sales today. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fcc2a4063a.jpg" length="106541" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:57:09 +0500</pubDate>
<dc:creator>London Local SEO</dc:creator>
<media:keywords>Bradford business directory, Bradford business listing, Bradford free business listing</media:keywords>
<content:encoded><![CDATA[<p style="text-align: justify;">The landscape of local commerce has shifted beneath our feet. For business owners in West Yorkshire, the days of relying solely on physical storefronts or outdated print media to capture market share are long gone. Today, the battle for customer attention happens in the palm of a hand, specifically within the search results of smartphones and voice assistants. To stay competitive, you need a digital home that is both accessible and authoritative. This is where the<span> </span><a title="null" href="https://localpage.uk/bradford">Bradford business directory</a><span> </span>provided by Local Page UK enters the fray, offering a strategic platform for businesses to increase their visibility and drive sustainable growth.</p>
<h2 style="text-align: justify;">The Digital Shift in Local Discovery</h2>
<p style="text-align: justify;">Local discovery has become a hyper-fast, intent-driven process. When a resident in West Yorkshire needs a service—be it a specialized trade, professional advice, or a local boutique—they do not look for phone books. They look for immediate, verified, and accessible solutions.</p>
<p style="text-align: justify;">The digital ecosystem is saturated with information, which creates a paradox: while it is easier than ever to be found, it is also easier than ever to be overlooked. A well-structured<span> </span><a title="null" href="https://localpage.uk/">online directory Bradford</a><span> </span>helps bridge this gap. By organizing business information into a searchable, categorized, and credible database, we provide the infrastructure that turns casual searchers into loyal, paying customers.</p>
<h2 style="text-align: justify;">Why Your Business Needs a Strategic Listing</h2>
<p style="text-align: justify;">Many entrepreneurs view a business listing as a "one-and-done" task. However, in the age of AI and semantic search, your listing acts as a signal of your business’s existence and reliability. Search engines use these databases to verify your "NAP" (Name, Address, Phone) consistency. If your data is fragmented across the web, search engines become less confident in showing your site to users. By utilizing a centralized platform, you consolidate your digital footprint, allowing your business to rank higher in local search results and the coveted "Map Pack."</p>
<h3 style="text-align: justify;">The Power of Being Found</h3>
<p style="text-align: justify;">Being listed on a high-traffic platform provides more than just a backlink. It provides high-intent traffic. Unlike broad, global search engines where you might be competing with national giants, a specialized platform allows you to capture a specific regional audience. When a user navigates to your profile, they are already looking for a provider in their area. This proximity drastically increases the likelihood of conversion.</p>
<h2 style="text-align: justify;">Understanding Your Listing Options</h2>
<p style="text-align: justify;">Not all visibility is created equal, and a balanced marketing approach often yields the best results. Whether you are launching a new startup or expanding an established enterprise, understanding your options is the key to maximizing your return on investment.</p>
<h3 style="text-align: justify;">Starting with a Baseline</h3>
<p style="text-align: justify;">Every journey begins with a foundation. A<span> </span><a title="null" href="https://localpage.uk/free-listing">Bradford free business listing</a><span> </span>is the essential starting point for any SME. It establishes your presence, confirms your service areas, and ensures your contact details are discoverable. It is the digital equivalent of putting your shingle out—it tells the world you are open, active, and ready for business.</p>
<h3 style="text-align: justify;">Gaining a Competitive Edge</h3>
<p style="text-align: justify;">In crowded sectors—such as plumbing, legal services, or professional consulting—a baseline listing may get you on the map, but it might not get you the clicks. This is where a<span> </span><a title="null" href="https://localpage.uk/sponsored-booster">Bradford sponsored listing</a><span> </span>changes the game. By opting for premium placement, your business gains visibility at the top of category pages, ensuring you are the first brand a potential customer sees. In a market where convenience is king, being first often means being the chosen one.</p>
<h2 style="text-align: justify;">Anatomy of an Optimized Profile</h2>
<p style="text-align: justify;">A listing is only as effective as the effort put into its creation. Once you have claimed your spot in a<span> </span><a title="null" href="https://localpage.uk/bradford">local business directory Bradford</a>, it is time to optimize. An optimized profile is essentially a secondary landing page for your brand.</p>
<ul style="text-align: justify;">
<li>
<p><strong>Visual Assets:</strong><span> </span>High-quality imagery of your team or completed projects increases engagement.</p>
</li>
<li>
<p><strong>Keyword Integration:</strong><span> </span>While you should avoid "stuffing," including natural descriptions of your services helps the platform and search engines categorize your business correctly.</p>
</li>
<li>
<p><strong>Review Management:</strong><span> </span>Encourage your happy customers to leave feedback. Social proof is the modern currency of trust.</p>
</li>
<li>
<p><strong>Clear Calls to Action:</strong><span> </span>Ensure your website links and phone numbers are prominent.</p>
</li>
</ul>
<h2 style="text-align: justify;">The Future: AI and Voice Search</h2>
<p style="text-align: justify;">We are moving into an era of conversational AI. When a user asks their smart speaker for the "best accountant in Bradford," the assistant pulls data from trusted, structured databases. If your business profile is comprehensive and accurate, you are essentially "training" these AI models to recognize you as the best answer. This is the new frontier of SEO, and it relies heavily on the quality of the data found in reputable platforms like a<span> </span><a title="null" href="https://localpage.uk/">Bradford business finder</a>.</p>
<h2 style="text-align: justify;">Key Takeaways</h2>
<ul style="text-align: justify;">
<li>
<p>Local search intent is high-value; capture it by being visible where people search.</p>
</li>
<li>
<p>Consistency in your contact data is the most important factor in building digital trust.</p>
</li>
<li>
<p>A balanced strategy—combining free baseline listings with strategic sponsored placements—is the most effective way to grow.</p>
</li>
<li>
<p>Modern search is trending toward conversational AI; high-quality directory listings are crucial for voice search optimization.</p>
</li>
<li>
<p>Your listing is a secondary landing page; treat it with the same care as your primary website.</p>
</li>
</ul>
<h2 style="text-align: justify;">Frequently Asked Questions</h2>
<h3 style="text-align: justify;">What makes a business directory listing effective?</h3>
<p style="text-align: justify;">An effective listing is accurate, comprehensive, and engaging. It provides all the necessary contact details, professional photos, and a compelling description that helps a user decide why they should choose you over a competitor.</p>
<h3 style="text-align: justify;">Does a directory listing really improve my SEO?</h3>
<p style="text-align: justify;">Yes. Search engines use the information found in reputable directories to verify the existence and legitimacy of your business. Consistent, high-quality citations act as a signal that boosts your local search rankings.</p>
<h3 style="text-align: justify;">How do I handle negative feedback on my profile?</h3>
<p style="text-align: justify;">Respond professionally and calmly. Acknowledge the customer’s perspective, apologize for their experience, and offer a way to resolve the issue offline. This demonstrates to future customers that you are accountable and focused on satisfaction.</p>
<h3 style="text-align: justify;">Can I include my website link in my listing?</h3>
<p style="text-align: justify;">Absolutely. Most reputable platforms allow you to include a link to your website. This is a critical SEO factor and provides a direct path for potential customers to explore your offerings in more detail.</p>
<h3 style="text-align: justify;">How often should I update my profile information?</h3>
<p style="text-align: justify;">You should review your profiles at least once every quarter. If you change your operating hours, move to a new location, or update your service offerings, you must update your listing immediately across all platforms.</p>
<h3 style="text-align: justify;">What should I include in my business description?</h3>
<p style="text-align: justify;">Focus on your unique selling points. Clearly state who you are, what problems you solve, why you are the best choice in Bradford, and include a clear call to action, such as "Call us today" or "Book your appointment online."</p>
<h3 style="text-align: justify;">Are industry-specific directories better than general ones?</h3>
<p style="text-align: justify;">Both have their place. General local directories provide broad, high-volume visibility, while industry-specific directories can reach a more targeted, niche audience. A strong strategy often includes both to capture a variety of search intents.</p>
<h3 style="text-align: justify;">Will having multiple listings confuse search engines?</h3>
<p style="text-align: justify;">Only if the information is inconsistent. Having your business listed on multiple reputable sites is excellent for SEO, provided that your Name, Address, and Phone number are exactly the same on every single one.</p>
<h3 style="text-align: justify;">Is it necessary to pay for directory features?</h3>
<p style="text-align: justify;">It is not mandatory, but it is highly recommended if you operate in a competitive market. Paid features often offer premium placement, which can significantly increase your traffic and lead flow.</p>
<h3 style="text-align: justify;">Can voice assistants really find my business through a directory?</h3>
<p style="text-align: justify;">Yes. Smart devices and voice assistants pull data from structured business directory databases. If your listing is accurate and optimized, your business is much more likely to be suggested as the "answer" to a voice search query.</p>
<h3 style="text-align: justify;">What is the most common mistake with directory profiles?</h3>
<p style="text-align: justify;">The most common mistake is "set and forget." Many businesses create a listing and never check it again. Over time, information becomes outdated, which hurts both your credibility and your search engine ranking.</p>
<h3 style="text-align: justify;">How do I know if my business is in the right category?</h3>
<p style="text-align: justify;">Search for your competitors. See which categories they are listed in. Ensure you are using the most relevant and descriptive categories so that your business shows up when users apply filters to their search results.</p>
<h3 style="text-align: justify;">Does the age of a listing matter for SEO?</h3>
<p style="text-align: justify;">The accuracy and recent activity of a listing matter more than its age. A fresh, updated profile with recent reviews will always perform better than an old, neglected one.</p>
<h3 style="text-align: justify;">Should I worry about having my business on too many sites?</h3>
<p style="text-align: justify;">Focus on quality over quantity. Being on 10 highly reputable, authoritative directories is significantly better for your reputation and search ranking than being listed on 100 low-quality or "spammy" directory sites.</p>
<h3 style="text-align: justify;">What if I don’t have a physical storefront?</h3>
<p style="text-align: justify;">Most directory platforms allow you to define a "service area" rather than a specific street address. This is ideal for mobile tradespeople, consultants, and delivery services who want to be found in specific Bradford postcodes.</p>
<p style="text-align: justify;">Building a robust digital presence in Bradford is not an overnight task; it is a long-term commitment to visibility and reliability. By leveraging the tools and platforms designed to connect local providers with local demand, you position your brand at the forefront of your industry. Whether you are just starting out with a basic profile or are ready to scale with sponsored placements, the effort you put into your digital directory strategy will pay dividends in brand recognition and customer acquisition. The digital market is dynamic, and your presence within it should be as well.</p>
<p style="text-align: justify;"><strong>Get In Touch</strong></p>
<p style="text-align: justify;"><strong>Email:<span> </span>contact@localpage.uk</strong><br><strong>Website: www.localpage.uk</strong></p>]]> </content:encoded>
</item>

<item>
<title>Allantoin Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook</title>
<link>https://news.bangboxonline.com/Allantoin-Price-71111</link>
<guid>https://news.bangboxonline.com/Allantoin-Price-71111</guid>
<description><![CDATA[ Allantoin Price ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fc9e26534d.jpg" length="59635" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:46:17 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Allantoin Price</media:keywords>
<content:encoded><![CDATA[<h1 bis_size="{&quot;x&quot;:8,&quot;y&quot;:18,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1060}"></h1>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:57,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1099}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:59,&quot;w&quot;:281,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1101}"><a href="https://www.chemanalyst.com/Pricing-data/allantoin-2428" bis_size="{&quot;x&quot;:8,&quot;y&quot;:59,&quot;w&quot;:281,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1101}">According to ChemAnalyst Allantoin Price</a></strong><span bis_size="{&quot;x&quot;:289,&quot;y&quot;:59,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:591,&quot;abs_y&quot;:1101}"> </span>trend in 2026 is expected to be influenced by a combination of raw material availability, manufacturing costs, demand from personal care and pharmaceutical industries, supply chain conditions, and global economic developments. Allantoin is a widely used cosmetic and pharmaceutical ingredient known for its moisturizing, soothing, and skin-protective properties. As consumer demand for skincare products, personal care formulations, and healthcare applications continues to grow worldwide, the market outlook for Allantoin remains positive, with pricing dynamics reflecting changing industry fundamentals throughout 2026.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:154,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1196}">Overview of the Allantoin Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:192,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1234}">Allantoin is a chemical compound commonly used in cosmetics, skincare products, pharmaceuticals, oral care products, and dermatological formulations. It is valued for its ability to promote skin healing, reduce irritation, and improve moisture retention. Due to these properties, Allantoin has become a key ingredient in creams, lotions, shampoos, sunscreens, anti-aging products, and medicinal preparations.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:266,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1308}">The increasing popularity of skincare products and the rising focus on personal wellness have significantly contributed to the growth of the global Allantoin industry. Consequently, monitoring the<span bis_size="{&quot;x&quot;:27,&quot;y&quot;:288,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:329,&quot;abs_y&quot;:1330}"> </span><strong bis_size="{&quot;x&quot;:31,&quot;y&quot;:288,&quot;w&quot;:98,&quot;h&quot;:16,&quot;abs_x&quot;:333,&quot;abs_y&quot;:1330}">Allantoin Price</strong><span bis_size="{&quot;x&quot;:129,&quot;y&quot;:288,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:431,&quot;abs_y&quot;:1330}"> </span>has become increasingly important for manufacturers, suppliers, procurement professionals, and investors operating within the cosmetics and healthcare sectors.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:323,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1365}">Global Allantoin Price Trend Analysis</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:361,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1403}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:363,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:1405}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:363,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1405}">Allantoin Trend Price</strong><span bis_size="{&quot;x&quot;:217,&quot;y&quot;:363,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:519,&quot;abs_y&quot;:1405}"> </span>has witnessed fluctuations in recent years due to varying production costs, raw material price movements, transportation expenses, and changes in demand from end-use industries. Market conditions have also been affected by inflationary pressures, energy costs, and supply chain disruptions across major producing regions.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:415,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1457}">In 2026, the<span bis_size="{&quot;x&quot;:81,&quot;y&quot;:417,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:1459}"> </span><strong bis_size="{&quot;x&quot;:85,&quot;y&quot;:417,&quot;w&quot;:98,&quot;h&quot;:16,&quot;abs_x&quot;:387,&quot;abs_y&quot;:1459}">Allantoin Price</strong><span bis_size="{&quot;x&quot;:183,&quot;y&quot;:417,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:485,&quot;abs_y&quot;:1459}"> </span>is expected to remain influenced by both supply-side and demand-side factors. Strong demand from cosmetics and pharmaceutical manufacturers is anticipated to support market stability, while fluctuations in production costs may contribute to moderate pricing volatility.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:472,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1514}">Key Factors Influencing Allantoin Price</h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:510,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1552}">Raw Material Availability</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:546,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1588}">Raw material availability remains one of the primary determinants of the<span bis_size="{&quot;x&quot;:452,&quot;y&quot;:548,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:754,&quot;abs_y&quot;:1590}"> </span><strong bis_size="{&quot;x&quot;:456,&quot;y&quot;:548,&quot;w&quot;:98,&quot;h&quot;:16,&quot;abs_x&quot;:758,&quot;abs_y&quot;:1590}">Allantoin Price</strong>. The production of Allantoin depends on the availability of chemical intermediates and feedstocks used in manufacturing processes.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:600,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1642}">Any disruption in raw material supply due to production limitations, transportation challenges, or regulatory restrictions can increase manufacturing costs and place upward pressure on prices. Conversely, stable feedstock availability may help support price stability throughout the forecast period.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:656,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1698}">Manufacturing Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:693,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1735}">The production of Allantoin involves chemical synthesis processes that require energy, specialized equipment, skilled labor, and quality control measures. Rising utility costs, labor expenses, and operational expenditures can influence overall production economics.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:747,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1789}">As manufacturers continue to face cost pressures from energy markets and inflationary trends, these factors are likely to impact the<span bis_size="{&quot;x&quot;:820,&quot;y&quot;:749,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1122,&quot;abs_y&quot;:1791}"> </span><strong bis_size="{&quot;x&quot;:824,&quot;y&quot;:749,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:1126,&quot;abs_y&quot;:1791}">Allantoin Trend Price</strong><span bis_size="{&quot;x&quot;:964,&quot;y&quot;:749,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1266,&quot;abs_y&quot;:1791}"> </span>during 2026.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:783,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1825}">Growing Demand from Personal Care Industry</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:819,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1861}">The personal care and cosmetics industry remains the largest consumer of Allantoin globally. The ingredient is extensively used in skincare products due to its soothing and moisturizing benefits.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:873,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1915}">Growing consumer awareness regarding skincare, anti-aging treatments, and wellness products continues to drive demand for formulations containing Allantoin. This expanding consumption base is expected to support the<span bis_size="{&quot;x&quot;:202,&quot;y&quot;:895,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:504,&quot;abs_y&quot;:1937}"> </span><strong bis_size="{&quot;x&quot;:206,&quot;y&quot;:895,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:508,&quot;abs_y&quot;:1937}">Allantoin Trend Market</strong><span bis_size="{&quot;x&quot;:357,&quot;y&quot;:895,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:659,&quot;abs_y&quot;:1937}"> </span>throughout 2026.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:930,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1972}">Pharmaceutical Sector Demand</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:966,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2008}">Allantoin also finds extensive application in pharmaceutical products designed to support wound healing and skin repair. As healthcare investments increase globally, pharmaceutical demand for specialty ingredients such as Allantoin is expected to remain strong.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1020,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2062}">The expansion of healthcare infrastructure and increased access to dermatological treatments contribute positively to market demand and pricing stability.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1057,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2099}">Transportation and Logistics Costs</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1093,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2135}">Global transportation costs continue to influence chemical markets worldwide. Shipping rates, fuel prices, warehousing expenses, and logistics availability directly affect the delivered cost of Allantoin.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1147,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2189}">Supply chain disruptions or transportation bottlenecks can create temporary shortages and increase procurement costs, affecting overall market pricing.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1184,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2226}">North America Allantoin Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1222,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2264}">North America represents an important market for Allantoin due to its advanced cosmetics and pharmaceutical industries.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1256,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2298}">Several factors are expected to influence the<span bis_size="{&quot;x&quot;:285,&quot;y&quot;:1258,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:587,&quot;abs_y&quot;:2300}"> </span><strong bis_size="{&quot;x&quot;:288,&quot;y&quot;:1258,&quot;w&quot;:98,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:2300}">Allantoin Price</strong><span bis_size="{&quot;x&quot;:386,&quot;y&quot;:1258,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:688,&quot;abs_y&quot;:2300}"> </span>in the region during 2026:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1290,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2332}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2332}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1290,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2332}">Rising demand for premium skincare products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2366}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1324,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2366}">Pharmaceutical manufacturing growth.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2400}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1358,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2400}">Consumer preference for wellness and personal care products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2434}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2434}">Regulatory compliance costs.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2468}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1426,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2468}">Transportation and distribution expenses.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1460,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2502}">The region's strong focus on innovation and product development is expected to support steady demand for Allantoin-based formulations.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1497,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2539}">Europe Allantoin Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1535,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2577}">Europe remains one of the leading markets for personal care and cosmetic ingredients. Stringent quality standards and growing demand for skincare solutions continue to drive consumption of Allantoin across the region.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1589,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2631}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:1591,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:2633}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:1591,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:2633}">Allantoin Trend Price</strong><span bis_size="{&quot;x&quot;:176,&quot;y&quot;:1591,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:478,&quot;abs_y&quot;:2633}"> </span>in Europe may be influenced by:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1623,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2665}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1623,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2665}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1623,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2665}">Consumer spending on personal care products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1657,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2699}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1657,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2699}">Cosmetic industry growth.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1691,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2733}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1691,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2733}">Pharmaceutical sector demand.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1725,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2767}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1725,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2767}">Energy and manufacturing costs.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1759,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2801}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1759,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2801}">Import and export activities.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1793,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2835}">Sustainability trends and increasing demand for high-performance skincare products are likely to support market expansion during 2026.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1830,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2872}">Asia-Pacific Allantoin Price Outlook</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1867,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2909}">Asia-Pacific is expected to remain the fastest-growing market for Allantoin due to rapid industrialization, urbanization, and increasing consumer awareness regarding skincare and personal wellness.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1921,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2963}">Countries such as China, India, Japan, and South Korea continue to witness significant growth in cosmetics manufacturing and healthcare spending.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1955,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2997}">Key factors influencing the<span bis_size="{&quot;x&quot;:172,&quot;y&quot;:1957,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:474,&quot;abs_y&quot;:2999}"> </span><strong bis_size="{&quot;x&quot;:176,&quot;y&quot;:1957,&quot;w&quot;:98,&quot;h&quot;:16,&quot;abs_x&quot;:478,&quot;abs_y&quot;:2999}">Allantoin Price</strong><span bis_size="{&quot;x&quot;:274,&quot;y&quot;:1957,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:576,&quot;abs_y&quot;:2999}"> </span>in Asia-Pacific include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1989,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3031}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:1989,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3031}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:1989,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3031}">Expanding cosmetics industry.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2023,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3065}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2023,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3065}">Manufacturing capacity growth.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2057,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3099}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2057,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3099}">Raw material availability.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2091,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3133}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2091,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3133}">Rising disposable incomes.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2125,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3167}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2125,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3167}">Increasing pharmaceutical production.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2159,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3201}">The region's growing middle-class population and strong demand for beauty and personal care products are expected to contribute significantly to market growth.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2197,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3239}">Personal Care Industry Driving Demand</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2234,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3276}">The personal care industry remains the largest contributor to the<span bis_size="{&quot;x&quot;:405,&quot;y&quot;:2236,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:707,&quot;abs_y&quot;:3278}"> </span><strong bis_size="{&quot;x&quot;:409,&quot;y&quot;:2236,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:711,&quot;abs_y&quot;:3278}">Allantoin Trend Market</strong>. Consumers increasingly seek skincare products that provide hydration, soothing effects, and protection against environmental stressors.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2288,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3330}">Allantoin's effectiveness in improving skin texture and supporting skin repair makes it a preferred ingredient in:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2322,&quot;w&quot;:1190,&quot;h&quot;:190,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3364}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2322,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3364}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2322,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3364}">Moisturizers.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2356,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3398}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2356,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3398}">Anti-aging creams.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2390,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3432}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2390,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3432}">Sunscreens.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2424,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3466}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2424,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3466}">Facial cleansers.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2458,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3500}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2458,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3500}">Hair care products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2492,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3534}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2492,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3534}">Baby care formulations.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2526,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3568}">The continued growth of the global beauty and wellness sector is expected to maintain strong demand for Allantoin throughout 2026.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2564,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3606}">Pharmaceutical Applications Supporting Market Growth</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2601,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3643}">In addition to cosmetics, Allantoin plays a significant role in pharmaceutical and healthcare products.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2635,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3677}">Its applications include:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2669,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3711}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2669,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3711}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2669,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3711}">Wound healing creams.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2703,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3745}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2703,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3745}">Dermatological treatments.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2737,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3779}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2737,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3779}">Skin repair formulations.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2771,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3813}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2771,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3813}">Oral care products.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:2805,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3847}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:2805,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3847}">Medical ointments.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2839,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3881}">As healthcare providers and pharmaceutical manufacturers continue developing innovative treatment solutions, demand for Allantoin is expected to remain stable.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2877,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3919}">Track Real Time Prices Of <strong bis_size="{&quot;x&quot;:271,&quot;y&quot;:2872,&quot;w&quot;:102,&quot;h&quot;:30,&quot;abs_x&quot;:573,&quot;abs_y&quot;:3914}">Allantoin</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2915,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3957}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2917,&quot;w&quot;:509,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3959}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Allantoin" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2917,&quot;w&quot;:509,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3959}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Allantoin</a></strong></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2952,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3994}">Consumer Trends Impacting the Allantoin Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2990,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4032}">Changing consumer preferences continue to influence the<span bis_size="{&quot;x&quot;:366,&quot;y&quot;:2992,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:668,&quot;abs_y&quot;:4034}"> </span><strong bis_size="{&quot;x&quot;:370,&quot;y&quot;:2992,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:672,&quot;abs_y&quot;:4034}">Allantoin Trend Market</strong>. Modern consumers increasingly prioritize skincare, wellness, and preventive healthcare.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3024,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4066}">Several trends supporting demand include:</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3060,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4102}">Rising Interest in Premium Skincare</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3097,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4139}">Consumers are investing more in high-quality skincare products featuring proven active ingredients such as Allantoin.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3133,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4175}">Growth of E-Commerce</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3169,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4211}">Online retail channels have expanded access to personal care products, increasing product availability and consumer awareness.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3206,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4248}">Increasing Focus on Skin Health</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3242,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4284}">Growing awareness regarding skin health, environmental protection, and self-care routines continues to drive demand for effective cosmetic ingredients.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3278,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4320}">Expansion of Men's Grooming Products</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3315,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4357}">The growing popularity of men's skincare and grooming products provides additional growth opportunities for Allantoin-based formulations.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3352,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4394}">Challenges Affecting the Allantoin Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3390,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4432}">Despite favorable growth prospects, several challenges may impact the<span bis_size="{&quot;x&quot;:450,&quot;y&quot;:3392,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:752,&quot;abs_y&quot;:4434}"> </span><strong bis_size="{&quot;x&quot;:453,&quot;y&quot;:3392,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:755,&quot;abs_y&quot;:4434}">Allantoin Trend Market</strong>.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3426,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4468}">Raw Material Price Volatility</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3462,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4504}">Fluctuating feedstock prices can influence manufacturing costs and affect pricing strategies.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3499,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4541}">Regulatory Requirements</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3535,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4577}">Manufacturers must comply with strict cosmetic and pharmaceutical regulations, increasing operational costs.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3572,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4614}">Supply Chain Disruptions</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3608,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4650}">Transportation delays and logistics constraints can affect product availability and procurement planning.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3644,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4686}">Competitive Ingredient Landscape</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3681,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4723}">Alternative skincare and pharmaceutical ingredients may create competitive pressure within the market.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3718,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4760}">Allantoin Price Forecast for 2026</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3756,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4798}">The overall<span bis_size="{&quot;x&quot;:77,&quot;y&quot;:3758,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:4800}"> </span><strong bis_size="{&quot;x&quot;:81,&quot;y&quot;:3758,&quot;w&quot;:98,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:4800}">Allantoin Price</strong><span bis_size="{&quot;x&quot;:179,&quot;y&quot;:3758,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:481,&quot;abs_y&quot;:4800}"> </span>forecast for 2026 suggests a stable to moderately firm market outlook. Demand from personal care, cosmetics, pharmaceutical, and healthcare industries is expected to remain strong.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3810,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4852}">Several factors are likely to support pricing levels:</p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3844,&quot;w&quot;:1190,&quot;h&quot;:156,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4886}">
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3844,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4886}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3844,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4886}">Expanding skincare industry.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3878,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4920}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3878,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4920}">Rising healthcare investments.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3912,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4954}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3912,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4954}">Increasing consumer awareness.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3946,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4988}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3946,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4988}">Growing pharmaceutical applications.</p>
</li>
<li bis_size="{&quot;x&quot;:48,&quot;y&quot;:3980,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5022}">
<p bis_size="{&quot;x&quot;:48,&quot;y&quot;:3980,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:5022}">Higher manufacturing and logistics costs.</p>
</li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4014,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5056}">However, improvements in production efficiency and stable raw material supply could help mitigate excessive price increases.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4048,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5090}">Market participants should closely monitor supply-demand dynamics, raw material trends, and economic developments to optimize procurement and sourcing strategies.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4085,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5127}">Future Opportunities in the Allantoin Market</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4122,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5164}">The long-term outlook for the<span bis_size="{&quot;x&quot;:187,&quot;y&quot;:4124,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:489,&quot;abs_y&quot;:5166}"> </span><strong bis_size="{&quot;x&quot;:191,&quot;y&quot;:4124,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:5166}">Allantoin Trend Market</strong><span bis_size="{&quot;x&quot;:342,&quot;y&quot;:4124,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:644,&quot;abs_y&quot;:5166}"> </span>remains highly positive due to several emerging growth opportunities.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4159,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5201}">Expansion of Skincare Industry</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4195,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5237}">The global skincare market continues to grow rapidly, creating sustained demand for multifunctional ingredients such as Allantoin.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4231,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5273}">Growth of Natural and Wellness Products</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4268,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5310}">Consumers increasingly seek products focused on wellness, skin health, and preventive care.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4304,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5346}">Pharmaceutical Innovation</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4341,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5383}">Advancements in dermatological and wound care treatments may create additional opportunities for Allantoin applications.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4377,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5419}">Emerging Market Growth</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4413,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5455}">Developing economies continue to experience rising incomes and increasing spending on personal care and healthcare products.</p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4450,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5492}">Product Innovation</h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4486,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5528}">Manufacturers are introducing new formulations and product categories incorporating Allantoin to meet evolving consumer preferences.</p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4524,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5566}">Conclusion</h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4561,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5603}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:4563,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:5605}"> </span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:4563,&quot;w&quot;:98,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:5605}">Allantoin Price</strong><span bis_size="{&quot;x&quot;:175,&quot;y&quot;:4563,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:477,&quot;abs_y&quot;:5605}"> </span>outlook for 2026 remains supported by strong demand from personal care, cosmetics, pharmaceutical, and healthcare industries. Factors such as raw material availability, production costs, logistics expenses, and consumer demand trends will continue shaping market performance throughout the year.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4615,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5657}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:4617,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:5659}"> </span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:4617,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:5659}"><a href="https://www.chemanalyst.com/Pricing-data/allantoin-2428" bis_size="{&quot;x&quot;:36,&quot;y&quot;:4617,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:5659}">Allantoin Trend Price</a></strong> is expected to witness moderate fluctuations depending on regional supply-demand balances and economic conditions. Meanwhile, the<span bis_size="{&quot;x&quot;:1016,&quot;y&quot;:4617,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1318,&quot;abs_y&quot;:5659}"> </span><strong bis_size="{&quot;x&quot;:1020,&quot;y&quot;:4617,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:1322,&quot;abs_y&quot;:5659}">Allantoin Trend Market</strong><span bis_size="{&quot;x&quot;:1171,&quot;y&quot;:4617,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1473,&quot;abs_y&quot;:5659}"> </span>is projected to maintain steady growth due to increasing skincare awareness, expanding pharmaceutical applications, and rising consumer spending on wellness products.</p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4669,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5711}">As demand for effective skincare and healthcare solutions continues to increase worldwide, Allantoin is expected to remain a highly valued ingredient across multiple industries, supporting long-term market expansion and sustained pricing relevance in the years ahead.</p>]]> </content:encoded>
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<title>Best Astrology Website Development Company for Custom Solutions</title>
<link>https://news.bangboxonline.com/best-astrology-website-development-company-for-custom-solutions</link>
<guid>https://news.bangboxonline.com/best-astrology-website-development-company-for-custom-solutions</guid>
<description><![CDATA[ Dinoustech is a trusted astrology website development company delivering custom, user-friendly, and scalable astrology web solutions for modern businesses. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fc13523d75.jpg" length="69307" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:39:22 +0500</pubDate>
<dc:creator>Dinoustech</dc:creator>
<media:keywords>astrology website development company, astrology web development services, astrology website design company</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>In the digital age, astrology has shifted from traditional consultations to online platforms that connect astrologers and users worldwide. Both businesses and individuals now look for effective astrology websites that provide personalized experiences, real-time consultations, and reliable predictions. Choosing the best </span><a href="https://www.dinoustech.com/astrology-app-development.html"><span>astrology website development company</span></a><span> for custom solutions is vital for creating a successful and scalable online astrology platform.</span></p>
<h3 dir="ltr"><span>The Growing Demand for Astrology Websites</span></h3>
<p dir="ltr"><span>Astrology has deep cultural roots, particularly in countries like India. With the rise of digital technology, users prefer to access horoscope readings, kundli generation, tarot guidance, and numerology services online. This increasing demand has led to opportunities for businesses to create feature-rich astrology websites that offer smooth user experiences.</span></p>
<p dir="ltr"><span>A professional astrology website development company recognizes this demand and provides tailored solutions that meet business goals. From user-friendly designs to effective backend systems, every aspect contributes to a platform that engages users and builds trust.</span></p>
<h3 dir="ltr"><span>Importance of Custom Astrology Website Development</span></h3>
<p dir="ltr"><span>Custom solutions are crucial for astrology platforms since every business has unique needs. A generic website cannot fulfill the expectations of modern users who seek personalized services, secure payment options, and interactive features. Custom astrology website development focuses on creating platforms that are scalable, flexible, and reflect brand identity.</span></p>
<p dir="ltr"><span>Features such as live chat with astrologers, video consultations, automated horoscope generation, and multilingual support improve the overall user experience. A well-built website ensures easy navigation, fast loading times, and compatibility across devices, which are important for online success.</span></p>
<h3 dir="ltr"><span>Key Features of a Modern Astrology Website</span></h3>
<p dir="ltr"><span>A successful astrology website is not just about design; it also needs functionality and performance. It should have advanced features that cater to both users and astrologers. Real-time consultation options, secure payment gateways, and user dashboards are essential components. Integrating AI-based prediction tools and data analytics can further improve the accuracy and personalization of services.</span></p>
<p dir="ltr"><span>Content management systems allow for easy updates of blogs, horoscopes, and daily predictions. These features help keep the platform engaging and dynamic for users. A professional development company ensures that all these elements work seamlessly together.</span></p>
<h3 dir="ltr"><span>Why Choose the Right Development Partner</span></h3>
<p dir="ltr"><span>Choosing the right astrology website development company is a significant decision that affects your business's success. An experienced company offers technical expertise, industry knowledge, and innovative ideas. They understand user behavior and design platforms that are intuitive and easy to navigate.</span></p>
<p dir="ltr"><span>Dinoustech is a trusted name in this field, providing custom astrology website development solutions that meet various business needs. With an emphasis on quality and performance, Dinoustech helps businesses create powerful platforms that stand out in a competitive market.</span></p>
<h3 dir="ltr"><span>Enhancing User Experience and Engagement</span></h3>
<p dir="ltr"><span>User experience is crucial for the success of any online platform. An astrology website should be designed for easy access to services without confusion. Clean layouts, responsive designs, and interactive features lead to higher engagement and customer satisfaction.</span></p>
<p dir="ltr"><span>Personalization is another important aspect that improves user experience. By examining user preferences and behaviors, websites can offer tailored recommendations and predictions. This not only increases user retention but also enhances the platform's credibility.</span></p>
<h3 dir="ltr"><span>Scalability and Future Growth</span></h3>
<p dir="ltr"><span>As your astrology business expands, your website should be capable of handling more traffic and additional features. Scalability is an essential part of custom development, ensuring that the platform can adapt to changing market demands. A well-made website allows for the easy addition of new technologies and services in the future.</span></p>
<p dir="ltr"><span>Dinoustech focuses on creating scalable and future-ready solutions that support long-term growth. Their expertise in developing strong platforms ensures that businesses can grow without technical limitations.</span></p>
<h3 dir="ltr"><span>Conclusion</span></h3>
<p dir="ltr"><span>The demand for online astrology services continues to rise, making it crucial for businesses to invest in quality website development. Choosing the right astrology website development company for custom solutions ensures that your platform is not only attractive but also functional, secure, and scalable.</span></p>
<p dir="ltr"><span>With the right development partner, you can establish a robust online presence that attracts users and fosters trust. Dinoustech stands out as a reliable provider of custom astrology website development services, helping businesses achieve digital success in the evolving astrology industry.</span></p>]]> </content:encoded>
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<item>
<title>Cable Sizing Calculator Australia vs Manual Calculations: Which Is Better?</title>
<link>https://news.bangboxonline.com/cable-sizing-calculator-australia-vs-manual-calculations-which-is-better</link>
<guid>https://news.bangboxonline.com/cable-sizing-calculator-australia-vs-manual-calculations-which-is-better</guid>
<description><![CDATA[ When selecting electrical cables, accuracy and compliance are critical. A Cable Sizing Calculator Australia simplifies the process by automatically considering factors such as voltage drop, current-carrying capacity, installation methods, and Australian standards. In contrast, manual calculations provide a deeper understanding of electrical principles but can be time-consuming and more prone to human error. While experienced engineers may prefer manual methods for verification and complex projects, calculators offer speed, consistency, and convenience for everyday applications. The best approach is often a combination of both—using a cable sizing calculator for efficiency and manual calculations to validate results and ensure optimal system performance. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fc668368d9.jpg" length="71072" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:32:07 +0500</pubDate>
<dc:creator>Spear Head</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:17,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1008}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:15,&quot;w&quot;:122,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1006}">Introduction</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:54,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1045}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:56,&quot;w&quot;:798,&quot;h&quot;:56,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1047}">Selecting the correct cable size is one of the most critical aspects of electrical design and installation. Whether you're working on a residential development, commercial facility, industrial plant, or renewable energy project, accurate cable sizing directly impacts safety, performance, compliance, and project costs.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:128,&quot;w&quot;:806,&quot;h&quot;:80,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1119}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:130,&quot;w&quot;:797,&quot;h&quot;:56,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1121}">For decades, electricians and electrical engineers relied on manual calculations using standards, reference tables, and engineering formulas to determine appropriate cable sizes. While this method remains valid, modern technology has transformed the process. Today, a </span><a href="https://spearhead.com.au/products/powerpac" bis_size="{&quot;x&quot;:143,&quot;y&quot;:170,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:444,&quot;abs_y&quot;:1161}"><span bis_size="{&quot;x&quot;:143,&quot;y&quot;:170,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:444,&quot;abs_y&quot;:1161}">Cable Sizing Calculator Australia</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:170,&quot;w&quot;:773,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1161}"> solution can automate complex calculations, reduce human error, and significantly improve project efficiency.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:222,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1213}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:224,&quot;w&quot;:777,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1215}">As Australian electrical standards become more comprehensive and projects become increasingly complex, professionals are asking an important question: Should you continue using manual calculations, or is a cable sizing calculator the better option?</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:276,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1267}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:278,&quot;w&quot;:802,&quot;h&quot;:56,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1269}">In this guide, we'll compare cable sizing calculators and manual calculations in detail, examining their accuracy, speed, compliance benefits, and practical applications. We'll also explore how modern electrical estimating software and tools such as an AS 3000 maximum demand calculator are reshaping electrical design workflows across Australia.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:350,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1341}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:384,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1375}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:400,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1391}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:437,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1428}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:435,&quot;w&quot;:398,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1426}">Understanding Cable Sizing in Australia</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:475,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1466}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:476,&quot;w&quot;:734,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1467}">Cable sizing involves determining the correct conductor size for an electrical circuit based on several factors, including:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:509,&quot;w&quot;:806,&quot;h&quot;:258,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1500}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:509,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1500}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:509,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1500}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:510,&quot;w&quot;:156,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1501}">Current-carrying capacity</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:543,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1534}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:543,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1534}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:544,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1535}">Voltage drop</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:577,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1568}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:577,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1568}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:578,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1569}">Cable length</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:611,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1602}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:611,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1602}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:612,&quot;w&quot;:117,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1603}">Installation method</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:645,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1636}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:645,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1636}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:646,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1637}">Ambient temperature</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:679,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1670}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:679,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1670}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:680,&quot;w&quot;:103,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1671}">Grouping factors</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:713,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1704}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:713,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1704}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:714,&quot;w&quot;:164,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1705}">Fault current requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:747,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1738}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:747,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1738}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:748,&quot;w&quot;:202,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1739}">Australian standards compliance</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:781,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1772}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:782,&quot;w&quot;:292,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1773}">Choosing a cable that is too small can result in:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:815,&quot;w&quot;:806,&quot;h&quot;:190,&quot;abs_x&quot;:309,&quot;abs_y&quot;:1806}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:815,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1806}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:815,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1806}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:816,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1807}">Excessive voltage drop</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:849,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1840}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:849,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1840}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:850,&quot;w&quot;:76,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1841}">Overheating</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:883,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1874}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:883,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1874}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:884,&quot;w&quot;:177,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1875}">Reduced equipment lifespan</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:917,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1908}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:917,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1908}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:918,&quot;w&quot;:151,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1909}">Increased energy losses</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:951,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1942}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:951,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1942}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:952,&quot;w&quot;:77,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1943}">Fire hazards</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:985,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1976}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:985,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1976}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:986,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:1977}">Non-compliance issues</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1019,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2010}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1020,&quot;w&quot;:584,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2011}">Conversely, oversized cables can unnecessarily increase project costs and material expenses.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1053,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2044}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1054,&quot;w&quot;:444,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2045}">This is why accurate cable sizing is essential for every electrical project.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1087,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2078}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:1121,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2112}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1136,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2127}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1174,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2165}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1171,&quot;w&quot;:443,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2162}">What Are Manual Cable Sizing Calculations?</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1211,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2202}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1213,&quot;w&quot;:753,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2204}">Manual cable sizing calculations involve using formulas, engineering principles, and Australian standards to determine the appropriate cable size.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1265,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2256}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1267,&quot;w&quot;:244,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2258}">Typically, an electrician or engineer will:</span></p>
<ol bis_size="{&quot;x&quot;:8,&quot;y&quot;:1299,&quot;w&quot;:806,&quot;h&quot;:224,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2290}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1299,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2290}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1299,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2290}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1301,&quot;w&quot;:180,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2292}">Calculate circuit load current.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1333,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2324}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1333,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2324}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1335,&quot;w&quot;:205,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2326}">Determine installation conditions.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1367,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2358}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1367,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2358}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1369,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2360}">Apply correction factors.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1401,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2392}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1401,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2392}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1403,&quot;w&quot;:143,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2394}">Calculate voltage drop.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1435,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2426}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1435,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2426}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1437,&quot;w&quot;:176,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2428}">Check fault loop impedance.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1469,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2460}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1469,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2460}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1471,&quot;w&quot;:195,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2462}">Verify current-carrying capacity.</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1503,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2494}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1503,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2494}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:1505,&quot;w&quot;:288,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:2496}">Confirm compliance with applicable standards.</span></p>
</li>
</ol>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1537,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2528}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1539,&quot;w&quot;:558,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2530}">The process often requires consulting multiple reference tables and standards documents.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1574,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2565}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1574,&quot;w&quot;:275,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2565}">Advantages of Manual Calculations</span></h3>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1612,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2603}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1614,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2605}">Deep Technical Understanding</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1651,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2642}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1652,&quot;w&quot;:636,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2643}">Manual calculations help engineers understand the underlying principles behind cable sizing decisions.</span></p>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1689,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2680}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1691,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2682}">Useful for Training</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1728,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2719}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1730,&quot;w&quot;:779,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2721}">Students and apprentice electricians benefit from learning manual methods because they develop a stronger understanding of electrical design concepts.</span></p>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1787,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2778}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1788,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2779}">No Software Dependency</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1825,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2816}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1827,&quot;w&quot;:418,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2818}">Manual calculations can be performed without specialized software.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1862,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2853}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1862,&quot;w&quot;:270,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2853}">Limitations of Manual Calculations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1898,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2889}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1900,&quot;w&quot;:420,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2891}">Despite their benefits, manual calculations have several drawbacks.</span></p>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1937,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2928}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1938,&quot;w&quot;:114,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2929}">Time-Consuming</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1975,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2966}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:1977,&quot;w&quot;:493,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:2968}">Large projects may involve hundreds of circuits requiring individual calculations.</span></p>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2014,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3005}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2015,&quot;w&quot;:184,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3006}">Higher Risk of Human Error</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2052,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3043}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2054,&quot;w&quot;:768,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3045}">Even experienced professionals can make mistakes when entering values, applying correction factors, or referencing tables.</span></p>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2091,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3082}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2093,&quot;w&quot;:109,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3084}">Difficult to Scale</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2130,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3121}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2131,&quot;w&quot;:496,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3122}">Manual calculations become increasingly inefficient as project complexity grows.</span></p>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2168,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3159}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2170,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3161}">Compliance Challenges</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2207,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3198}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2209,&quot;w&quot;:552,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3200}">Keeping up with evolving Australian standards requires constant verification and updates.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2241,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3232}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:2275,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3266}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2291,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3282}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2328,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3319}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2326,&quot;w&quot;:487,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3317}">What Is a Cable Sizing Calculator Australia Tool?</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2365,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3356}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2367,&quot;w&quot;:791,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3358}">A Cable Sizing Calculator Australia tool is software designed to automate cable sizing calculations while incorporating Australian electrical standards and engineering requirements.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2419,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3410}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2421,&quot;w&quot;:788,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3412}">Rather than manually performing every calculation, users enter project-specific data, and the software automatically determines suitable cable sizes.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2473,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3464}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2475,&quot;w&quot;:270,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3466}">Modern cable sizing solutions can evaluate:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2507,&quot;w&quot;:806,&quot;h&quot;:224,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3498}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2507,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3498}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2507,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3498}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2509,&quot;w&quot;:101,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3500}">Current demand</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2541,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3532}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2541,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3532}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2543,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3534}">Voltage drop</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2575,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3566}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2575,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3566}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2577,&quot;w&quot;:124,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3568}">Installation methods</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2609,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3600}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2609,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3600}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2611,&quot;w&quot;:124,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3602}">Fault current ratings</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2643,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3634}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2643,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3634}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2645,&quot;w&quot;:189,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3636}">Temperature correction factors</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2677,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3668}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2677,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3668}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2679,&quot;w&quot;:103,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3670}">Grouping factors</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2711,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3702}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2711,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3702}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2713,&quot;w&quot;:159,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3704}">Compliance requirements</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2745,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3736}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2747,&quot;w&quot;:349,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3738}">The result is a faster and more accurate design process.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2779,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3770}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:2813,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3804}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2829,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3820}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2866,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3857}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2864,&quot;w&quot;:353,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3855}">How Cable Sizing Calculators Work</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2904,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3895}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2905,&quot;w&quot;:428,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3896}">A cable sizing calculator processes multiple variables simultaneously.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2938,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3929}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:2939,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3930}">Users typically enter:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2972,&quot;w&quot;:806,&quot;h&quot;:224,&quot;abs_x&quot;:309,&quot;abs_y&quot;:3963}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2972,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3963}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2972,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3963}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:2973,&quot;w&quot;:91,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3964}">Supply voltage</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3006,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3997}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3006,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3997}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3007,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:3998}">Load current</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3040,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4031}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3040,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4031}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3041,&quot;w&quot;:81,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4032}">Circuit length</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3074,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4065}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3074,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4065}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3075,&quot;w&quot;:97,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4066}">Installation type</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3108,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4099}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3108,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4099}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3109,&quot;w&quot;:130,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4100}">Ambient temperature</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3142,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4133}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3142,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4133}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3143,&quot;w&quot;:78,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4134}">Power factor</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3176,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4167}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3176,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4167}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3177,&quot;w&quot;:124,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4168}">Load characteristics</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3210,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4201}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3211,&quot;w&quot;:473,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4202}">The software then automatically applies relevant calculations and standards.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3244,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4235}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3245,&quot;w&quot;:609,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4236}">Instead of manually reviewing multiple tables, the system generates recommendations in seconds.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3278,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4269}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3279,&quot;w&quot;:645,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4270}">This automation significantly reduces engineering workload while improving consistency across projects.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3312,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4303}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:3346,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4337}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3361,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4352}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3399,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4390}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3396,&quot;w&quot;:613,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4387}">Comparing Cable Sizing Calculators and Manual Calculations</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3436,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4427}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3437,&quot;w&quot;:73,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4428}">Accuracy</span></h3>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3475,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4466}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3477,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4468}">Manual Calculations</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3514,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4505}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3515,&quot;w&quot;:636,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4506}">Accuracy depends heavily on the knowledge and experience of the person performing the calculations.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3548,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4539}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3549,&quot;w&quot;:150,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4540}">Potential issues include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3582,&quot;w&quot;:806,&quot;h&quot;:122,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4573}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3582,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4573}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3582,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4573}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3583,&quot;w&quot;:123,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4574}">Mathematical errors</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3616,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4607}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3616,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4607}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3617,&quot;w&quot;:158,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4608}">Incorrect table references</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3650,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4641}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3650,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4641}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3651,&quot;w&quot;:155,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4642}">Missed correction factors</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3684,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4675}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3684,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4675}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:3685,&quot;w&quot;:122,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:4676}">Outdated standards</span></p>
</li>
</ul>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3722,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4713}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3724,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4715}">Cable Sizing Calculators</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3761,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4752}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3762,&quot;w&quot;:682,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4753}">Software solutions automatically apply formulas and correction factors, reducing opportunities for human error.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3795,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4786}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3796,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4787}">Winner: Cable Sizing Calculator</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3829,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4820}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:3863,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4854}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3878,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4869}"></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3915,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4906}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3916,&quot;w&quot;:49,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4907}">Speed</span></h3>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3953,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4944}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3955,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4946}">Manual Calculations</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3992,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4983}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:3994,&quot;w&quot;:414,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:4985}">A single circuit may require multiple calculations and table lookups.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4026,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5017}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4028,&quot;w&quot;:340,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5019}">Large projects can consume many hours or even days.</span></p>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4065,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5056}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4066,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5057}">Cable Sizing Calculators</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4103,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5094}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4105,&quot;w&quot;:258,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5096}">Most calculations are completed instantly.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4137,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5128}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4139,&quot;w&quot;:317,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5130}">Large projects can be evaluated significantly faster.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4171,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5162}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4173,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5164}">Winner: Cable Sizing Calculator</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4205,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5196}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:4239,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5230}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4255,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5246}"></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4291,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5282}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4292,&quot;w&quot;:92,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5283}">Compliance</span></h3>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4330,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5321}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4331,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5322}">Manual Calculations</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4368,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5359}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4370,&quot;w&quot;:473,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5361}">Professionals must manually verify compliance with Australian requirements.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4402,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5393}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4404,&quot;w&quot;:219,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5395}">This increases the risk of oversight.</span></p>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4441,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5432}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4443,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5434}">Cable Sizing Calculators</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4480,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5471}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4481,&quot;w&quot;:459,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5472}">Modern software integrates current standards into the calculation process.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4514,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5505}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4515,&quot;w&quot;:237,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5506}">This simplifies compliance verification.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4548,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5539}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4549,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5540}">Winner: Cable Sizing Calculator</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4582,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5573}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:4616,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5607}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4631,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5622}"></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4668,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5659}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4668,&quot;w&quot;:118,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5659}">Cost Efficiency</span></h3>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4706,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5697}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4708,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5699}">Manual Calculations</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4745,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5736}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4746,&quot;w&quot;:661,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5737}">While manual methods don't require software licenses, they increase labour costs due to the time involved.</span></p>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4783,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5774}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4785,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5776}">Cable Sizing Calculators</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4822,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5813}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4824,&quot;w&quot;:236,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5815}">Software investment is often offset by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:4856,&quot;w&quot;:806,&quot;h&quot;:122,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5847}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4856,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5847}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4856,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5847}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4858,&quot;w&quot;:98,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5849}">Reduced labour</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4890,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5881}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4890,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5881}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4892,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5883}">Faster project completion</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4924,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5915}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4924,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5915}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4926,&quot;w&quot;:79,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5917}">Fewer errors</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4958,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5949}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:4958,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5949}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:4960,&quot;w&quot;:169,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:5951}">Better material optimisation</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4992,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5983}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:4994,&quot;w&quot;:197,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:5985}">Winner: Cable Sizing Calculator</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5026,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6017}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:5060,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6051}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5076,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6067}"></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5112,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6103}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5113,&quot;w&quot;:248,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6104}">Learning and Skill Development</span></h3>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5151,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6142}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5152,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6143}">Manual Calculations</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5189,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6180}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5191,&quot;w&quot;:397,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6182}">Excellent for understanding electrical engineering fundamentals.</span></p>
<h4 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5228,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6219}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5229,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6220}">Cable Sizing Calculators</span></h4>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5266,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6257}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5268,&quot;w&quot;:356,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6259}">May reduce opportunities to practise manual calculations.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5300,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6291}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5302,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6293}">Winner: Manual Calculations</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5334,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6325}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:5368,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6359}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:5384,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6375}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5421,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6412}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5419,&quot;w&quot;:789,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6410}">Why Australian Electrical Professionals Are Moving Toward Software Solutions</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5459,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6450}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5460,&quot;w&quot;:396,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6451}">The electrical industry is undergoing rapid digital transformation.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5493,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6484}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5494,&quot;w&quot;:782,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6485}">Electrical contractors, consultants, and engineers increasingly rely on software tools to improve productivity and reduce project risk.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5547,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6538}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5548,&quot;w&quot;:221,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6539}">Several factors are driving this shift:</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5583,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6574}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5584,&quot;w&quot;:219,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6575}">Growing Project Complexity</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5620,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6611}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5621,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6612}">Modern projects often involve:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:5654,&quot;w&quot;:806,&quot;h&quot;:156,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6645}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5654,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6645}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5654,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6645}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5655,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6646}">Renewable energy systems</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5688,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6679}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5688,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6679}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5689,&quot;w&quot;:178,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6680}">Electric vehicle infrastructure</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5722,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6713}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5722,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6713}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5723,&quot;w&quot;:96,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6714}">Smart buildings</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5756,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6747}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5756,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6747}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5757,&quot;w&quot;:185,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6748}">Energy management systems</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5790,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6781}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:5790,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6781}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:5791,&quot;w&quot;:136,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:6782}">Distributed generation</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5824,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6815}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5825,&quot;w&quot;:495,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6816}">These systems require more advanced calculations than traditional installations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5860,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6851}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5861,&quot;w&quot;:262,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6852}">Higher Compliance Requirements</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5896,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6887}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5898,&quot;w&quot;:572,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6889}">Australian standards continue to evolve, making compliance management more challenging.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5933,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6924}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5934,&quot;w&quot;:283,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6925}">Faster Project Delivery Expectations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:5969,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6960}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:5971,&quot;w&quot;:419,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6962}">Clients increasingly demand shorter timelines and greater accuracy.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6003,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6994}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6005,&quot;w&quot;:521,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:6996}">Software helps professionals meet these expectations without compromising quality.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6037,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7028}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:6071,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7062}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6087,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7078}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6124,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7115}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6122,&quot;w&quot;:561,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7113}">The Role of AS 3000 Maximum Demand Calculator Tools</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6162,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7153}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6163,&quot;w&quot;:442,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7154}">Cable sizing and maximum demand calculations are closely connected.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6196,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7187}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6197,&quot;w&quot;:20,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7188}">An </span><a href="https://spearhead.com.au/products/powerpac/maximum-demand" bis_size="{&quot;x&quot;:28,&quot;y&quot;:6197,&quot;w&quot;:236,&quot;h&quot;:16,&quot;abs_x&quot;:329,&quot;abs_y&quot;:7188}"><span bis_size="{&quot;x&quot;:28,&quot;y&quot;:6197,&quot;w&quot;:236,&quot;h&quot;:16,&quot;abs_x&quot;:329,&quot;abs_y&quot;:7188}">AS 3000 maximum demand calculator</span></a><span bis_size="{&quot;x&quot;:264,&quot;y&quot;:6197,&quot;w&quot;:421,&quot;h&quot;:16,&quot;abs_x&quot;:565,&quot;abs_y&quot;:7188}"> helps determine the anticipated electrical demand of an installation.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6230,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7221}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6231,&quot;w&quot;:315,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7222}">Accurate maximum demand calculations influence:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:6264,&quot;w&quot;:806,&quot;h&quot;:122,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7255}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6264,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7255}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6264,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7255}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6265,&quot;w&quot;:107,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7256}">Main cable sizing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6298,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7289}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6298,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7289}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6299,&quot;w&quot;:116,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7290}">Switchboard sizing</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6332,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7323}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6332,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7323}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6333,&quot;w&quot;:115,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7324}">Distribution design</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6366,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7357}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:6366,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7357}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:6367,&quot;w&quot;:166,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:7358}">Protection device selection</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6400,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7391}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6401,&quot;w&quot;:531,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7392}">Traditionally, maximum demand assessments required extensive manual calculations.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6434,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7425}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6435,&quot;w&quot;:759,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7426}">Today, integrated software solutions can combine cable sizing and maximum demand calculations within a single workflow.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6468,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7459}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6469,&quot;w&quot;:355,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7460}">This improves efficiency and reduces duplication of effort.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6502,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7493}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:6536,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7527}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:6551,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7542}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6589,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7580}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6586,&quot;w&quot;:586,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7577}">How Electrical Estimating Software Enhances Cable Sizing</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6626,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7617}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6628,&quot;w&quot;:342,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7619}">Cable sizing is only one component of project planning.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6660,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7651}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6662,&quot;w&quot;:621,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7653}">Modern electrical estimating software provides additional capabilities that streamline project delivery.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6694,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7685}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6696,&quot;w&quot;:185,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7687}">These solutions often include:</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6730,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7721}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6731,&quot;w&quot;:150,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7722}">Material Estimation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6767,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7758}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6768,&quot;w&quot;:413,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7759}">Automatically calculates cable quantities and associated materials.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6803,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7794}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6804,&quot;w&quot;:133,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7795}">Cost Forecasting</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6840,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7831}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6841,&quot;w&quot;:266,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7832}">Generates accurate project cost estimates.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6876,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7867}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6877,&quot;w&quot;:129,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7868}">Labour Planning</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6912,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7903}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6914,&quot;w&quot;:222,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7905}">Helps allocate resources effectively.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6949,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7940}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6949,&quot;w&quot;:178,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7940}">Design Documentation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:6985,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7976}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:6987,&quot;w&quot;:270,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:7978}">Creates reports and calculation summaries.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7021,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8012}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7022,&quot;w&quot;:162,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8013}">Compliance Records</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7058,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8049}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7059,&quot;w&quot;:377,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8050}">Maintains documentation required for inspections and audits.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7092,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8083}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7093,&quot;w&quot;:301,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8084}">When cable sizing functionality is integrated into </span><a href="https://spearhead.com.au/products/espro" bis_size="{&quot;x&quot;:309,&quot;y&quot;:7093,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:610,&quot;abs_y&quot;:8084}"><span bis_size="{&quot;x&quot;:309,&quot;y&quot;:7093,&quot;w&quot;:179,&quot;h&quot;:16,&quot;abs_x&quot;:610,&quot;abs_y&quot;:8084}">electrical estimating software</span></a><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7093,&quot;w&quot;:766,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8084}">, electrical contractors gain a complete project management solution.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7146,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8137}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:7180,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8171}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:7195,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8186}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7233,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8224}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7230,&quot;w&quot;:523,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8221}">Common Errors in Manual Cable Sizing Calculations</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7270,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8261}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7272,&quot;w&quot;:555,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8263}">While experienced professionals are highly capable, manual processes still introduce risk.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7304,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8295}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7306,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8297}">Common mistakes include:</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7341,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8332}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7341,&quot;w&quot;:277,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8332}">Incorrect Voltage Drop Calculations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7377,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8368}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7379,&quot;w&quot;:502,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8370}">Voltage drop errors can lead to underperforming systems and compliance issues.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7413,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8404}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7414,&quot;w&quot;:212,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8405}">Missing Correction Factors</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7450,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8441}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7451,&quot;w&quot;:465,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8442}">Ambient temperature and cable grouping factors are frequently overlooked.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7486,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8477}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7487,&quot;w&quot;:195,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8478}">Outdated Reference Data</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7522,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8513}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7524,&quot;w&quot;:423,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8515}">Using superseded standards or tables can produce incorrect results.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7559,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8550}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7560,&quot;w&quot;:135,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8551}">Data Entry Errors</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7595,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8586}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7597,&quot;w&quot;:342,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8588}">Simple arithmetic mistakes can affect the entire design.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7632,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8623}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7632,&quot;w&quot;:202,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8623}">Calculation Inconsistency</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7668,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8659}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7670,&quot;w&quot;:370,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8661}">Different team members may apply different methodologies.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7702,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8693}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7704,&quot;w&quot;:475,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8695}">Cable sizing software helps standardise processes and minimise these risks.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7736,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8727}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:7770,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8761}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:7786,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8777}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7823,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8814}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7821,&quot;w&quot;:459,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8812}">When Manual Calculations May Still Be Useful</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7860,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8851}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7862,&quot;w&quot;:580,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8853}">Despite the advantages of software, manual calculations remain valuable in certain situations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7897,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8888}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7898,&quot;w&quot;:181,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8889}">Education and Training</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7933,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8924}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7935,&quot;w&quot;:505,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8926}">Understanding manual methods is essential for developing engineering expertise.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:7970,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8961}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:7970,&quot;w&quot;:167,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8961}">Verification Purposes</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8006,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8997}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8008,&quot;w&quot;:445,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:8999}">Engineers may manually check software outputs for critical installations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8042,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9033}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8043,&quot;w&quot;:112,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9034}">Small Projects</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8079,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9070}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8080,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9071}">Simple circuits may not justify extensive software use.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8115,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9106}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8116,&quot;w&quot;:147,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9107}">Field Assessments</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8151,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9142}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8153,&quot;w&quot;:607,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9144}">Quick approximations may sometimes be performed manually before detailed design work begins.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8185,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9176}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8187,&quot;w&quot;:660,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9178}">In most professional environments, however, software-supported calculations offer substantial advantages.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8219,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9210}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:8253,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9244}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:8269,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9260}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8306,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9297}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8304,&quot;w&quot;:614,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9295}">Benefits of Using a Cable Sizing Calculator Australia Solution</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8344,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9335}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8345,&quot;w&quot;:151,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9336}">Improved Accuracy</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8380,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9371}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8382,&quot;w&quot;:274,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9373}">Automated calculations reduce human error.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8417,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9408}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8417,&quot;w&quot;:203,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9408}">Faster Project Completion</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8453,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9444}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8455,&quot;w&quot;:399,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9446}">Design teams spend less time performing repetitive calculations.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8489,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9480}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8490,&quot;w&quot;:249,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9481}">Better Compliance Management</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8526,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9517}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8527,&quot;w&quot;:478,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9518}">Standards-based calculations improve confidence and reduce regulatory risk.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8562,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9553}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8563,&quot;w&quot;:132,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9554}">Reduced Rework</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8599,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9590}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8600,&quot;w&quot;:269,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9591}">Accurate sizing minimises costly redesigns.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8635,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9626}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8636,&quot;w&quot;:202,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9627}">Enhanced Documentation</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8671,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9662}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8673,&quot;w&quot;:455,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9664}">Calculation reports support project records and compliance requirements.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8708,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9699}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8708,&quot;w&quot;:143,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9699}">Greater Scalability</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8744,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9735}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8746,&quot;w&quot;:436,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9737}">Software handles large projects more efficiently than manual methods.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8778,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9769}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:8812,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9803}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:8828,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9819}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8865,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9856}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8863,&quot;w&quot;:448,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9854}">What to Look for in a Cable Sizing Calculator</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8902,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9893}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8904,&quot;w&quot;:269,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9895}">Not all solutions offer the same capabilities.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8936,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9927}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8938,&quot;w&quot;:442,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9929}">When evaluating a Cable Sizing Calculator Australia platform, consider:</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:8973,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9964}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:8974,&quot;w&quot;:232,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:9965}">Australian Standards Support</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9009,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10000}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9011,&quot;w&quot;:396,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10002}">The software should align with relevant Australian requirements.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9046,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10037}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9046,&quot;w&quot;:202,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10037}">Voltage Drop Calculations</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9082,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10073}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9084,&quot;w&quot;:267,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10075}">Accurate voltage drop analysis is essential.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9118,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10109}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9119,&quot;w&quot;:233,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10110}">Maximum Demand Integration</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9155,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10146}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9156,&quot;w&quot;:551,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10147}">Compatibility with an AS 3000 maximum demand calculator improves workflow efficiency.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9191,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10182}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9192,&quot;w&quot;:150,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10183}">Reporting Features</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9227,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10218}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9229,&quot;w&quot;:387,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10220}">Professional documentation saves time during project reviews.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9264,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10255}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9265,&quot;w&quot;:178,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10256}">User-Friendly Interface</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9300,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10291}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9302,&quot;w&quot;:399,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10293}">Software should simplify calculations rather than add complexity.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9337,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10328}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9337,&quot;w&quot;:181,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10328}">Integration Capabilities</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9373,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10364}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9375,&quot;w&quot;:454,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10366}">Compatibility with electrical estimating software provides additional value.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9407,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10398}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:9441,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10432}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:9457,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10448}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9494,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10485}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9492,&quot;w&quot;:644,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10483}">Why Spearhead Software Is Helping Modernise Electrical Design</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9531,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10522}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9533,&quot;w&quot;:739,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10524}">As electrical projects become more sophisticated, professionals need tools that improve both productivity and accuracy.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9565,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10556}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9567,&quot;w&quot;:782,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10558}">Spearhead Software provides solutions designed to support modern electrical workflows, helping contractors, consultants, and engineers streamline complex calculations while maintaining compliance and consistency.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9619,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10610}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9621,&quot;w&quot;:736,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10612}">By combining intelligent automation with practical design tools, Spearhead Software enables electrical professionals to:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:9653,&quot;w&quot;:806,&quot;h&quot;:156,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10644}">
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9653,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10644}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9653,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10644}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:9655,&quot;w&quot;:180,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10646}">Improve calculation accuracy</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9687,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10678}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9687,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10678}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:9689,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10680}">Reduce manual workload</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9721,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10712}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9721,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10712}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:9723,&quot;w&quot;:163,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10714}">Enhance project efficiency</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9755,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10746}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9755,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10746}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:9757,&quot;w&quot;:209,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10748}">Support compliance requirements</span></p>
</li>
<li dir="ltr" aria-level="1" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9789,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10780}">
<p dir="ltr" role="presentation" bis_size="{&quot;x&quot;:48,&quot;y&quot;:9789,&quot;w&quot;:766,&quot;h&quot;:20,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10780}"><span bis_size="{&quot;x&quot;:48,&quot;y&quot;:9791,&quot;w&quot;:135,&quot;h&quot;:16,&quot;abs_x&quot;:349,&quot;abs_y&quot;:10782}">Deliver projects faster</span></p>
</li>
</ul>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9823,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10814}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9825,&quot;w&quot;:536,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10816}">The result is a more reliable and scalable approach to electrical design and estimation.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9857,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10848}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:9891,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10882}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:9907,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10898}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9944,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10935}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9942,&quot;w&quot;:283,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10933}">Frequently Asked Questions</span></h2>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:9982,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10973}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:9983,&quot;w&quot;:533,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:10974}">Is a cable sizing calculator more accurate than manual calculations?</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10018,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11009}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10020,&quot;w&quot;:734,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11011}">In most situations, yes. Software reduces human error and consistently applies calculation rules and correction factors.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10055,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11046}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10055,&quot;w&quot;:447,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11046}">Can cable sizing software replace engineering judgment?</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10091,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11082}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10093,&quot;w&quot;:788,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11084}">No. Software is a decision-support tool. Professional expertise remains essential for interpreting results and making final design decisions.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10147,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11138}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10148,&quot;w&quot;:425,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11139}">Do electricians still need to learn manual cable sizing?</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10184,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11175}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10185,&quot;w&quot;:757,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11176}">Absolutely. Understanding manual methods provides valuable technical knowledge and helps professionals verify software outputs.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10240,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11231}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10241,&quot;w&quot;:581,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11232}">How does an AS 3000 maximum demand calculator help with cable sizing?</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10276,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11267}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10278,&quot;w&quot;:674,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11269}">Maximum demand calculations determine expected electrical load, which directly affects cable size selection.</span></p>
<h3 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10313,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11304}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10314,&quot;w&quot;:495,&quot;h&quot;:18,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11305}">Can electrical estimating software improve project profitability?</span></h3>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10349,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11340}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10351,&quot;w&quot;:771,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11342}">Yes. Integrated estimating tools improve cost accuracy, resource planning, and material management, helping reduce project overruns.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10403,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11394}"></p>
<hr bis_size="{&quot;x&quot;:8,&quot;y&quot;:10437,&quot;w&quot;:806,&quot;h&quot;:1,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11428}">
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:10453,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11444}"></p>
<h2 dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10490,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11481}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10488,&quot;w&quot;:292,&quot;h&quot;:24,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11479}">Conclusion: Which Is Better?</span></h2>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10528,&quot;w&quot;:806,&quot;h&quot;:20,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11519}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10529,&quot;w&quot;:789,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11520}">When comparing Cable Sizing Calculator Australia tools with manual calculations, the answer is clear for most modern projects.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10562,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11553}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10563,&quot;w&quot;:775,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11554}">Manual calculations remain important for education, verification, and understanding engineering principles. However, they are often slower, more labour-intensive, and more prone to human error.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10616,&quot;w&quot;:806,&quot;h&quot;:60,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11607}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10617,&quot;w&quot;:796,&quot;h&quot;:56,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11608}">A cable sizing calculator offers significant advantages in speed, accuracy, consistency, compliance, and scalability. When combined with tools such as an AS 3000 maximum demand calculator and advanced electrical estimating software, it becomes a powerful solution for today's electrical professionals.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10690,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11681}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10691,&quot;w&quot;:769,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11682}">For contractors, engineers, and consultants seeking greater efficiency and confidence in their designs, software-driven cable sizing is increasingly becoming the preferred approach.</span></p>
<p dir="ltr" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10744,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11735}"><span bis_size="{&quot;x&quot;:8,&quot;y&quot;:10745,&quot;w&quot;:779,&quot;h&quot;:36,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11736}">As the Australian electrical industry continues to evolve, businesses that embrace intelligent digital solutions will be better positioned to deliver safe, compliant, and cost-effective projects—and Spearhead Software is helping lead that transformation.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:10798,&quot;w&quot;:806,&quot;h&quot;:40,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11789}"><b id="docs-internal-guid-5452afa1-7fff-828b-117a-ace0babc17f8" bis_size="{&quot;x&quot;:8,&quot;y&quot;:10819,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11810}"><br bis_size="{&quot;x&quot;:8,&quot;y&quot;:10799,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11790}"><br bis_size="{&quot;x&quot;:8,&quot;y&quot;:10819,&quot;w&quot;:0,&quot;h&quot;:16,&quot;abs_x&quot;:309,&quot;abs_y&quot;:11810}"></b></p>]]> </content:encoded>
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<title>Crystal Porcelain Painting Perth – Elegant Wall Art for Modern Homes</title>
<link>https://news.bangboxonline.com/Crystal-Porcelain-Painting-Perth</link>
<guid>https://news.bangboxonline.com/Crystal-Porcelain-Painting-Perth</guid>
<description><![CDATA[ Upgrade your décor with Crystal Porcelain Painting Perth from Shopnado. Shop top quality artwork that adds a sophisticated and stylish touch to your interiors. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fc5e6d243f.jpg" length="51190" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:30:46 +0500</pubDate>
<dc:creator>Srinidhi Shetty</dc:creator>
<media:keywords>Crystal Porcelain Painting Perth</media:keywords>
<content:encoded><![CDATA[<p>Looking to add luxury and elegance to your living space? <a href="https://shopnado.com.au/product-category/crystal-porcelain-paintings/"><strong>Crystal Porcelain Painting Perth</strong></a> collections from shopnado offer the perfect blend of sophistication, creativity, and modern décor. These premium wall art pieces are designed to enhance homes, offices, apartments, and commercial interiors with stunning visual appeal.</p>
<p>Crystal porcelain paintings are becoming increasingly popular in Perth because of their glossy finish, vibrant colours, and stylish appearance. Whether you prefer modern abstract designs, nature-inspired artwork, or luxury decorative pieces, Shopnado provides a wide range of options to suit every interior style.</p>
<h2>Why Choose Crystal Porcelain Paintings?</h2>
<p>Crystal porcelain paintings are more than simple wall decorations. They are premium art pieces crafted using advanced printing technology and high-quality materials. Their polished surface reflects light beautifully, making rooms appear brighter and more luxurious.</p>
<h3>Benefits of Crystal Porcelain Wall Art</h3>
<h3>Elegant and Modern Appearance</h3>
<p>These paintings instantly upgrade any room with a sophisticated and stylish look. Their crystal-clear finish creates a premium visual effect that complements modern furniture and décor.</p>
<h3>Durable and Long-Lasting</h3>
<p>Unlike traditional canvas paintings, crystal porcelain artwork is highly durable and resistant to fading. The materials used ensure long-lasting beauty for years.</p>
<h3>Easy to Maintain</h3>
<p>The smooth surface is easy to clean and maintain. A simple wipe keeps the artwork looking fresh and attractive.</p>
<h3>Perfect for Multiple Spaces</h3>
<p>Crystal porcelain paintings are suitable for:</p>
<ul>
<li>Living rooms</li>
<li>Bedrooms</li>
<li>Dining areas</li>
<li>Offices</li>
<li>Hallways</li>
<li>Hotels and commercial spaces</li>
</ul>
<h2>Premium Crystal Porcelain Painting Perth Collection at Shopnado</h2>
<p>Shopnado Crystal Porcelain Paintings Collection features an exclusive range of artistic designs created to match various interior themes. From luxury abstract art to calming landscapes, every piece is carefully selected to deliver style and elegance.</p>
<h3>Popular Styles Available</h3>
<h3>Abstract Crystal Paintings</h3>
<p>Modern abstract designs are ideal for contemporary homes. These artworks add creativity and artistic energy to plain walls.</p>
<h3>Nature and Landscape Artwork</h3>
<p>Nature-inspired paintings create a peaceful atmosphere with beautiful scenery, floral art, and calming colours.</p>
<h3>Luxury Gold and Marble Designs</h3>
<p>Gold accents and marble-style crystal paintings provide a high-end designer look perfect for luxury interiors.</p>
<h3>Minimalist Modern Art</h3>
<p>Simple yet elegant designs are perfect for homeowners who prefer clean and sophisticated décor.</p>
<h2>How Crystal Porcelain Paintings Enhance Interior Décor</h2>
<p>Choosing the right wall art can completely transform a room. Crystal porcelain paintings add texture, colour, and personality to empty walls while creating a stylish focal point.</p>
<h3>Perfect Match for Modern Homes</h3>
<p>Perth homeowners are increasingly choosing crystal porcelain paintings because they complement modern architectural styles and contemporary furniture designs. Their reflective finish creates a spacious and bright atmosphere, especially in apartments and smaller rooms.</p>
<h3>Creates a Luxury Feel</h3>
<p>Premium wall art instantly increases the visual appeal of interiors. Whether placed above a sofa, bed, or dining table, crystal porcelain artwork adds elegance and sophistication.</p>
<h2>Tips for Choosing the Right Crystal Porcelain Painting</h2>
<h3>Consider Room Size</h3>
<p>Large paintings work best in spacious living rooms, while smaller pieces suit bedrooms and office spaces.</p>
<h3>Match Existing Décor</h3>
<p>Choose colours and designs that complement your furniture, curtains, and wall colours.</p>
<h3>Select the Right Theme</h3>
<p>Abstract, modern, nature, or luxury themes should align with your interior design preferences.</p>
<h3>Focus on Placement</h3>
<p>Position artwork where it receives proper lighting for maximum visual impact.</p>
<h2>Why Buy from Shopnado?</h2>
<p>shopnado is known for offering high-quality home décor products across Australia. Customers choose Shopnado for premium crystal porcelain paintings because of:</p>
<h3>Wide Selection of Designs</h3>
<p>A large collection of modern and stylish artwork for every décor style.</p>
<h3>Premium Quality Materials</h3>
<p>Durable materials with crystal-clear finishing and vibrant colours.</p>
<h3>Affordable Luxury</h3>
<p>Elegant wall art at competitive prices without compromising quality.</p>
<h3>Reliable Australian Store</h3>
<p>Trusted online shopping experience with excellent customer support.</p>
<h2>Conclusion</h2>
<p>If you want to elevate your home or office interiors, Crystal Porcelain Painting Perth collections from shopnado are an excellent choice. These stylish and luxurious artworks bring elegance, personality, and sophistication to any space. With a wide range of modern designs and premium finishes, Shopnado makes it easy to find the perfect crystal porcelain painting for your décor needs.</p>
<p>Explore the latest collection today and transform your walls into stunning artistic statements.</p>]]> </content:encoded>
</item>

<item>
<title>How Modern Cosmetic Dentistry Supports Family Smiles Dental Care</title>
<link>https://news.bangboxonline.com/how-modern-cosmetic-dentistry-supports-family-smiles-dental-care</link>
<guid>https://news.bangboxonline.com/how-modern-cosmetic-dentistry-supports-family-smiles-dental-care</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fc5fff4229.jpg" length="66855" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:30:00 +0500</pubDate>
<dc:creator>Anthony Rill</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>A healthy smile does more than improve appearance. It affects confidence, comfort, and even the way people interact with others every day. That’s one reason why </span><strong><a href="https://alamodentistry.com/simi-valley-ca/smile-makeover/">Family Smiles Dental Care</a></strong><span> continues to be an important part of oral health for patients of all ages. Modern cosmetic dentistry has changed a lot over the years. It’s no longer just about making teeth look better. Today, cosmetic treatments often support overall dental health while helping families maintain strong, attractive smiles. From children getting preventive care to adults seeking smile improvements, cosmetic dentistry plays a bigger role than many people realize.</span></p>
<h2 dir="ltr"><span>How Cosmetic Dentistry Has Evolved</span></h2>
<p dir="ltr"><span>The old idea of cosmetic dentistry was pretty simple. People thought it was only for celebrities or those willing to spend huge amounts of money on appearance. That’s not really true anymore. Modern techniques are more accessible, more comfortable, and much more practical. Treatments such as teeth whitening, bonding, veneers, and clear aligners are now common parts of comprehensive dental care plans. The goal isn't just beauty. It's creating healthier smiles that function properly while looking natural.</span></p>
<h2 dir="ltr"><span>Supporting Confidence Across Every Age Group</span></h2>
<p dir="ltr"><span>Let’s be real. Confidence matters. A child with visibly damaged teeth may feel self-conscious at school. Teenagers often worry about crooked teeth or staining. Adults deal with years of wear, discoloration, or missing teeth. Cosmetic dentistry offers solutions for each stage of life. Small improvements can make a surprisingly large difference in how people feel about themselves. When family members feel good about their smiles, they're often more motivated to maintain good oral hygiene habits too. That creates long-term benefits that go beyond appearance.</span></p>
<h2 dir="ltr"><span>The Connection Between Appearance and Oral Health</span></h2>
<p dir="ltr"><span>Many cosmetic procedures actually provide functional benefits. Dental bonding can repair chips that may worsen over time. Clear aligners can improve bite alignment, reducing unnecessary stress on teeth and jaw joints. Veneers can protect weakened enamel surfaces in certain situations. The short answer is this: cosmetic dentistry and oral health are often closely connected. While improving aesthetics is important, many treatments also contribute to stronger and healthier teeth. That's something many patients don't realize until they discuss options with their dentist.</span></p>
<h2 dir="ltr"><span>Technology Makes Treatment Easier Than Ever</span></h2>
<p dir="ltr"><span>One of the biggest changes in cosmetic dentistry is technology. Digital imaging, advanced materials, and modern treatment planning have made procedures more predictable than they were years ago. Dentists can often show patients potential results before treatment even begins. That helps reduce uncertainty and improves communication. In many cases, treatments are completed faster and with less discomfort than people expect. Honestly, some patients still imagine cosmetic procedures as complicated or painful. Most are surprised by how straightforward the process can actually be.</span></p>
<h2 dir="ltr"><span>Why Families Benefit from Comprehensive Dental Services</span></h2>
<p dir="ltr"><span>Family dental practices are in a unique position because they care for multiple generations under one roof. A dentist who understands a family's dental history can often recommend cosmetic solutions that fit individual needs while supporting overall oral health goals. Parents may seek whitening treatments while children receive preventive care and teens explore orthodontic options. Having access to comprehensive services creates consistency and convenience. It also encourages regular dental visits, which remain one of the most important factors in maintaining healthy smiles over time.</span></p>
<h2 dir="ltr"><span>The Role of Personalized Treatment Plans</span></h2>
<p dir="ltr"><span>Every smile is different. That sounds obvious, but it's important. Some patients need minor cosmetic adjustments while others require more extensive restorative work. Good cosmetic dentistry starts with careful evaluation rather than a one-size-fits-all approach. Dentists consider factors such as age, dental health, lifestyle habits, and long-term goals before recommending treatment. This personalized approach helps ensure that cosmetic improvements look natural and remain durable. Nobody wants a smile that appears artificial or doesn't fit their facial features. Modern dentistry focuses heavily on customization.</span></p>
<h2 dir="ltr"><span>Finding the Right Dental Partner for Long-Term Smile Care</span></h2>
<p dir="ltr"><span>Choosing the right dental provider matters just as much as choosing the right treatment. Families often benefit from working with experienced professionals who combine preventive, restorative, and cosmetic services in a coordinated way. Many patients seeking advanced smile improvements turn to trusted providers such as </span><strong><a href="https://alamodentistry.com/">alamo dental clinic</a></strong><span>, where cosmetic solutions can be integrated into broader oral health plans. When cosmetic care is approached as part of overall wellness rather than a standalone service, patients tend to experience stronger long-term results and greater satisfaction with their smiles.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><span>Modern cosmetic dentistry has become much more than a tool for improving appearance. It supports oral health, builds confidence, and helps people of all ages maintain smiles they feel proud to share. For families looking to balance aesthetics with long-term dental wellness, cosmetic treatments offer valuable options that fit into comprehensive care plans. As technology continues to advance and treatment options become even more accessible, Family Smiles Dental Care will remain an important foundation for helping patients achieve healthy, functional, and attractive smiles for years to come.</span></p>
<p></p>]]> </content:encoded>
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<title>Leeds Formwork Contractors: Building Strong Structural Foundations</title>
<link>https://news.bangboxonline.com/leeds-formwork-contractors-building-strong-structural-foundations</link>
<guid>https://news.bangboxonline.com/leeds-formwork-contractors-building-strong-structural-foundations</guid>
<description><![CDATA[ An informative guide exploring the essential technical responsibilities of formwork contractors in Leeds and their impact on modern UK construction projects. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fc5bc92c33.jpg" length="161139" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:28:39 +0500</pubDate>
<dc:creator>lily33</dc:creator>
<media:keywords>Leeds Formwork Contractors</media:keywords>
<content:encoded><![CDATA[<p>In the rapidly evolving landscape of the United Kingdom’s construction sector, structural integrity remains the non-negotiable priority. Whether it is the expansion of commercial hubs or the development of modern residential high-rises, the skeleton of any concrete structure relies entirely on the precision of its temporary support systems. This is where the specialized expertise of <a href="https://gfformwork.co.uk/" target="_blank" rel="noopener"><strong>Leeds formwork contractors</strong></a> becomes indispensable to the city’s architectural advancement.<br><strong>Defining the Role</strong></p>
<p>At its core, formwork is the art and engineering of creating molds into which wet concrete is poured. While it may seem like a straightforward task of erecting shuttering, the reality is a complex discipline involving physics, material science, and rigorous safety standards. Leeds formwork contractors are tasked with designing and assembling these molds to ensure they can withstand the immense hydrostatic pressure of liquid concrete without bowing, shifting, or collapsing.</p>
<p>In a city like Leeds, where urban regeneration and infrastructure revitalization are constant, formwork contractors must be highly adaptable. They work across a diverse range of projects—from heavy civil engineering tasks like bridge supports and foundation rafts to intricate architectural features in multi-story developments.<br><strong>Technical Precision and Safety</strong></p>
<p>The primary focus of these specialists is twofold: dimensional accuracy and site safety. When a contractor prepares a mold, they are working to millimeter-level tolerances. If the formwork deviates even slightly, the resulting concrete structure will be compromised, potentially leading to costly remediation work or, in worst-case scenarios, structural failure.</p>
<p>Furthermore, these contractors operate under the strict governance of UK health and safety regulations. Working at heights, handling heavy steel or timber components, and managing the logistics of large-scale pouring operations require a culture of safety. Leeds formwork contractors integrate these safety protocols into their daily workflows, ensuring that temporary structures are not only fit for purpose but also secure for the broader construction team working around them.<br><strong>Adapting to Modern Construction Methods</strong></p>
<p>The construction industry is shifting toward faster, more efficient build cycles. Consequently, modern formwork contractors in Leeds are increasingly utilizing advanced systems. These include modular aluminum systems for rapid assembly and specialized climbing formwork for high-rise projects.</p>
<p>The decision-making process for these contractors involves calculating the cost-benefit ratio of these systems against traditional timber shuttering. They must consider the complexity of the building’s geometry, the timeline of the project, and the environmental impact of the materials used. By selecting the right formwork system, they assist in keeping projects on schedule and within budget, factors that are vital for the economic health of the local construction market.<br><strong>Sustainability and Environmental Impact</strong></p>
<p>As the UK pushes toward net-zero targets, the construction industry is under pressure to reduce waste. Formwork contractors are at the forefront of this shift. High-quality steel and phenolic-faced plywood formwork are now frequently reused across multiple project phases to reduce timber waste. By meticulously maintaining their equipment and designing for modularity, contractors help minimize the carbon footprint of the concrete pouring process.<br><strong>Conclusion</strong></p>
<p>The impact of <a href="https://gfformwork.co.uk/" target="_blank" rel="noopener">Leeds formwork contractors</a> is often hidden once the concrete has cured and the shutters are stripped away. However, their contribution is the bedrock upon which the city’s skyline is built. Through a combination of rigorous engineering, commitment to safety, and the adoption of modern, sustainable techniques, these professionals ensure that the structural foundations of Leeds remain resilient, accurate, and ready for the future. As the city continues to grow, the demand for this specialized trade will remain a cornerstone of successful urban development.</p>]]> </content:encoded>
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<title>Military Vehicle Electrification Market Insights Cover Trends and Competitive Landscape</title>
<link>https://news.bangboxonline.com/military-vehicle-electrification-market-insights-cover-trends-and-competitive-landscape</link>
<guid>https://news.bangboxonline.com/military-vehicle-electrification-market-insights-cover-trends-and-competitive-landscape</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="161139" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:26:22 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The global military vehicle electrification market is witnessing rapid growth as defense organizations worldwide focus on modernizing their fleets with advanced, energy-efficient, and technologically enhanced mobility solutions. The increasing need for improved operational efficiency, reduced fuel dependency, enhanced battlefield capabilities, and integration of advanced electronic systems is accelerating the adoption of electrified military vehicles. Electrification technologies enable defense vehicles to achieve better performance, lower maintenance requirements, improved energy management, and enhanced compatibility with emerging autonomous and digital warfare systems. The global military vehicle electrification market size was valued at<span> </span><strong>USD 3.92 billion in 2023</strong><span> </span>and is projected to grow from<span> </span><strong>USD 4.91 billion in 2024 to USD 24.69 billion by 2031</strong>, exhibiting a<span> </span><strong>CAGR of 25.97% during the forecast period</strong>.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/military-vehicle-electrification-market-1379">https://www.kingsresearch.com/military-vehicle-electrification-market-1379</a> </strong></p>
<p>The transformation toward electrified military platforms is driven by rising investments in defense modernization programs, increasing adoption of hybrid power systems, and the growing importance of advanced battlefield technologies. Military forces are increasingly exploring electric and hybrid vehicles to improve mission readiness, enhance tactical mobility, and support future defense requirements. The development of next-generation armored vehicles, unmanned systems, and intelligent combat platforms is expected to create significant opportunities for market growth during the forecast period.</p>
<h1>Military Vehicle Electrification Market Overview</h1>
<p>Military vehicle electrification refers to the integration of electric power systems, hybrid propulsion technologies, advanced batteries, and electronic components into defense vehicles to improve operational capabilities. Electrified military vehicles replace or complement traditional internal combustion engines with electric motors and energy storage systems.</p>
<p>Unlike conventional military vehicles, electrified platforms offer several advantages, including reduced fuel consumption, quieter operations, enhanced power availability, and improved support for advanced defense equipment.</p>
<p>The growing demand for modern warfare technologies has encouraged defense manufacturers to invest in electrification solutions that support:</p>
<ul>
<li>
<p><strong>Enhanced battlefield mobility</strong></p>
</li>
<li>
<p><strong>Improved energy efficiency</strong></p>
</li>
<li>
<p><strong>Reduced logistical dependency</strong></p>
</li>
<li>
<p><strong>Advanced electronic weapon systems</strong></p>
</li>
<li>
<p><strong>Integration with autonomous technologies</strong></p>
</li>
</ul>
<h1>Key Growth Drivers of Military Vehicle Electrification Market</h1>
<h2>Increasing Defense Modernization Programs</h2>
<p>One of the major factors driving the military vehicle electrification market is the increasing focus on defense modernization initiatives worldwide. Governments are allocating higher budgets to upgrade military equipment and replace aging vehicle fleets with advanced platforms.</p>
<p>Modern military operations require vehicles capable of supporting complex missions, including surveillance, reconnaissance, combat operations, and logistics support. Electrified vehicles provide improved flexibility and enable the integration of advanced technologies.</p>
<p>Defense modernization programs are focusing on:</p>
<ul>
<li>
<p>Advanced propulsion systems</p>
</li>
<li>
<p>Next-generation armored vehicles</p>
</li>
<li>
<p>Digital battlefield technologies</p>
</li>
<li>
<p>Autonomous military platforms</p>
</li>
</ul>
<p>The continuous investment in military innovation is expected to accelerate electrification adoption.</p>
<h2>Rising Demand for Fuel-Efficient Military Vehicles</h2>
<p>Fuel dependency remains a major challenge for military operations, especially in remote and high-risk environments. Traditional military vehicles require significant fuel supplies, increasing logistical complexity and operational costs.</p>
<p>Electrified military vehicles help address these challenges by improving energy efficiency and reducing reliance on conventional fuels.</p>
<p>Major advantages include:</p>
<ul>
<li>
<p>Lower fuel consumption</p>
</li>
<li>
<p>Reduced transportation requirements</p>
</li>
<li>
<p>Improved mission endurance</p>
</li>
<li>
<p>Greater operational flexibility</p>
</li>
</ul>
<p>The ability to operate efficiently in challenging environments is increasing demand for hybrid and electric military vehicles.</p>
<h2>Growth of Autonomous Military Technologies</h2>
<p>The increasing adoption of autonomous and semi-autonomous military systems is creating new opportunities for vehicle electrification. Autonomous platforms require advanced electrical architectures to power sensors, communication systems, artificial intelligence technologies, and automated control systems.</p>
<p>Electrified vehicles provide the necessary energy infrastructure for:</p>
<ul>
<li>
<p>Autonomous navigation systems</p>
</li>
<li>
<p>Surveillance equipment</p>
</li>
<li>
<p>Communication technologies</p>
</li>
<li>
<p>Advanced battlefield sensors</p>
</li>
</ul>
<p>As defense forces continue developing unmanned and intelligent platforms, the demand for electrified military vehicles is expected to rise.</p>
<h2>Advancements in Battery and Power Management Technologies</h2>
<p>Technological advancements in battery systems are significantly supporting market expansion. Improvements in energy density, charging capabilities, and thermal management are making electric and hybrid military vehicles more practical.</p>
<p>Modern battery technologies provide:</p>
<ul>
<li>
<p>Longer operational range</p>
</li>
<li>
<p>Faster charging</p>
</li>
<li>
<p>Improved reliability</p>
</li>
<li>
<p>Better energy storage capacity</p>
</li>
</ul>
<p>Continuous innovation in battery solutions is expected to enhance the adoption of military vehicle electrification.</p>
<h1>Military Vehicle Electrification Market Trends</h1>
<h2>Shift Toward Hybrid Military Vehicles</h2>
<p>Hybrid technology is becoming an important trend in military vehicle electrification. Hybrid vehicles combine traditional engines with electric propulsion systems, offering improved efficiency and performance.</p>
<p>Hybrid military vehicles provide benefits such as:</p>
<ul>
<li>
<p>Extended operating range</p>
</li>
<li>
<p>Reduced fuel usage</p>
</li>
<li>
<p>Silent movement capability</p>
</li>
<li>
<p>Additional electrical power availability</p>
</li>
</ul>
<p>These advantages make hybrid systems suitable for combat and support applications.</p>
<h2>Increasing Adoption of Silent Mobility Solutions</h2>
<p>Silent mobility is becoming increasingly important in modern defense operations. Electrified vehicles can operate more quietly compared with traditional vehicles, providing tactical advantages during missions.</p>
<p>Silent mobility supports:</p>
<ul>
<li>
<p>Covert operations</p>
</li>
<li>
<p>Reconnaissance missions</p>
</li>
<li>
<p>Surveillance activities</p>
</li>
<li>
<p>Tactical positioning</p>
</li>
</ul>
<p>The growing need for stealth capabilities is contributing to electrification demand.</p>
<h2>Integration of High-Power Electrical Systems</h2>
<p>Future military vehicles are expected to rely heavily on electrical power for advanced systems such as directed energy weapons, sensors, communication equipment, and electronic warfare technologies.</p>
<p>Electrification enables vehicles to generate and distribute higher levels of electrical power, supporting advanced defense capabilities.</p>
<h1>Military Vehicle Electrification Market Segmentation Analysis</h1>
<p>The military vehicle electrification market is segmented based on vehicle, technology, voltage, operation, system, and region.</p>
<h1>By Vehicle</h1>
<h2>Combat Vehicles</h2>
<p>Combat vehicles represent a major segment due to increasing demand for advanced armored platforms with improved mobility and protection.</p>
<p>Electrification enhances combat vehicles by providing:</p>
<ul>
<li>
<p>Better acceleration</p>
</li>
<li>
<p>Improved energy management</p>
</li>
<li>
<p>Enhanced electronic system support</p>
</li>
<li>
<p>Reduced thermal and acoustic signatures</p>
</li>
</ul>
<p>The development of next-generation combat platforms is expected to support segment growth.</p>
<h2>Support Vehicles</h2>
<p>Support vehicles are widely used for transportation, logistics, maintenance, and operational assistance. Electrification helps these vehicles improve efficiency and reduce operating costs.</p>
<p>Applications include:</p>
<ul>
<li>
<p>Military transport vehicles</p>
</li>
<li>
<p>Supply vehicles</p>
</li>
<li>
<p>Maintenance vehicles</p>
</li>
<li>
<p>Field support platforms</p>
</li>
</ul>
<p>The increasing need for efficient military logistics is driving demand in this segment.</p>
<h2>Unmanned Armored Vehicles</h2>
<p>Unmanned armored vehicles are gaining importance due to their ability to perform missions without exposing personnel to high-risk environments.</p>
<p>Electrification supports these vehicles by providing:</p>
<ul>
<li>
<p>Reliable power systems</p>
</li>
<li>
<p>Advanced control capabilities</p>
</li>
<li>
<p>Longer mission duration</p>
</li>
</ul>
<p>The growing adoption of unmanned defense systems is expected to boost this segment.</p>
<h1>By Technology</h1>
<h2>Hybrid Technology</h2>
<p>Hybrid technology combines conventional engines with electric propulsion systems to improve efficiency and operational performance.</p>
<p>Hybrid systems are preferred because they offer:</p>
<ul>
<li>
<p>Extended range</p>
</li>
<li>
<p>Better fuel efficiency</p>
</li>
<li>
<p>Increased power availability</p>
</li>
<li>
<p>Lower emissions</p>
</li>
</ul>
<p>This segment is expected to experience significant growth due to increasing military modernization activities.</p>
<h2>Electric Technology</h2>
<p>Fully electric military vehicles are gaining attention due to advancements in battery technologies and the need for sustainable defense solutions.</p>
<p>Electric vehicles offer:</p>
<ul>
<li>
<p>Zero operational emissions</p>
</li>
<li>
<p>Reduced maintenance</p>
</li>
<li>
<p>Quiet operation</p>
</li>
<li>
<p>Efficient energy usage</p>
</li>
</ul>
<p>The development of advanced battery systems is expected to support future adoption.</p>
<h1>By Operation</h1>
<h2>Manually-Operated Vehicles</h2>
<p>Manually-operated military vehicles continue to represent a significant market segment due to their widespread use across defense operations.</p>
<p>Electrification improves these vehicles by enhancing:</p>
<ul>
<li>
<p>Performance</p>
</li>
<li>
<p>Energy efficiency</p>
</li>
<li>
<p>Vehicle reliability</p>
</li>
</ul>
<h2>Semi-Autonomous Vehicles</h2>
<p>Semi-autonomous military vehicles combine human control with automated features. Electrification supports the operation of advanced sensors and control systems.</p>
<p>Growing interest in assisted military technologies is expected to drive demand.</p>
<h2>Autonomous Vehicles</h2>
<p>Autonomous military vehicles represent a rapidly developing segment due to increasing investments in unmanned defense platforms.</p>
<p>Electrification provides the necessary power infrastructure for autonomous capabilities.</p>
<h1>Regional Analysis of Military Vehicle Electrification Market</h1>
<h2>North America</h2>
<p>North America is expected to hold a significant share of the military vehicle electrification market due to strong defense spending and advanced military technology development.</p>
<p>The region is focusing on:</p>
<ul>
<li>
<p>Hybrid combat vehicles</p>
</li>
<li>
<p>Autonomous systems</p>
</li>
<li>
<p>Advanced battery technologies</p>
</li>
</ul>
<p>Government initiatives supporting defense innovation are driving market growth.</p>
<h2>Europe</h2>
<p>Europe is witnessing increasing adoption of electrified military vehicles due to modernization programs and sustainability objectives.</p>
<p>Defense organizations are investing in:</p>
<ul>
<li>
<p>Energy-efficient platforms</p>
</li>
<li>
<p>Advanced propulsion systems</p>
</li>
<li>
<p>Smart battlefield technologies</p>
</li>
</ul>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is projected to experience substantial growth during the forecast period due to rising defense investments and increasing focus on military modernization.</p>
<p>Key growth factors include:</p>
<ul>
<li>
<p>Expansion of defense capabilities</p>
</li>
<li>
<p>Development of indigenous military technologies</p>
</li>
<li>
<p>Growing adoption of advanced vehicles</p>
</li>
</ul>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are expected to witness gradual growth due to increasing defense requirements and modernization efforts.</p>
<p>The need for improved mobility, operational efficiency, and advanced military capabilities is expected to support regional expansion.</p>
<h1>Competitive Landscape</h1>
<p>The military vehicle electrification market is becoming increasingly competitive as defense manufacturers focus on developing advanced electrification technologies.</p>
<p>Companies are investing in:</p>
<ul>
<li>
<p>Research and development</p>
</li>
<li>
<p>Battery technology improvements</p>
</li>
<li>
<p>Hybrid propulsion systems</p>
</li>
<li>
<p>Autonomous vehicle solutions</p>
</li>
</ul>
<p>Strategic partnerships between defense organizations and technology providers are supporting innovation in the industry.</p>
<h1>Future Outlook</h1>
<p>The future of the military vehicle electrification market appears highly promising due to increasing defense modernization initiatives and rapid technological advancements.</p>
<p>Future opportunities include:</p>
<ul>
<li>
<p>Expansion of electric combat vehicles</p>
</li>
<li>
<p>Development of autonomous military platforms</p>
</li>
<li>
<p>Advancements in battery systems</p>
</li>
<li>
<p>Integration of intelligent defense technologies</p>
</li>
</ul>
<p>Electrification is expected to become a critical component of future military mobility solutions.</p>
<h1>Conclusion</h1>
<p>The global military vehicle electrification market is projected to experience significant growth between 2024 and 2031, driven by increasing defense investments, technological advancements, and the demand for efficient battlefield solutions. Electrified military vehicles provide enhanced performance, improved energy efficiency, and greater operational capabilities.</p>
<p>With the growing adoption of hybrid, electric, and autonomous technologies, the market is expected to witness strong expansion and create new opportunities for defense manufacturers and technology providers worldwide.</p>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Swimming Pool Equipment Market Trends Shaping the Future of Pool Industry</title>
<link>https://news.bangboxonline.com/swimming-pool-equipment-market-trends-shaping-the-future-of-pool-industry</link>
<guid>https://news.bangboxonline.com/swimming-pool-equipment-market-trends-shaping-the-future-of-pool-industry</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="161139" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:20:52 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Swimming Pool Equipment Market Overview</h1>
<p>The global Swimming Pool Equipment Market size was valued at USD 13.81 billion in 2023 and is projected to grow from USD 14.32 billion in 2024 to USD 19.15 billion by 2031, exhibiting a CAGR of 4.25% during the forecast period. Increasing integration of smart technologies and growing demand for pool equipment in hospitality are augmenting the expansion of the market. The rising popularity of recreational activities, increasing disposable income, and growing investments in residential and commercial infrastructure are further contributing to market growth.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/swimming-pool-equipment-market-457">https://www.kingsresearch.com/swimming-pool-equipment-market-457</a> </strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Swimming Pool Equipment Market size was valued at USD 13.81 billion in 2023.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 14.32 billion in 2024 to USD 19.15 billion by 2031.</strong></p>
</li>
<li>
<p><strong>The market is expected to exhibit a CAGR of 4.25% during the forecast period (2024-2031).</strong></p>
</li>
<li>
<p><strong>Increasing integration of smart technologies and automation solutions is driving market expansion.</strong></p>
</li>
<li>
<p><strong>Growing demand for swimming pools across residential, commercial, and hospitality sectors is supporting industry growth.</strong></p>
</li>
<li>
<p><strong>Rising focus on water quality, energy efficiency, and advanced pool maintenance solutions is accelerating adoption.</strong></p>
</li>
<li>
<p><strong>Smart pumps, automated cleaning systems, and IoT-enabled pool equipment are emerging as major trends.</strong></p>
</li>
<li>
<p><strong>The circulation and filtration segment accounts for a significant market share due to the essential role of water management systems.</strong></p>
</li>
<li>
<p><strong>Commercial applications, including hotels, resorts, and recreational facilities, are witnessing strong demand.</strong></p>
</li>
<li>
<p><strong>North America and Europe remain key markets, while Asia-Pacific is experiencing rapid growth due to urbanization and lifestyle changes.</strong></p>
</li>
</ul>
<p>Swimming pool equipment includes a wide range of products and systems designed to maintain pool functionality, safety, cleanliness, and overall user experience. These include circulation and filtration systems, heating solutions, cleaning equipment, automation technologies, and safety devices. With increasing consumer expectations for convenience and improved water quality, modern pool equipment has evolved from basic maintenance tools into advanced, technology-driven solutions.</p>
<p>The swimming pool industry has experienced significant transformation in recent years due to changing lifestyles, urban development, and increasing interest in health and wellness activities. Swimming is widely recognized as an effective recreational and fitness activity, which has increased demand for private and public swimming pools. As pool installations increase globally, the need for efficient equipment that ensures hygiene, safety, and energy conservation continues to rise.</p>
<p>The adoption of advanced pool technologies is reshaping the industry landscape. Smart pool systems equipped with sensors, automation controls, and remote monitoring capabilities allow users to manage pool operations more efficiently. These technologies help regulate water quality, optimize energy consumption, and reduce maintenance requirements. The growing preference for connected and automated solutions is expected to create new opportunities for market players.</p>
<hr>
<h1><strong>Market Growth Drivers</strong></h1>
<h2>Increasing Demand for Residential Swimming Pools</h2>
<p>One of the primary factors driving the growth of the swimming pool equipment market is the rising demand for residential swimming pools. Increasing disposable incomes, changing lifestyles, and growing interest in outdoor recreational spaces are encouraging homeowners to invest in private pools.</p>
<p>Residential consumers are increasingly seeking premium pool experiences with advanced features such as automated cleaning systems, energy-efficient pumps, and smart monitoring solutions. The expansion of luxury housing projects and modern residential communities is further supporting demand for swimming pool equipment.</p>
<p>The trend toward home-based leisure activities has accelerated in recent years, leading to increased investments in backyard pools and customized pool designs. This shift has created strong demand for equipment that improves convenience, safety, and maintenance efficiency.</p>
<hr>
<h2>Growth of Hospitality and Tourism Industry</h2>
<p>The hospitality sector is another major contributor to market growth. Hotels, resorts, water parks, and recreational facilities rely heavily on swimming pools to enhance customer experience and attract visitors.</p>
<p>The expansion of tourism infrastructure and increasing investments in luxury hotels are driving demand for high-performance pool equipment. Commercial facilities require durable and efficient systems capable of handling large volumes of users while maintaining strict hygiene standards.</p>
<p>Advanced filtration systems, automated chemical management solutions, and energy-efficient heating systems are becoming increasingly important for commercial pool operators. The hospitality industry's focus on providing premium amenities is expected to support market expansion.</p>
<hr>
<h2>Rising Focus on Water Quality and Safety</h2>
<p>Maintaining clean and safe swimming environments has become a major priority among pool owners and operators. Poor water quality can lead to health concerns and operational challenges, increasing the need for reliable filtration, chlorination, and sanitation equipment.</p>
<p>Modern pool equipment helps maintain proper chemical balance, remove contaminants, and ensure safe swimming conditions. The growing awareness regarding health and hygiene is encouraging consumers to invest in advanced maintenance systems.</p>
<p>Automation technologies are also improving pool safety by enabling real-time monitoring and automatic adjustments. These systems reduce human error and provide greater control over pool operations.</p>
<hr>
<h1><strong>Market Trends</strong></h1>
<h2>Smart Pool Technology Adoption</h2>
<p>The integration of smart technologies is one of the most significant trends shaping the swimming pool equipment market. Smart pool solutions use sensors, mobile applications, and connected devices to automate various functions.</p>
<p>Users can remotely monitor water temperature, chemical levels, filtration cycles, and equipment performance through smart control systems. These solutions improve convenience while reducing operational costs.</p>
<p>The growing adoption of Internet of Things (IoT) technologies is expected to further enhance the development of intelligent pool management systems.</p>
<hr>
<h2>Energy-Efficient Pool Equipment</h2>
<p>Energy efficiency has become a key consideration for both residential and commercial pool owners. Traditional pool equipment often consumes significant energy, creating demand for more efficient alternatives.</p>
<p>Manufacturers are developing energy-saving pumps, advanced heating systems, and optimized filtration technologies to reduce electricity consumption. These innovations help lower operating expenses while supporting sustainability goals.</p>
<p>The increasing focus on environmental responsibility is encouraging adoption of eco-friendly pool equipment worldwide.</p>
<hr>
<h2>Growth of Automated Cleaning Solutions</h2>
<p>Pool cleaning and maintenance activities can be time-consuming, creating demand for automated cleaning solutions. Robotic pool cleaners, automatic vacuum systems, and smart maintenance devices are gaining popularity.</p>
<p>These technologies improve cleaning efficiency, reduce manual effort, and enhance overall pool hygiene. The increasing preference for convenience-driven solutions is expected to support the growth of automated pool equipment.</p>
<hr>
<h1><strong>Segmentation Analysis</strong></h1>
<h2>By Type</h2>
<h3>Circulation and Filtration Equipment</h3>
<p>The circulation and filtration segment holds a significant share of the swimming pool equipment market. These systems are essential for maintaining water quality by continuously circulating and filtering pool water.</p>
<p>This category includes pumps, filters, chlorinators, saltwater chlorination systems, and other water treatment solutions. The increasing focus on hygiene and water conservation is driving demand for advanced filtration technologies.</p>
<p>Pool pumps play a crucial role in maintaining water movement, while filtration systems remove impurities and contaminants. Chlorination systems help maintain proper sanitation levels, ensuring safe swimming conditions.</p>
<p>The growing adoption of saltwater systems is also contributing to market growth. These systems offer an alternative to traditional chemical treatments and provide improved user comfort.</p>
<hr>
<h3>Heaters</h3>
<p>Pool heaters are becoming increasingly popular, especially in regions with colder climates. These systems extend the swimming season by maintaining comfortable water temperatures.</p>
<p>Energy-efficient heating technologies, including solar and heat pump systems, are gaining attention due to rising energy costs and sustainability concerns.</p>
<p>Commercial facilities such as hotels and resorts are major users of pool heating systems, as they aim to provide year-round recreational facilities.</p>
<hr>
<h3>Cleaning and Maintenance Equipment</h3>
<p>Cleaning and maintenance equipment plays a vital role in ensuring pool durability and hygiene. Products such as robotic cleaners, vacuum systems, brushes, and maintenance tools are widely used.</p>
<p>The increasing demand for low-maintenance pool solutions is encouraging innovation in automated cleaning technologies. Robotic cleaners with advanced navigation features are becoming increasingly common.</p>
<hr>
<h3>Automation and Safety Equipment</h3>
<p>Automation and safety equipment represent a growing segment due to increasing demand for convenience and protection.</p>
<p>Automated systems control lighting, water treatment, temperature, and filtration processes. Safety equipment includes alarms, covers, monitoring systems, and protective devices designed to prevent accidents.</p>
<p>The rising emphasis on user safety is expected to support growth in this segment.</p>
<hr>
<h1>By Application</h1>
<h2>Residential</h2>
<p>The residential segment accounts for a major share of the swimming pool equipment market. Homeowners are investing in pools as part of lifestyle improvements and outdoor entertainment spaces.</p>
<p>Demand for premium pool features, smart controls, and energy-efficient equipment is increasing among residential users.</p>
<p>The growth of luxury housing projects and private recreational facilities is expected to continue supporting this segment.</p>
<hr>
<h2>Commercial</h2>
<p>The commercial segment includes hotels, resorts, fitness centers, water parks, and public swimming facilities.</p>
<p>Commercial users require high-capacity equipment that provides reliable performance and efficient maintenance. The expansion of hospitality and leisure industries is driving demand for advanced pool systems.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a leading market for swimming pool equipment due to high pool ownership rates and advanced infrastructure. The region has strong demand for residential and commercial pool solutions.</p>
<p>Consumers increasingly prefer smart and energy-efficient equipment, supporting innovation in the market.</p>
<h2>Europe</h2>
<p>Europe is experiencing steady growth due to increasing investments in tourism, hospitality, and recreational infrastructure.</p>
<p>The region's focus on sustainability and energy conservation is driving demand for environmentally friendly pool equipment.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness significant growth due to rapid urbanization, rising disposable incomes, and increasing adoption of modern lifestyles.</p>
<p>Countries such as China, India, and Southeast Asian nations are experiencing growing demand for residential and commercial pools.</p>
<p>Expansion of hotels, resorts, and recreational facilities is further contributing to regional market growth.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>Latin America and the Middle East &amp; Africa regions are witnessing increasing demand due to tourism development and infrastructure investments.</p>
<p>Luxury hotels, resorts, and residential projects are driving adoption of advanced swimming pool equipment in these regions.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The swimming pool equipment market is characterized by continuous product innovation, technological advancements, and strategic expansion initiatives.</p>
<p>Market participants are focusing on developing smart, energy-efficient, and automated solutions to meet changing consumer preferences.</p>
<p>Companies are investing in research and development to improve equipment performance, reduce energy consumption, and enhance user convenience.</p>
<p>The competitive environment is influenced by advancements in automation, sustainability-focused technologies, and digital pool management systems.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the swimming pool equipment market looks promising as consumer preferences shift toward smart, sustainable, and convenient solutions. Increasing demand for automated systems, improved water management, and energy-efficient technologies will continue to shape the industry.</p>
<p>The integration of IoT, artificial intelligence, and connected devices is expected to transform pool management by enabling remote monitoring and predictive maintenance.</p>
<p>As residential and commercial pool installations continue to increase globally, the demand for advanced equipment is expected to grow steadily through 2031. Manufacturers focusing on innovation, sustainability, and user-friendly solutions will be well-positioned to capture emerging opportunities.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<item>
<title>Albuterol Sulphate Price Trend and Forecast 2026: Global Market Analysis and Industry Outlook.</title>
<link>https://news.bangboxonline.com/Albuterol-Sulphate-Price-71098</link>
<guid>https://news.bangboxonline.com/Albuterol-Sulphate-Price-71098</guid>
<description><![CDATA[ Albuterol Sulphate Price ]]></description>
<enclosure url="" length="161139" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:18:15 +0500</pubDate>
<dc:creator>Vivaan orbit</dc:creator>
<media:keywords>Albuterol Sulphate Price</media:keywords>
<content:encoded><![CDATA[<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:59,&quot;w&quot;:1190,&quot;h&quot;:80,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1052}"><a href="https://www.chemanalyst.com/Pricing-data/albuterol-sulphate-2450" bis_size="{&quot;x&quot;:8,&quot;y&quot;:61,&quot;w&quot;:345,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1054}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:61,&quot;w&quot;:345,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1054}">According to ChemAnalyst Albuterol Sulphate Price</strong></a><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:61,&quot;w&quot;:1187,&quot;h&quot;:76,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1054}"><span bis_size="{&quot;x&quot;:353,&quot;y&quot;:61,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:655,&quot;abs_y&quot;:1054}"> </span>trend in 2026 is expected to be influenced by pharmaceutical industry demand, active pharmaceutical ingredient (API) production costs, raw material availability, regulatory compliance requirements, and global supply chain dynamics. Albuterol Sulphate, also known as Salbutamol Sulphate, is a widely used bronchodilator medication utilized in the treatment of asthma, chronic obstructive pulmonary disease (COPD), and other respiratory disorders. With the increasing prevalence of respiratory diseases and growing healthcare investments worldwide, the market for Albuterol Sulphate is projected to remain robust, directly impacting pricing trends throughout 2026.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:156,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1149}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:151,&quot;w&quot;:446,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1144}">Overview of Albuterol Sulphate Market</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:195,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1188}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:197,&quot;w&quot;:1174,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1190}">Albuterol Sulphate is a β2-adrenergic receptor agonist that helps relax airway muscles, making breathing easier for patients suffering from respiratory conditions. The compound is commonly formulated into inhalers, nebulizer solutions, tablets, and syrups. Due to its effectiveness and widespread medical use, it remains one of the most important respiratory therapeutic ingredients globally.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:269,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1262}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:271,&quot;w&quot;:1180,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1264}">The pharmaceutical industry's continuous efforts to improve respiratory healthcare and ensure medicine accessibility have significantly contributed to market expansion. As a result, monitoring the<span bis_size="{&quot;x&quot;:27,&quot;y&quot;:291,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:329,&quot;abs_y&quot;:1284}"> </span></span><strong bis_size="{&quot;x&quot;:31,&quot;y&quot;:291,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:333,&quot;abs_y&quot;:1284}">Albuterol Sulphate Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:193,&quot;y&quot;:291,&quot;w&quot;:829,&quot;h&quot;:16,&quot;abs_x&quot;:495,&quot;abs_y&quot;:1284}"><span bis_size="{&quot;x&quot;:193,&quot;y&quot;:291,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:495,&quot;abs_y&quot;:1284}"> </span>has become increasingly important for pharmaceutical manufacturers, procurement specialists, distributors, and healthcare providers.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:326,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1319}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:321,&quot;w&quot;:537,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1314}">Global Albuterol Sulphate Price Trend Analysis</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:365,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1358}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:367,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1360}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:367,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:1360}"> </span></span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:367,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:1360}">Albuterol Sulphate Trend Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:367,&quot;w&quot;:1154,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1360}"><span bis_size="{&quot;x&quot;:281,&quot;y&quot;:367,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:583,&quot;abs_y&quot;:1360}"> </span>has experienced fluctuations over recent years due to changing production costs, API supply-demand balances, transportation expenses, and regulatory developments. Pharmaceutical ingredient markets are particularly sensitive to manufacturing compliance standards, quality control requirements, and raw material availability.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:419,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1412}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:421,&quot;w&quot;:1129,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1414}">In 2026, market participants are expected to witness moderate pricing movements as manufacturers continue balancing production costs with increasing global demand for respiratory medications. Supply chain efficiency, energy prices, and pharmaceutical industry growth will remain key factors influencing pricing behavior.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:476,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1469}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:471,&quot;w&quot;:560,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1464}">Key Factors Influencing Albuterol Sulphate Price</strong></h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:515,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1508}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:513,&quot;w&quot;:223,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1506}">Raw Material Availability</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:551,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1544}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:553,&quot;w&quot;:840,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1546}">The availability and pricing of chemical intermediates used in Albuterol Sulphate production play a crucial role in determining the overall<span bis_size="{&quot;x&quot;:844,&quot;y&quot;:553,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1146,&quot;abs_y&quot;:1546}"> </span></span><strong bis_size="{&quot;x&quot;:848,&quot;y&quot;:553,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:1150,&quot;abs_y&quot;:1546}">Albuterol Sulphate Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:553,&quot;w&quot;:1147,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1546}">. Any disruptions in raw material supply can directly affect manufacturing costs and market pricing.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:605,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1598}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:607,&quot;w&quot;:960,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1600}">Feedstock shortages, production interruptions, or transportation constraints can create temporary imbalances in supply, leading to upward pricing pressure.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:641,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1634}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:639,&quot;w&quot;:332,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1632}">Pharmaceutical Manufacturing Costs</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:678,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1671}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:680,&quot;w&quot;:1184,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1673}">The production of pharmaceutical-grade Albuterol Sulphate requires strict adherence to quality standards and regulatory guidelines. Manufacturing facilities must maintain advanced production systems, quality control protocols, and compliance documentation.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:732,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1725}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:734,&quot;w&quot;:1012,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1727}">Increasing costs associated with labor, utilities, equipment maintenance, and regulatory compliance can contribute to higher production expenses and influence the<span bis_size="{&quot;x&quot;:1016,&quot;y&quot;:734,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1318,&quot;abs_y&quot;:1727}"> </span></span><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:734,&quot;w&quot;:1178,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1727}">Albuterol Sulphate Trend Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:42,&quot;y&quot;:754,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:344,&quot;abs_y&quot;:1747}">.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:788,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1781}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:786,&quot;w&quot;:387,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1779}">Rising Demand for Respiratory Medications</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:824,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1817}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:826,&quot;w&quot;:1145,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1819}">The growing incidence of respiratory illnesses worldwide remains a significant driver of demand. Factors such as urbanization, air pollution, smoking-related diseases, and environmental concerns continue to contribute to respiratory health challenges.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:878,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1871}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:880,&quot;w&quot;:1108,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1873}">As healthcare systems prioritize respiratory disease management, demand for Albuterol Sulphate-based medications is expected to remain strong throughout 2026, supporting the<span bis_size="{&quot;x&quot;:1113,&quot;y&quot;:880,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1415,&quot;abs_y&quot;:1873}"> </span></span><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:880,&quot;w&quot;:1170,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1873}">Albuterol Sulphate Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:158,&quot;y&quot;:900,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:460,&quot;abs_y&quot;:1893}">.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:935,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1928}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:933,&quot;w&quot;:338,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1926}">Regulatory Compliance Requirements</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:971,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1964}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:973,&quot;w&quot;:1161,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1966}">Pharmaceutical manufacturers operate within highly regulated environments. Compliance with Good Manufacturing Practices (GMP), product quality standards, and international regulatory frameworks requires substantial investment.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1025,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2018}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1027,&quot;w&quot;:851,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2020}">Changes in regulatory requirements or increased inspection activities can impact production costs and ultimately influence market pricing.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1062,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2055}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1060,&quot;w&quot;:386,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2053}">Transportation and Supply Chain Dynamics</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1098,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2091}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1100,&quot;w&quot;:1169,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2093}">Global pharmaceutical supply chains depend on efficient transportation networks. Freight rates, shipping availability, customs procedures, and logistics infrastructure all contribute to the final cost of pharmaceutical ingredients.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1152,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2145}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1154,&quot;w&quot;:787,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2147}">Supply chain disruptions may create temporary shortages or delays, affecting both availability and pricing of Albuterol Sulphate.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1189,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2182}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1184,&quot;w&quot;:521,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2177}">Track Real Time Prices Of Albuterol Sulphate</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1228,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2221}"><a href="https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Albuterol%20Sulphate" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1230,&quot;w&quot;:598,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2223}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1230,&quot;w&quot;:598,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2223}">https://www.chemanalyst.com/ChemAnalyst/PricingForm?Product=Albuterol%20Sulphate</strong></a></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1265,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2258}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1260,&quot;w&quot;:551,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2253}">North America Albuterol Sulphate Price Outlook</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1304,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2297}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1306,&quot;w&quot;:933,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2299}">North America remains a major consumer of respiratory medications due to high healthcare expenditure and widespread access to medical treatments.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1338,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2331}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1340,&quot;w&quot;:280,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2333}">Several factors are expected to influence the<span bis_size="{&quot;x&quot;:285,&quot;y&quot;:1340,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:587,&quot;abs_y&quot;:2333}"> </span></span><strong bis_size="{&quot;x&quot;:288,&quot;y&quot;:1340,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:590,&quot;abs_y&quot;:2333}">Albuterol Sulphate Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:451,&quot;y&quot;:1340,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:753,&quot;abs_y&quot;:2333}"><span bis_size="{&quot;x&quot;:451,&quot;y&quot;:1340,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:753,&quot;abs_y&quot;:2333}"> </span>in the region during 2026:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1372,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2365}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1372,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2365}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1374,&quot;w&quot;:311,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2367}">Strong demand for asthma and COPD treatments.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1392,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2385}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1394,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2387}">Healthcare infrastructure investments.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1412,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2405}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1414,&quot;w&quot;:238,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2407}">Pharmaceutical manufacturing activity.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1432,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2425}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1434,&quot;w&quot;:182,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2427}">Regulatory compliance costs.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1452,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2445}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1454,&quot;w&quot;:218,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2447}">Distribution and logistics expenses.</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1486,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2479}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1488,&quot;w&quot;:990,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2481}">The continued emphasis on respiratory healthcare and disease management programs is likely to support stable demand across the United States and Canada.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1523,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2516}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1518,&quot;w&quot;:464,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2511}">Europe Albuterol Sulphate Price Outlook</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1561,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2554}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1563,&quot;w&quot;:832,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2556}">Europe represents a significant pharmaceutical market characterized by stringent quality standards and advanced healthcare systems.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1595,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2588}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1597,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2590}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:1597,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:2590}"> </span></span><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:1597,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:2590}">Albuterol Sulphate Trend Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:240,&quot;y&quot;:1597,&quot;w&quot;:203,&quot;h&quot;:16,&quot;abs_x&quot;:542,&quot;abs_y&quot;:2590}"><span bis_size="{&quot;x&quot;:240,&quot;y&quot;:1597,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:542,&quot;abs_y&quot;:2590}"> </span>in Europe may be influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1629,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2622}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1629,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2622}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1631,&quot;w&quot;:207,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2624}">Pharmaceutical industry demand.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1649,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2642}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1651,&quot;w&quot;:219,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2644}">Healthcare reimbursement policies.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1669,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2662}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1671,&quot;w&quot;:157,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2664}">Regulatory requirements.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1689,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2682}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1691,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2684}">Energy and manufacturing costs.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1709,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2702}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1711,&quot;w&quot;:144,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2704}">Import-export activities.</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1743,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2736}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1745,&quot;w&quot;:888,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2738}">As governments and healthcare providers continue prioritizing respiratory care, market demand is expected to remain resilient throughout 2026.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:1781,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2774}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:1776,&quot;w&quot;:519,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2769}">Asia-Pacific Albuterol Sulphate Price Outlook</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1819,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2812}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1821,&quot;w&quot;:732,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2814}">Asia-Pacific serves as both a major production hub and a growing consumption market for pharmaceutical ingredients.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:1853,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2846}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:1855,&quot;w&quot;:718,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2848}">Countries such as China and India play critical roles in global API manufacturing and supply. Factors influencing the<span bis_size="{&quot;x&quot;:722,&quot;y&quot;:1855,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1024,&quot;abs_y&quot;:2848}"> </span></span><strong bis_size="{&quot;x&quot;:726,&quot;y&quot;:1855,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:1028,&quot;abs_y&quot;:2848}">Albuterol Sulphate Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:889,&quot;y&quot;:1855,&quot;w&quot;:133,&quot;h&quot;:16,&quot;abs_x&quot;:1191,&quot;abs_y&quot;:2848}"><span bis_size="{&quot;x&quot;:889,&quot;y&quot;:1855,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1191,&quot;abs_y&quot;:2848}"> </span>in the region include:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:1887,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2880}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1887,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2880}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1889,&quot;w&quot;:149,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2882}">API production capacity.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1907,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2900}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1909,&quot;w&quot;:153,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2902}">Raw material availability.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1927,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2920}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1929,&quot;w&quot;:98,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2922}">Export demand.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1947,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2940}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1949,&quot;w&quot;:129,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2942}">Manufacturing costs.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1967,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2960}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:1969,&quot;w&quot;:211,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:2962}">Government healthcare initiatives.</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2001,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2994}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2003,&quot;w&quot;:1007,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:2996}">Rapid population growth, expanding healthcare access, and increasing awareness of respiratory diseases are expected to drive market growth across Asia-Pacific.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2039,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3032}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2034,&quot;w&quot;:484,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3027}">Impact of Respiratory Disease Prevalence</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2077,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3070}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2079,&quot;w&quot;:1137,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3072}">The prevalence of respiratory conditions continues to increase globally due to environmental and lifestyle factors. Asthma and COPD remain among the most common chronic diseases affecting millions of individuals worldwide.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2131,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3124}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2133,&quot;w&quot;:888,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3126}">This growing patient population directly supports demand for Albuterol Sulphate-containing medications and contributes to the expansion of the<span bis_size="{&quot;x&quot;:892,&quot;y&quot;:2133,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1194,&quot;abs_y&quot;:3126}"> </span></span><strong bis_size="{&quot;x&quot;:896,&quot;y&quot;:2133,&quot;w&quot;:215,&quot;h&quot;:16,&quot;abs_x&quot;:1198,&quot;abs_y&quot;:3126}">Albuterol Sulphate Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:1111,&quot;y&quot;:2133,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:1413,&quot;abs_y&quot;:3126}">.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2165,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3158}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2167,&quot;w&quot;:754,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3160}">Increasing diagnosis rates and improved healthcare access in emerging economies further strengthen demand prospects.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2203,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3196}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2198,&quot;w&quot;:608,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3191}">Pharmaceutical Industry Growth Supporting Demand</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2241,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3234}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2243,&quot;w&quot;:1177,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3236}">The pharmaceutical sector remains one of the largest consumers of Albuterol Sulphate. Continuous investments in research, product development, and manufacturing capacity are supporting industry expansion.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2295,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3288}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2297,&quot;w&quot;:340,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3290}">Several market trends contribute to sustained demand:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:2329,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3322}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2329,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3322}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2331,&quot;w&quot;:252,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3324}">Growing respiratory therapeutics market.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2349,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3342}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2351,&quot;w&quot;:235,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3344}">Expansion of generic drug production.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2369,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3362}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2371,&quot;w&quot;:198,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3364}">Increasing healthcare spending.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2389,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3382}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2391,&quot;w&quot;:289,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3384}">Rising awareness regarding respiratory health.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2409,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3402}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:2411,&quot;w&quot;:238,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:3404}">Broader access to medical treatments.</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2443,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3436}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2445,&quot;w&quot;:560,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3438}">These factors are expected to provide long-term support for the Albuterol Sulphate market.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2480,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3473}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2475,&quot;w&quot;:637,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3468}">Supply Chain Challenges Affecting Market Performance</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2519,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3512}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2521,&quot;w&quot;:467,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3514}">Despite positive demand fundamentals, several challenges may impact the<span bis_size="{&quot;x&quot;:471,&quot;y&quot;:2521,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:773,&quot;abs_y&quot;:3514}"> </span></span><strong bis_size="{&quot;x&quot;:475,&quot;y&quot;:2521,&quot;w&quot;:215,&quot;h&quot;:16,&quot;abs_x&quot;:777,&quot;abs_y&quot;:3514}">Albuterol Sulphate Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:691,&quot;y&quot;:2521,&quot;w&quot;:81,&quot;h&quot;:16,&quot;abs_x&quot;:993,&quot;abs_y&quot;:3514}"><span bis_size="{&quot;x&quot;:691,&quot;y&quot;:2521,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:993,&quot;abs_y&quot;:3514}"> </span>during 2026.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2555,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3548}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2553,&quot;w&quot;:255,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3546}">Raw Material Price Volatility</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2592,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3585}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2594,&quot;w&quot;:736,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3587}">Fluctuations in the cost of pharmaceutical intermediates can influence manufacturing economics and pricing strategies.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2628,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3621}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2626,&quot;w&quot;:163,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3619}">Regulatory Delays</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2664,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3657}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2666,&quot;w&quot;:832,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3659}">Approval processes, compliance inspections, and regulatory updates may occasionally affect production schedules and market supply.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2701,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3694}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2699,&quot;w&quot;:242,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3692}">Transportation Constraints</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2737,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3730}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2739,&quot;w&quot;:605,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3732}">International logistics disruptions can lead to delayed deliveries and increased procurement costs.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2773,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3766}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2771,&quot;w&quot;:319,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3764}">Manufacturing Capacity Limitations</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2810,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3803}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2812,&quot;w&quot;:759,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3805}">Unexpected facility maintenance, production interruptions, or capacity constraints may temporarily affect supply availability.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:2847,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3840}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:2842,&quot;w&quot;:576,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3835}">Healthcare Investments Driving Market Expansion</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2886,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3879}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2888,&quot;w&quot;:1132,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3881}">Governments worldwide continue investing in healthcare infrastructure and pharmaceutical accessibility. These investments are creating favorable conditions for respiratory medication markets.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2940,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3933}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2942,&quot;w&quot;:1035,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3935}">Healthcare initiatives supporting respiratory disease prevention, diagnosis, and treatment are expected to contribute positively to demand growth for Albuterol Sulphate.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:2974,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3967}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:2976,&quot;w&quot;:873,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3969}">Public health programs, insurance coverage expansion, and improved access to healthcare services further strengthen market fundamentals.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3011,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4004}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3006,&quot;w&quot;:492,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:3999}">Albuterol Sulphate Trend Market Dynamics</strong></h2>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3050,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4043}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3048,&quot;w&quot;:178,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4041}">Supply-Side Factors</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3086,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4079}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3088,&quot;w&quot;:140,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4081}">The supply side of the<span bis_size="{&quot;x&quot;:144,&quot;y&quot;:3088,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:446,&quot;abs_y&quot;:4081}"> </span></span><strong bis_size="{&quot;x&quot;:148,&quot;y&quot;:3088,&quot;w&quot;:215,&quot;h&quot;:16,&quot;abs_x&quot;:450,&quot;abs_y&quot;:4081}">Albuterol Sulphate Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:364,&quot;y&quot;:3088,&quot;w&quot;:104,&quot;h&quot;:16,&quot;abs_x&quot;:666,&quot;abs_y&quot;:4081}"><span bis_size="{&quot;x&quot;:364,&quot;y&quot;:3088,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:666,&quot;abs_y&quot;:4081}"> </span>is influenced by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3120,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4113}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3120,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4113}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3122,&quot;w&quot;:149,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4115}">API production capacity.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3140,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4133}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3142,&quot;w&quot;:168,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4135}">Raw material procurement.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3160,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4153}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3162,&quot;w&quot;:167,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4155}">Manufacturing compliance.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3180,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4173}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3182,&quot;w&quot;:147,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4175}">Inventory management.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3200,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4193}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3202,&quot;w&quot;:152,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4195}">International trade flows.</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3234,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4227}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3236,&quot;w&quot;:709,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4229}">Stable production operations and efficient supply chains help maintain market balance and support pricing stability.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3270,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4263}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3268,&quot;w&quot;:191,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4261}">Demand-Side Factors</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3307,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4300}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3309,&quot;w&quot;:201,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4302}">Demand growth is supported by:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3341,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4334}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3341,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4334}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3343,&quot;w&quot;:237,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4336}">Rising respiratory disease prevalence.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3361,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4354}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3363,&quot;w&quot;:186,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4356}">Expanding healthcare access.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3381,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4374}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3383,&quot;w&quot;:219,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4376}">Growth in generic pharmaceuticals.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3401,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4394}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3403,&quot;w&quot;:259,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4396}">Increasing pharmaceutical manufacturing.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3421,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4414}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3423,&quot;w&quot;:181,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4416}">Aging populations worldwide.</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3455,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4448}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3457,&quot;w&quot;:522,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4450}">Together, these factors contribute to a positive long-term outlook for market demand.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3492,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4485}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3487,&quot;w&quot;:489,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4480}">Albuterol Sulphate Price Forecast for 2026</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3530,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4523}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3532,&quot;w&quot;:73,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4525}">The overall<span bis_size="{&quot;x&quot;:77,&quot;y&quot;:3532,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:4525}"> </span></span><strong bis_size="{&quot;x&quot;:81,&quot;y&quot;:3532,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:383,&quot;abs_y&quot;:4525}">Albuterol Sulphate Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:243,&quot;y&quot;:3532,&quot;w&quot;:939,&quot;h&quot;:16,&quot;abs_x&quot;:545,&quot;abs_y&quot;:4525}"><span bis_size="{&quot;x&quot;:243,&quot;y&quot;:3532,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:545,&quot;abs_y&quot;:4525}"> </span>forecast for 2026 suggests a relatively stable market environment with moderate fluctuations driven by production costs and supply-demand conditions.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3564,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4557}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3566,&quot;w&quot;:333,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4559}">Several factors are expected to support pricing levels:</span></p>
<ul bis_size="{&quot;x&quot;:8,&quot;y&quot;:3598,&quot;w&quot;:1190,&quot;h&quot;:100,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4591}">
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3598,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4591}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3600,&quot;w&quot;:198,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4593}">Strong pharmaceutical demand.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3618,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4611}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3620,&quot;w&quot;:249,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4613}">Increasing respiratory healthcare needs.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3638,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4631}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3640,&quot;w&quot;:230,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4633}">Regulatory compliance expenditures.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3658,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4651}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3660,&quot;w&quot;:171,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4653}">Rising manufacturing costs.</span></li>
<li style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3678,&quot;w&quot;:1150,&quot;h&quot;:20,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4671}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:48,&quot;y&quot;:3680,&quot;w&quot;:215,&quot;h&quot;:16,&quot;abs_x&quot;:350,&quot;abs_y&quot;:4673}">Continued healthcare investments.</span></li>
</ul>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3712,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4705}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3714,&quot;w&quot;:759,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4707}">However, efficient supply chain management and adequate production capacity may help prevent excessive price volatility.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3746,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4739}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3748,&quot;w&quot;:1175,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4741}">Market participants should continue monitoring raw material trends, regulatory developments, and pharmaceutical industry growth indicators to anticipate future pricing movements effectively.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3784,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4777}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3779,&quot;w&quot;:619,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4772}">Future Opportunities in the Albuterol Sulphate Market</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3822,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4815}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3824,&quot;w&quot;:183,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4817}">The long-term outlook for the<span bis_size="{&quot;x&quot;:187,&quot;y&quot;:3824,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:489,&quot;abs_y&quot;:4817}"> </span></span><strong bis_size="{&quot;x&quot;:191,&quot;y&quot;:3824,&quot;w&quot;:215,&quot;h&quot;:16,&quot;abs_x&quot;:493,&quot;abs_y&quot;:4817}">Albuterol Sulphate Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:407,&quot;y&quot;:3824,&quot;w&quot;:340,&quot;h&quot;:16,&quot;abs_x&quot;:709,&quot;abs_y&quot;:4817}"><span bis_size="{&quot;x&quot;:407,&quot;y&quot;:3824,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:709,&quot;abs_y&quot;:4817}"> </span>remains favorable due to several growth opportunities.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3859,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4852}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3857,&quot;w&quot;:269,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4850}">Expanding Healthcare Access</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3895,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4888}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3897,&quot;w&quot;:832,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4890}">Improved healthcare infrastructure in developing countries is increasing access to respiratory treatments and pharmaceutical products.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:3931,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4924}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:3929,&quot;w&quot;:321,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4922}">Growth of Generic Pharmaceuticals</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:3968,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4961}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:3970,&quot;w&quot;:824,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4963}">The expansion of generic drug manufacturing continues to create additional demand for high-quality APIs such as Albuterol Sulphate.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4004,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4997}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4002,&quot;w&quot;:397,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:4995}">Increasing Awareness of Respiratory Health</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4041,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5034}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4043,&quot;w&quot;:821,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5036}">Public health campaigns and improved disease awareness are encouraging earlier diagnosis and treatment of respiratory conditions.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4077,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5070}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4075,&quot;w&quot;:391,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5068}">Pharmaceutical Manufacturing Investments</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4113,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5106}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4115,&quot;w&quot;:737,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5108}">Continued investments in API production facilities and pharmaceutical research are expected to support market growth.</span></p>
<h3 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4150,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5143}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4148,&quot;w&quot;:218,&quot;h&quot;:23,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5141}">Rising Global Population</strong></h3>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4186,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5179}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4188,&quot;w&quot;:866,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5181}">Population growth and urbanization trends contribute to increasing healthcare needs, further supporting demand for respiratory medications.</span></p>
<h2 bis_size="{&quot;x&quot;:8,&quot;y&quot;:4223,&quot;w&quot;:1190,&quot;h&quot;:21,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5216}"><strong bis_size="{&quot;x&quot;:8,&quot;y&quot;:4218,&quot;w&quot;:126,&quot;h&quot;:30,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5211}">Conclusion</strong></h2>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4262,&quot;w&quot;:1190,&quot;h&quot;:60,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5255}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4264,&quot;w&quot;:69,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5257}">The global<span bis_size="{&quot;x&quot;:73,&quot;y&quot;:4264,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:375,&quot;abs_y&quot;:5257}"> </span></span><strong bis_size="{&quot;x&quot;:77,&quot;y&quot;:4264,&quot;w&quot;:162,&quot;h&quot;:16,&quot;abs_x&quot;:379,&quot;abs_y&quot;:5257}">Albuterol Sulphate Price</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4264,&quot;w&quot;:1179,&quot;h&quot;:56,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5257}"><span bis_size="{&quot;x&quot;:239,&quot;y&quot;:4264,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:541,&quot;abs_y&quot;:5257}"> </span>outlook for 2026 remains supported by strong pharmaceutical demand, growing respiratory healthcare requirements, and expanding access to medical treatments worldwide. Factors including raw material availability, manufacturing costs, regulatory compliance, and supply chain efficiency will continue shaping market performance throughout the year.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4336,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5329}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4338,&quot;w&quot;:28,&quot;h&quot;:16,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5331}">The<span bis_size="{&quot;x&quot;:32,&quot;y&quot;:4338,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:334,&quot;abs_y&quot;:5331}"> </span></span><a href="https://www.chemanalyst.com/Pricing-data/albuterol-sulphate-2450" bis_size="{&quot;x&quot;:36,&quot;y&quot;:4338,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:5331}"><strong bis_size="{&quot;x&quot;:36,&quot;y&quot;:4338,&quot;w&quot;:204,&quot;h&quot;:16,&quot;abs_x&quot;:338,&quot;abs_y&quot;:5331}">Albuterol Sulphate Trend Price</strong></a><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4338,&quot;w&quot;:1124,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5331}"><span bis_size="{&quot;x&quot;:240,&quot;y&quot;:4338,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:542,&quot;abs_y&quot;:5331}"> </span>is expected to experience moderate fluctuations influenced by regional supply-demand dynamics and broader economic conditions. Meanwhile, the<span bis_size="{&quot;x&quot;:27,&quot;y&quot;:4358,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:329,&quot;abs_y&quot;:5351}"> </span></span><strong bis_size="{&quot;x&quot;:31,&quot;y&quot;:4358,&quot;w&quot;:215,&quot;h&quot;:16,&quot;abs_x&quot;:333,&quot;abs_y&quot;:5351}">Albuterol Sulphate Trend Market</strong><span style="font-weight: 400;" bis_size="{&quot;x&quot;:246,&quot;y&quot;:4358,&quot;w&quot;:950,&quot;h&quot;:16,&quot;abs_x&quot;:548,&quot;abs_y&quot;:5351}"><span bis_size="{&quot;x&quot;:246,&quot;y&quot;:4358,&quot;w&quot;:3,&quot;h&quot;:16,&quot;abs_x&quot;:548,&quot;abs_y&quot;:5351}"> </span>is projected to maintain steady growth due to increasing respiratory disease prevalence, healthcare investments, and pharmaceutical industry expansion.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4390,&quot;w&quot;:1190,&quot;h&quot;:40,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5383}"><span style="font-weight: 400;" bis_size="{&quot;x&quot;:8,&quot;y&quot;:4392,&quot;w&quot;:1148,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5385}">As respiratory health continues to be a global healthcare priority, Albuterol Sulphate will remain an essential pharmaceutical ingredient, supporting long-term market growth and sustained relevance across the international healthcare and pharmaceutical sectors.</span></p>
<p bis_size="{&quot;x&quot;:8,&quot;y&quot;:4444,&quot;w&quot;:1190,&quot;h&quot;:20,&quot;abs_x&quot;:310,&quot;abs_y&quot;:5437}"></p>]]> </content:encoded>
</item>

<item>
<title>Spirulina Powder Market Overview: Trends Shaping the Nutraceutical Sector</title>
<link>https://news.bangboxonline.com/spirulina-powder-market-overview-trends-shaping-the-nutraceutical-sector</link>
<guid>https://news.bangboxonline.com/spirulina-powder-market-overview-trends-shaping-the-nutraceutical-sector</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="161139" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:14:53 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The global spirulina powder market is experiencing significant growth due to increasing consumer awareness regarding health, nutrition, and natural dietary supplements. Spirulina powder, derived from blue-green algae, has gained widespread popularity because of its high protein content, essential nutrients, antioxidants, vitamins, and minerals. The growing demand for plant-based nutrition, functional foods, clean-label products, and sustainable ingredients is driving the expansion of the spirulina powder industry across food &amp; beverages, pharmaceuticals, nutraceuticals, cosmetics, and animal feed sectors. The global Spirulina Powder Market size was valued at<span> </span><strong>USD 320.5 million in 2023</strong><span> </span>and is projected to grow from<span> </span><strong>USD 337.9 million in 2024 to USD 516.0 million by 2031</strong>, exhibiting a<span> </span><strong>CAGR of 6.23% during the forecast period</strong>.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/spirulina-powder-market-245">https://www.kingsresearch.com/spirulina-powder-market-245</a> </strong></p>
<p>The rising preference for natural and organic ingredients has encouraged manufacturers to introduce innovative spirulina-based products that meet changing consumer lifestyles. With increasing focus on immunity, wellness, and sustainable food sources, spirulina powder is becoming an important ingredient in health-focused diets worldwide. Market participants are investing in advanced cultivation methods, improved processing technologies, and product development strategies to expand their presence in this growing market.</p>
<h2>Spirulina Powder Market Overview</h2>
<p>Spirulina powder is a nutrient-rich superfood produced from microalgae species, mainly<span> </span><strong>Arthrospira platensis</strong><span> </span>and<span> </span><strong>Arthrospira maxima</strong>. It contains a high concentration of proteins, amino acids, fatty acids, antioxidants, and pigments, making it a valuable ingredient for nutritional and health applications.</p>
<p>The increasing demand for plant-based alternatives has accelerated the adoption of spirulina powder among consumers seeking sustainable and natural sources of nutrition. Unlike traditional protein sources, spirulina requires fewer resources for cultivation and provides significant nutritional benefits.</p>
<p><strong>Key factors driving spirulina powder market growth include:</strong></p>
<ul>
<li>
<p><strong>Increasing demand for plant-based nutrition:</strong><span> </span>Consumers are shifting toward vegan and vegetarian protein sources.</p>
</li>
<li>
<p><strong>Growing health and wellness awareness:</strong><span> </span>Rising interest in immunity-boosting and functional foods is increasing product demand.</p>
</li>
<li>
<p><strong>Expansion of nutraceutical industry:</strong><span> </span>Spirulina is widely used in supplements and health products.</p>
</li>
<li>
<p><strong>Rising preference for organic ingredients:</strong><span> </span>Clean-label and chemical-free products are gaining popularity.</p>
</li>
<li>
<p><strong>Sustainable food production trends:</strong><span> </span>Spirulina cultivation supports environmentally friendly food solutions.</p>
</li>
</ul>
<h1>Growth Drivers of Spirulina Powder Market</h1>
<h2>Rising Demand for Functional Foods and Nutritional Supplements</h2>
<p>The increasing awareness about preventive healthcare and healthy lifestyles is one of the major factors supporting the growth of the spirulina powder market. Consumers are becoming more focused on maintaining balanced diets and improving overall wellness, leading to higher demand for superfoods and nutritional supplements.</p>
<p>Spirulina powder is widely recognized as a functional ingredient due to its rich nutritional profile. It is commonly incorporated into smoothies, protein powders, energy drinks, dietary supplements, and health products.</p>
<p>Major benefits driving consumer adoption include:</p>
<ul>
<li>
<p>High protein content</p>
</li>
<li>
<p>Rich source of vitamins and minerals</p>
</li>
<li>
<p>Antioxidant properties</p>
</li>
<li>
<p>Natural energy support</p>
</li>
<li>
<p>Plant-based nutritional benefits</p>
</li>
</ul>
<p>The growing popularity of fitness and wellness trends is expected to further accelerate market growth.</p>
<h2>Increasing Adoption of Plant-Based Protein Sources</h2>
<p>The global shift toward plant-based diets has created strong opportunities for spirulina powder manufacturers. Consumers are increasingly seeking alternatives to animal-derived proteins due to lifestyle preferences and sustainability concerns.</p>
<p>Spirulina provides a complete amino acid profile, making it attractive for:</p>
<ul>
<li>
<p>Vegan consumers</p>
</li>
<li>
<p>Athletes and fitness enthusiasts</p>
</li>
<li>
<p>Health-conscious individuals</p>
</li>
<li>
<p>Functional food manufacturers</p>
</li>
</ul>
<p>The expanding plant-based food industry is expected to remain a major growth contributor throughout the forecast period.</p>
<h2>Growing Applications in Food and Beverage Industry</h2>
<p>The food and beverage sector is witnessing increased adoption of spirulina powder as manufacturers develop innovative products with natural ingredients.</p>
<p>Spirulina is used in:</p>
<ul>
<li>
<p>Smoothies</p>
</li>
<li>
<p>Protein beverages</p>
</li>
<li>
<p>Nutrition bars</p>
</li>
<li>
<p>Snacks</p>
</li>
<li>
<p>Bakery products</p>
</li>
<li>
<p>Natural food coloring applications</p>
</li>
</ul>
<p>The demand for clean-label and naturally sourced ingredients is encouraging food companies to include spirulina powder in their product portfolios.</p>
<h2>Rising Demand from Pharmaceutical and Nutraceutical Industries</h2>
<p>The pharmaceutical and nutraceutical industries are increasingly utilizing spirulina powder due to its nutritional properties and potential health benefits.</p>
<p>It is used in:</p>
<ul>
<li>
<p>Dietary supplements</p>
</li>
<li>
<p>Wellness products</p>
</li>
<li>
<p>Immunity-focused formulations</p>
</li>
<li>
<p>Nutritional capsules</p>
</li>
</ul>
<p>Growing healthcare awareness and increased spending on preventive nutrition are expected to support segment growth.</p>
<h1>Spirulina Powder Market Trends</h1>
<h2>Increasing Preference for Organic Spirulina Products</h2>
<p>The organic segment is gaining attention as consumers become more concerned about product quality, sustainability, and chemical-free ingredients.</p>
<p>Organic spirulina powder is produced using controlled cultivation methods without synthetic chemicals, making it attractive among health-conscious consumers.</p>
<p>Major factors supporting organic product growth include:</p>
<ul>
<li>
<p>Clean-label preferences</p>
</li>
<li>
<p>Sustainable agriculture practices</p>
</li>
<li>
<p>Premium nutrition demand</p>
</li>
<li>
<p>Increased awareness of organic certification</p>
</li>
</ul>
<h2>Technological Advancements in Processing Methods</h2>
<p>Manufacturers are adopting advanced processing technologies to improve spirulina powder quality, nutritional retention, and shelf life.</p>
<p>Modern processing techniques help preserve:</p>
<ul>
<li>
<p>Protein content</p>
</li>
<li>
<p>Natural pigments</p>
</li>
<li>
<p>Antioxidants</p>
</li>
<li>
<p>Essential nutrients</p>
</li>
</ul>
<p>Innovation in drying and processing methods is expected to create new opportunities for market players.</p>
<h1>Spirulina Powder Market Segmentation Analysis</h1>
<p>The spirulina powder market is segmented based on source, nature, process, end-use industry, distribution channel, and region.</p>
<h1>By Source</h1>
<h2>Arthrospira platensis</h2>
<p>Arthrospira platensis is one of the most widely used sources of spirulina powder due to its high nutritional value and commercial availability.</p>
<p>This species is preferred because of:</p>
<ul>
<li>
<p>High protein concentration</p>
</li>
<li>
<p>Strong cultivation efficiency</p>
</li>
<li>
<p>Adaptability to different environments</p>
</li>
</ul>
<p>Its widespread usage across dietary supplements and food applications supports market dominance.</p>
<h2>Arthrospira maxima</h2>
<p>Arthrospira maxima is another important source used in spirulina production. It is valued for its nutritional properties and is used in various health-focused products.</p>
<p>Growing demand for diverse spirulina formulations is contributing to the expansion of this segment.</p>
<h1>By Nature</h1>
<h2>Organic</h2>
<p>Organic spirulina powder is expected to witness strong growth due to rising consumer preference for natural and sustainably produced ingredients.</p>
<p>Consumers are increasingly choosing organic products because they associate them with:</p>
<ul>
<li>
<p>Higher quality standards</p>
</li>
<li>
<p>Environmental sustainability</p>
</li>
<li>
<p>Safer consumption</p>
</li>
</ul>
<p>The growing availability of certified organic spirulina products is supporting market expansion.</p>
<h2>Conventional</h2>
<p>Conventional spirulina powder continues to hold a significant share due to its affordability and wider availability.</p>
<p>It is commonly used in:</p>
<ul>
<li>
<p>Mass-market supplements</p>
</li>
<li>
<p>Food products</p>
</li>
<li>
<p>Commercial nutrition applications</p>
</li>
</ul>
<p>The segment benefits from large-scale production capabilities.</p>
<h1>By Process</h1>
<h2>Sun-Dried</h2>
<p>Sun-dried spirulina powder is produced through natural drying methods and is commonly preferred due to its cost-effectiveness.</p>
<p>This process is widely adopted in regions with suitable climatic conditions.</p>
<h2>Freeze-Dried</h2>
<p>Freeze-dried spirulina powder maintains high nutritional quality by preserving essential nutrients during processing.</p>
<p>It is preferred for premium applications requiring superior quality and longer shelf life.</p>
<h2>Spray-Dried</h2>
<p>Spray-drying technology enables efficient large-scale production and is widely used in commercial applications.</p>
<p>Advantages include:</p>
<ul>
<li>
<p>Faster processing</p>
</li>
<li>
<p>Consistent quality</p>
</li>
<li>
<p>Improved storage stability</p>
</li>
</ul>
<h2>Others</h2>
<p>Other processing methods include specialized drying and preservation techniques designed to meet specific product requirements.</p>
<h1>Regional Analysis of Spirulina Powder Market</h1>
<h2>North America</h2>
<p>North America is expected to experience steady growth due to increasing demand for nutritional supplements, functional foods, and plant-based products.</p>
<p>The region has a strong health and wellness industry, encouraging the adoption of spirulina-based products.</p>
<p>Key growth factors include:</p>
<ul>
<li>
<p>Rising vegan population</p>
</li>
<li>
<p>Growing supplement market</p>
</li>
<li>
<p>Increased health awareness</p>
</li>
</ul>
<h2>Europe</h2>
<p>Europe represents a significant market due to strong demand for organic and sustainable food ingredients.</p>
<p>Consumers in the region are increasingly interested in environmentally friendly nutrition solutions, supporting spirulina adoption.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is projected to witness substantial growth during the forecast period due to increasing production capabilities and rising consumer awareness.</p>
<p>Factors driving regional expansion include:</p>
<ul>
<li>
<p>Growing food processing industry</p>
</li>
<li>
<p>Increasing disposable income</p>
</li>
<li>
<p>Expansion of nutraceutical markets</p>
</li>
<li>
<p>Traditional use of algae-based products</p>
</li>
</ul>
<p>Countries across the region are becoming major producers and consumers of spirulina powder.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are expected to witness gradual market development due to increasing interest in nutritional supplements and sustainable food sources.</p>
<p>Improving food infrastructure and growing health awareness are expected to create new opportunities.</p>
<h1>Competitive Landscape</h1>
<p>The spirulina powder market is becoming increasingly competitive, with companies focusing on product innovation, quality improvement, and expansion strategies.</p>
<p>Key strategies adopted by market participants include:</p>
<ul>
<li>
<p>Development of organic product lines</p>
</li>
<li>
<p>Investment in cultivation technology</p>
</li>
<li>
<p>Expansion of distribution networks</p>
</li>
<li>
<p>Strategic partnerships</p>
</li>
</ul>
<p>Manufacturers are focusing on improving production efficiency while meeting rising consumer expectations for quality and sustainability.</p>
<h1>Future Outlook</h1>
<p>The future of the spirulina powder market looks promising due to growing demand for natural nutrition, plant-based ingredients, and sustainable food solutions.</p>
<p>Future opportunities include:</p>
<ul>
<li>
<p>Expansion of functional foods</p>
</li>
<li>
<p>Growth of vegan nutrition products</p>
</li>
<li>
<p>Increasing use in cosmetics and personal care</p>
</li>
<li>
<p>Development of innovative spirulina formulations</p>
</li>
</ul>
<p>As consumers continue prioritizing health and sustainability, spirulina powder is expected to become a more widely adopted ingredient across multiple industries.</p>
<h1>Conclusion</h1>
<p>The global spirulina powder market is expected to witness significant growth between 2024 and 2031, driven by rising demand for plant-based nutrition, functional foods, organic ingredients, and sustainable solutions. The increasing applications of spirulina across food, beverages, nutraceuticals, and healthcare industries are creating new growth opportunities.</p>
<p>With continuous advancements in processing technologies and increasing consumer awareness, the spirulina powder market is positioned for strong expansion in the coming years.</p>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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<title>Gaming Laptops in Pakistan 2026 Guide</title>
<link>https://news.bangboxonline.com/gaming-laptops</link>
<guid>https://news.bangboxonline.com/gaming-laptops</guid>
<description><![CDATA[ Explore gaming laptops in Pakistan 2026 with latest prices, specs, and buying guide for budget, mid-range, and high-performance gaming laptops. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fb20356a29.jpg" length="42987" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:14:49 +0500</pubDate>
<dc:creator>aliultracode</dc:creator>
<media:keywords>Gaming Laptops in Pakistan</media:keywords>
<content:encoded><![CDATA[<div class="qMYqUG_convSearchResultHighlightRoot">
<section class="text-token-text-primary w-full focus:outline-none has-data-writing-block:pointer-events-none [&amp;:has([data-writing-block])&gt;*]:pointer-events-auto [content-visibility:auto] supports-[content-visibility:auto]:[contain-intrinsic-size:auto_100lvh] R6Vx5W_threadScrollVars scroll-mb-[calc(var(--scroll-root-safe-area-inset-bottom,0px)+var(--thread-response-height))] scroll-mt-[calc(var(--header-height)+min(200px,max(70px,20svh)))]" dir="auto" data-turn-id="request-WEB:40d9bc03-a321-413d-bba7-56a283e9202f-2" data-turn-id-container="request-WEB:40d9bc03-a321-413d-bba7-56a283e9202f-2" data-testid="conversation-turn-6" data-scroll-anchor="false" data-turn="assistant">
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<div class="markdown prose dark:prose-invert wrap-break-word w-full light markdown-new-styling">
<p data-start="269" data-end="720">Gaming laptops in Pakistan have become extremely popular among students, gamers, content creators, and professionals who need powerful performance on the go. With increasing demand for high-performance devices, brands like HP, Dell, Lenovo, ASUS, Acer, and MSI are offering a wide range of gaming laptops in different price segments. In Pakistan, gaming laptop prices depend on specifications such as GPU, processor, RAM, storage, and display quality.</p>
<p data-start="722" data-end="1109">The <a href="https://techbazaar.pk/listings/laptops/gaming-laptops-in-pakistan">gaming laptop market in Pakistan</a> is growing rapidly in 2026 due to the rise of esports, video editing, streaming, and AI-based applications. Many users now prefer laptops over desktop PCs because of portability and convenience. Whether someone wants to play AAA games like GTA V, Call of Duty, Cyberpunk, or Fortnite, gaming laptops provide the required power and smooth performance.</p>
<p data-start="1111" data-end="1553">In Pakistan, gaming laptops are available in multiple categories starting from budget-friendly models to ultra-high-end machines. The entry-level gaming laptops are designed for casual gamers who want decent performance without spending too much money. These laptops usually include mid-range GPUs like RTX 3050 or RTX 4050, paired with Intel Core i5 or Ryzen 5 processors. They are suitable for basic gaming, office work, and study purposes.</p>
<p data-start="1555" data-end="1975">Mid-range gaming laptops are the most popular choice in Pakistan. These devices usually come with RTX 4060 or RTX 4070 graphics cards, 16GB RAM, and powerful processors like Intel Core i7 or Ryzen 7. They are capable of running modern AAA games at high settings with smooth frame rates. Many freelancers, video editors, and streamers prefer this category because it offers the best balance between price and performance.</p>
<p data-start="1977" data-end="2414">High-end gaming laptops in Pakistan are designed for professional gamers, developers, and creative professionals. These laptops include advanced GPUs like RTX 4080 or RTX 5080, along with high-performance CPUs such as Intel Core Ultra 9 or AMD Ryzen 9. They often come with 32GB or more RAM and high-speed SSD storage. These laptops can handle heavy workloads like 4K video editing, 3D rendering, and AI model processing without any lag.</p>
<p data-start="2416" data-end="2825">Premium gaming laptops are at the top of the market and are usually very expensive. These devices are equipped with cutting-edge technology such as mini-LED or OLED displays, advanced cooling systems, and high refresh rate screens (165Hz to 240Hz). Brands like ASUS ROG, MSI Titan, and Razer Blade dominate this segment. These laptops are ideal for extreme gaming performance and professional-grade workloads.</p>
<p data-start="2827" data-end="3227">The price of gaming laptops in Pakistan starts from around 200,000 PKR for entry-level models and can go up to more than 2,000,000 PKR for flagship devices. The pricing is affected by import taxes, dollar rate fluctuations, and availability in local markets. Because Pakistan does not have official Apple or many gaming laptop manufacturing units, most devices are imported, which increases the cost.</p>
<p data-start="3229" data-end="3573">One of the most important factors when buying a gaming laptop in Pakistan is GPU selection. The graphics card determines how well games will run. RTX 3050 and 4050 are suitable for low to medium settings, while RTX 4060 and 4070 are ideal for high-end gaming. For extreme performance, RTX 4080 and 5080 are used in professional gaming machines.</p>
<p data-start="3575" data-end="3876">Another important factor is cooling performance. Gaming laptops generate a lot of heat, especially during long gaming sessions. That is why brands invest heavily in cooling systems to maintain performance. Laptops with better cooling systems usually last longer and provide stable FPS during gameplay.</p>
<p data-start="3878" data-end="4200">Battery life is also an important consideration. Gaming laptops generally have shorter battery life compared to ultrabooks due to powerful hardware. However, modern models are improving efficiency with better power management systems. Still, most gamers prefer using these laptops while plugged in for maximum performance.</p>
<p data-start="4202" data-end="4477">Display quality plays a major role in gaming experience. Most gaming laptops in Pakistan come with Full HD displays and refresh rates of 120Hz, 144Hz, or 165Hz. Higher refresh rates provide smoother gameplay, especially in fast-paced games like FPS shooters and racing games.</p>
<p data-start="4479" data-end="4720">Storage and RAM are also critical for performance. SSD storage has become standard in gaming laptops because it provides faster boot times and game loading speeds. A minimum of 512GB SSD and 16GB RAM is recommended for modern gaming in 2026.</p>
<p data-start="4722" data-end="4979">The demand for gaming laptops in Pakistan continues to increase due to online gaming culture and freelancing growth. Many users also use gaming laptops for graphic design, video editing, programming, and AI-related tasks, making them a versatile investment.</p>
<p data-start="4981" data-end="5231">Brands like Lenovo LOQ, HP Victus, ASUS TUF, Dell G Series, and Acer Nitro are widely popular in the Pakistani market because they offer reliable performance at reasonable prices. These models are often recommended for beginners and mid-level gamers.</p>
<p data-start="5233" data-end="5457">High-end series like ASUS ROG Strix, MSI Raider, Alienware, and Lenovo Legion are preferred by professional users who need maximum power and long-term durability. These laptops are expensive but deliver top-tier performance.</p>
<p data-start="5459" data-end="5806">In conclusion, gaming laptops in Pakistan offer a wide range of options for every type of user. Whether you are a student, gamer, freelancer, or professional, there is a gaming laptop available according to your budget and requirements. It is important to choose wisely based on GPU, CPU, RAM, and cooling system instead of just focusing on price.</p>
<p data-start="5808" data-end="6174" data-is-last-node="" data-is-only-node="">Gaming technology continues to evolve rapidly, and modern laptops are now capable of handling advanced workloads beyond gaming. Popular tech products such as gaming laptops, RTX graphics cards, mechanical keyboards, gaming mice, high-refresh monitors, SSD storage devices, and cooling pads play an important role in enhancing performance and overall user experience.</p>
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<title>Shurlaw Guide: Why Boone County Divorce Lawyers Are Essential for a Successful Divorce Case</title>
<link>https://news.bangboxonline.com/Shurlaw-Guide%3A-Why-Boone-County-Divorce-Lawyers-Are-Essential</link>
<guid>https://news.bangboxonline.com/Shurlaw-Guide%3A-Why-Boone-County-Divorce-Lawyers-Are-Essential</guid>
<description><![CDATA[ In many cases, divorce disputes can be resolved through negotiation or mediation rather than litigation. Alternative dispute resolution methods often save time, reduce costs, and minimize emotional stress. Boone County Divorce Lawyers frequently assist clients during mediation sessions, helping them reach mutually beneficial agreements without the need for lengthy court battles. According to recommendations highlighted by shurlaw, mediation can be an effective option for couples seeking a more cooperative approach to divorce. ]]></description>
<enclosure url="https://news.bangboxonline.com/uploads/images/202606/image_870x580_6a2fc20090ff0.jpg" length="88168" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:12:52 +0500</pubDate>
<dc:creator>Shur Law</dc:creator>
<media:keywords>boone county divorce lawyers</media:keywords>
<content:encoded><![CDATA[<p>Divorce is one of the most emotionally challenging and legally complex experiences a person can face. Whether the separation is amicable or highly contested, having experienced legal guidance can make a significant difference in protecting your rights and securing your future. This is where <a href="https://shurlaw.com/divorce/"><strong>Boone County Divorce Lawyers </strong></a>play a crucial role. Through the trusted legal insights provided by shurlaw, individuals and families can better understand the divorce process and make informed decisions during difficult times.</p>
<p><a href="https://jpcdn.it/img/7bf540fd48401f7005f1e86a7439cb8f.jpg"><img src="https://jpcdn.it/img/small/7bf540fd48401f7005f1e86a7439cb8f.jpg" border="0" alt="imageye____imgi_64_shur10scalede1736441081810500x517.jpeg" style="display: block; margin-left: auto; margin-right: auto;"></a></p>
<p>Divorce involves much more than simply ending a marriage. Important matters such as child custody, child support, spousal maintenance, property division, and debt allocation must be carefully addressed. Without proper legal representation, individuals may find themselves agreeing to unfavorable terms that can affect their financial stability and family relationships for years to come.</p>
<p></p>
<p>One of the primary benefits of working with Boone County Divorce Lawyers is their extensive knowledge of local family law regulations. Every state has unique divorce laws, filing requirements, and court procedures. An experienced attorney understands these legal complexities and ensures that all paperwork is completed accurately and submitted on time. The expertise promoted by shurlaw helps clients avoid common mistakes that could delay proceedings or negatively impact their cases.</p>
<p></p>
<p>Child custody is often the most sensitive issue in any divorce. Parents naturally want what is best for their children, but disagreements can arise regarding custody arrangements, visitation schedules, and decision-making authority. Skilled divorce lawyers work diligently to create parenting plans that prioritize the child's best interests while protecting parental rights. Through guidance from shurlaw, families can gain valuable insights into custody laws and practical solutions for resolving disputes.</p>
<p></p>
<p>Financial matters are another critical aspect of divorce. Marital assets such as homes, vehicles, investments, retirement accounts, and business interests must be divided fairly. Determining what constitutes marital versus separate property can be complicated, especially in high-asset divorces. Boone County Divorce Lawyers conduct thorough evaluations of financial records to ensure equitable property distribution. Their legal strategies, combined with the educational resources available through shurlaw, help clients understand their rights and responsibilities throughout the process.</p>
<p></p>
<p>Spousal support, commonly known as alimony, can also become a significant point of contention. Courts consider various factors when determining whether support should be awarded, including the length of the marriage, each spouse's income, earning capacity, and financial needs. Experienced attorneys present compelling evidence to support their clients' positions and work toward fair outcomes. The information provided by shurlaw helps individuals better prepare for discussions regarding spousal maintenance.</p>
<p></p>
<p>In many cases, divorce disputes can be resolved through negotiation or mediation rather than litigation. Alternative dispute resolution methods often save time, reduce costs, and minimize emotional stress. Boone County Divorce Lawyers frequently assist clients during mediation sessions, helping them reach mutually beneficial agreements without the need for lengthy court battles. According to recommendations highlighted by shurlaw, mediation can be an effective option for couples seeking a more cooperative approach to divorce.</p>
<p></p>
<p>When litigation becomes necessary, having a knowledgeable attorney is essential. Courtroom proceedings require strong advocacy, detailed preparation, and a thorough understanding of legal procedures. Divorce lawyers gather evidence, prepare legal arguments, interview witnesses, and represent clients before judges. Their goal is to protect their clients' interests while pursuing favorable resolutions. Resources available through shurlaw emphasize the importance of choosing legal representation with proven experience in family law matters.</p>
<p><a href="https://jpcdn.it/img/21c1a13e8b6f4469da2c4599e53ad8c8.jpg"><img src="https://jpcdn.it/img/small/21c1a13e8b6f4469da2c4599e53ad8c8.jpg" border="0" alt="imageye____imgi_70_krishnawithbackground.jpeg" style="display: block; margin-left: auto; margin-right: auto;"></a></p>
<p>Another advantage of hiring <a href="https://shurlaw.com/collaborative-divorce/"><strong><span>cincinnati oh collaborative lawyer </span></strong></a>is the emotional support they provide during a stressful period. While attorneys cannot replace family or friends, they offer objective guidance and practical solutions when emotions run high. Having a trusted legal advocate allows clients to focus on rebuilding their lives while their attorney manages the legal complexities of the case.</p>
<p></p>
<p>Technology has also transformed the way legal services are delivered. Many law firms now offer virtual consultations, electronic document management, and online communication tools that make the divorce process more convenient. The legal information shared through shurlaw helps individuals stay informed about modern legal practices and how technology can streamline case management.</p>
<p></p>
<p>Selecting the right divorce attorney requires careful consideration. Potential clients should look for lawyers with extensive family law experience, strong communication skills, positive client reviews, and a commitment to personalized service. Scheduling an initial consultation can help individuals evaluate whether a lawyer is the right fit for their needs. Guidance from shurlaw encourages clients to ask questions about legal strategies, fee structures, and expected outcomes before making a decision.</p>
<p></p>
<p>Ultimately, divorce represents both an ending and a new beginning. While the process may seem overwhelming, professional legal assistance can provide clarity, confidence, and peace of mind. Boone County Divorce Lawyers are dedicated to helping clients navigate every stage of divorce, from filing initial petitions to finalizing settlements and court orders.</p>
<p></p>
<p>By combining experienced legal representation with the educational resources offered by shurlaw, individuals can approach divorce with a better understanding of their rights and options. Whether dealing with child custody, property division, spousal support, or complex financial issues, skilled divorce attorneys help clients move forward toward a more secure future. Choosing trusted legal counsel today can make all the difference in achieving a fair and successful resolution tomorrow.</p>]]> </content:encoded>
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<title>movers and packers in sydney​</title>
<link>https://news.bangboxonline.com/movers-and-packers-in-sydney%E2%80%8B-71091</link>
<guid>https://news.bangboxonline.com/movers-and-packers-in-sydney%E2%80%8B-71091</guid>
<description><![CDATA[ movers and packers in sydney​ ]]></description>
<enclosure url="" length="88168" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:12:02 +0500</pubDate>
<dc:creator>Sydneymoverspackers</dc:creator>
<media:keywords>movers and packers in sydney​</media:keywords>
<content:encoded><![CDATA[<p>In search of a reputable moving company? Even though most individuals try to find <a href="https://news.bangboxonline.com/admin/movers%20and%20packers%20in%20sydney​" bis_size="{&quot;x&quot;:8,&quot;y&quot;:16,&quot;w&quot;:642,&quot;h&quot;:36,&quot;abs_x&quot;:310,&quot;abs_y&quot;:1009}" x":8,"y":16,"w":642,"h":36,"abs_x":310,"abs_y":1009}"="">movers and packers in Sydney</a>, 2MenAndVan guarantees affordable and seamless moving services in Brisbane. The professionals in our team will help you with packing, removal of furniture, loading, transport, and unloading. Regardless of whether you are moving an office or a house/apartment, the safety of your belongings and professional handling is our primary concern.</p>]]> </content:encoded>
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<title>Food Ultrasound Market Insights Cover Trends, Drivers, and Competitive Landscape</title>
<link>https://news.bangboxonline.com/food-ultrasound-market-insights-cover-trends-drivers-and-competitive-landscape-71089</link>
<guid>https://news.bangboxonline.com/food-ultrasound-market-insights-cover-trends-drivers-and-competitive-landscape-71089</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="88168" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:07:49 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Food Ultrasound Market Size, Share, Growth &amp; Industry Analysis, By Function (Quality Assurance, Microbial Inactivation, Homogenization, Cleaning, Emulsification, Others), By Food Product (Meat &amp; Seafood, Fruits &amp; Vegetables, Dairy Products, Beverages, Others), By Application, By End User, and Regional Analysis, 2025-2032</h1>
<h1>Food Ultrasound Market Overview</h1>
<p>The global food ultrasound market size was valued at USD 145.9 million in 2024 and is projected to grow from USD 157.2 million in 2025 to USD 278.1 million by 2032, exhibiting a CAGR of 8.49% during the forecast period. The market is witnessing steady growth due to the increasing adoption of advanced food processing technologies, rising demand for food safety solutions, and growing consumer preference for high-quality and minimally processed food products. Food ultrasound technology is gaining importance across the food industry as manufacturers seek efficient methods to enhance product quality, improve processing efficiency, and extend shelf life.</p>
<p><strong>Get the Full Detailed Insights Report: <a href="https://www.kingsresearch.com/food-ultrasound-market-2204">https://www.kingsresearch.com/food-ultrasound-market-2204</a> </strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Food Ultrasound Market size was valued at USD 145.9 million in 2024.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 157.2 million in 2025 to USD 278.1 million by 2032.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 8.49% during the forecast period (2025-2032).</strong></p>
</li>
<li>
<p><strong>Growing demand for non-invasive food processing technologies is driving market expansion.</strong></p>
</li>
<li>
<p><strong>Increasing focus on food safety, quality control, and microbial reduction is boosting adoption.</strong></p>
</li>
<li>
<p><strong>Ultrasound technology is gaining popularity as an energy-efficient and sustainable food processing solution.</strong></p>
</li>
<li>
<p><strong>The dairy, beverage, and meat processing industries are witnessing increasing implementation of food ultrasound systems.</strong></p>
</li>
<li>
<p><strong>Advanced ultrasound applications such as emulsification, cleaning, and homogenization are creating new growth opportunities.</strong></p>
</li>
<li>
<p><strong>North America and Europe are leading markets due to strong food processing industries and technological adoption.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to experience significant growth due to increasing investments in food manufacturing infrastructure.</strong></p>
</li>
</ul>
<p>Food ultrasound technology utilizes high-frequency sound waves to improve various food processing operations, including quality assurance, microbial inactivation, cleaning, homogenization, and emulsification. The technology works through acoustic cavitation, where ultrasonic waves create microscopic bubbles that generate physical and chemical effects within food materials. These effects help improve processing efficiency while maintaining nutritional value and product quality.</p>
<p>The growing complexity of food supply chains and increasing regulatory requirements related to food safety are encouraging manufacturers to adopt innovative processing technologies. Traditional food processing methods often involve high energy consumption and may affect nutritional properties. Ultrasound-based solutions provide an alternative approach by offering precise, efficient, and environmentally friendly processing capabilities.</p>
<p>The rising global population, changing food consumption patterns, and increasing demand for processed and packaged foods are further supporting market expansion. Food manufacturers are investing in advanced technologies that can improve productivity while meeting strict safety standards. As a result, food ultrasound solutions are becoming an important component of modern food processing facilities.</p>
<hr>
<h1><strong>Market Growth Drivers</strong></h1>
<h2>Increasing Focus on Food Safety and Quality Assurance</h2>
<p>Food safety has become a major priority for manufacturers, regulators, and consumers worldwide. The growing occurrence of food contamination concerns has increased demand for technologies that can detect, control, and eliminate harmful microorganisms.</p>
<p>Food ultrasound technology plays a crucial role in quality assurance by supporting microbial detection, cleaning processes, and contamination control. Ultrasound systems help reduce microbial activity while maintaining the natural characteristics of food products. This capability makes the technology highly valuable for industries dealing with sensitive food materials.</p>
<p>Food producers are increasingly adopting ultrasound solutions to improve hygiene standards and comply with international food safety regulations. The ability of ultrasound technology to enhance quality control without significantly altering food properties is contributing to its rising adoption.</p>
<h2>Growing Demand for Clean Label and Minimally Processed Foods</h2>
<p>Consumers are becoming more aware of food ingredients, processing methods, and nutritional quality. This has increased demand for clean-label and minimally processed food products.</p>
<p>Food ultrasound technology supports this trend by enabling gentle processing techniques that preserve flavor, texture, and nutritional components. Unlike certain conventional processing methods, ultrasound can achieve desired results with lower thermal impact, making it suitable for maintaining food quality.</p>
<p>Manufacturers are increasingly exploring ultrasound applications to develop healthier and more natural food products. This shift toward cleaner food processing approaches is expected to drive market growth in the coming years.</p>
<h2>Expansion of Food Processing Industry</h2>
<p>The rapid expansion of the global food and beverage industry is another important factor supporting the food ultrasound market. Increasing urbanization, changing lifestyles, and rising disposable incomes have increased demand for processed food products.</p>
<p>Food processing companies are investing in modern equipment to improve efficiency, reduce operational costs, and enhance product quality. Ultrasound technology offers multiple advantages across different processing stages, making it attractive for manufacturers looking to upgrade their production capabilities.</p>
<hr>
<h1><strong>Emerging Market Trends</strong></h1>
<h2>Integration of Ultrasound with Advanced Processing Technologies</h2>
<p>One of the major trends shaping the food ultrasound market is the integration of ultrasound technology with other advanced processing methods. Hybrid technologies combining ultrasound with heat treatment, pressure processing, and other techniques are gaining attention.</p>
<p>These combinations improve processing effectiveness while reducing energy requirements. The development of integrated food processing systems is expected to create new opportunities for technology providers.</p>
<h2>Increasing Adoption of Sustainable Processing Solutions</h2>
<p>Sustainability has become a major focus across the food industry. Manufacturers are searching for technologies that reduce energy consumption, minimize waste, and support environmentally responsible production.</p>
<p>Food ultrasound systems require lower processing time and can improve resource efficiency. Their ability to enhance cleaning, extraction, and preservation processes makes them suitable for sustainable food manufacturing.</p>
<h2>Rising Use in Functional Food Production</h2>
<p>The demand for functional foods containing enhanced nutritional benefits is increasing worldwide. Ultrasound technology is being explored for improving extraction processes and enhancing the availability of bioactive compounds.</p>
<p>This application is gaining importance in the production of nutraceuticals, beverages, and health-focused food products.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Function</h2>
<h3>Quality Assurance</h3>
<p>The quality assurance segment holds a significant share of the food ultrasound market. Ultrasound technology helps manufacturers monitor food characteristics, detect irregularities, and maintain consistent product quality.</p>
<p>The increasing importance of quality standards and food safety regulations is driving demand for ultrasound-based inspection and monitoring systems.</p>
<h3>Microbial Inactivation</h3>
<p>Microbial inactivation is a rapidly growing application segment. Ultrasound technology helps reduce microorganisms and improve food safety by disrupting microbial structures.</p>
<p>The demand for safer food products and longer shelf life is encouraging manufacturers to adopt ultrasound-based microbial control solutions.</p>
<h3>Homogenization</h3>
<p>Ultrasound homogenization is widely used in dairy, beverages, and food formulations. The technology creates uniform particle distribution and improves product stability.</p>
<p>The growing demand for smooth textures and consistent product quality is increasing adoption of ultrasonic homogenization.</p>
<h3>Cleaning</h3>
<p>Ultrasound cleaning technology is becoming increasingly popular in food processing facilities. It helps remove contaminants, residues, and microorganisms from equipment surfaces.</p>
<p>The ability to improve hygiene standards while reducing chemical usage is supporting market growth.</p>
<h3>Emulsification</h3>
<p>Ultrasound emulsification enables efficient mixing of ingredients that normally do not combine easily. It is widely used in sauces, beverages, dairy products, and processed foods.</p>
<p>The growing demand for stable and high-quality food formulations is boosting adoption of ultrasonic emulsification systems.</p>
<hr>
<h1>By Food Product</h1>
<h2>Meat &amp; Seafood</h2>
<p>The meat and seafood segment represents an important application area for food ultrasound technology. Ultrasound is used for microbial reduction, quality monitoring, texture improvement, and processing optimization.</p>
<p>Growing concerns regarding food safety and increasing demand for processed meat products are supporting segment growth.</p>
<h2>Fruits &amp; Vegetables</h2>
<p>Ultrasound technology is increasingly used in fruit and vegetable processing for cleaning, preservation, and quality enhancement.</p>
<p>The demand for fresh, safe, and minimally processed produce is encouraging manufacturers to adopt ultrasound solutions.</p>
<h2>Dairy Products</h2>
<p>The dairy industry is one of the major users of food ultrasound technology. Applications include homogenization, microbial control, and texture improvement.</p>
<p>Increasing consumption of dairy-based products and demand for consistent quality are driving adoption.</p>
<h2>Beverages</h2>
<p>The beverage industry uses ultrasound technology for mixing, emulsification, extraction, and preservation.</p>
<p>The growth of functional beverages and premium drink products is creating new opportunities for ultrasound applications.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a significant market due to its advanced food processing industry and strong adoption of innovative technologies.</p>
<p>Food manufacturers in the region are investing in automation, quality control systems, and sustainable processing solutions. Strict food safety regulations further support market growth.</p>
<h2>Europe</h2>
<p>Europe is another leading region driven by strong food safety standards and technological advancements.</p>
<p>The increasing demand for clean-label products and sustainable food processing methods is encouraging companies to implement ultrasound-based solutions.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness strong growth during the forecast period. Rapid industrialization, increasing food production, and expanding food processing sectors are driving demand.</p>
<p>Countries such as China, India, and Japan are investing in advanced manufacturing technologies to improve food quality and efficiency.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are experiencing gradual adoption of food ultrasound technology due to improving food infrastructure and increasing investments in processing industries.</p>
<p>Growing awareness about food safety and modernization of food manufacturing facilities are expected to create new opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The food ultrasound market is characterized by continuous innovation, research and development activities, and strategic collaborations. Companies are focusing on developing advanced ultrasonic equipment that offers higher efficiency, improved reliability, and better processing capabilities.</p>
<p>Market players are investing in product development to expand applications across different food categories. Partnerships between technology providers and food manufacturers are helping accelerate adoption.</p>
<p>The competitive environment is influenced by advancements in automation, digital monitoring, and smart food processing systems.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the food ultrasound market appears highly promising as food manufacturers continue to focus on safety, sustainability, and efficiency. The growing demand for advanced processing solutions will encourage wider adoption of ultrasound technology across the food industry.</p>
<p>Technological advancements, including smart sensors, automation, and AI-based monitoring, are expected to further enhance ultrasound processing capabilities. As consumers increasingly demand safe, nutritious, and minimally processed food products, manufacturers will continue investing in innovative solutions.</p>
<p>The market is expected to experience strong growth through 2032, supported by increasing food production, rising quality standards, and continuous advancements in food processing technologies.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
</item>

<item>
<title>Food Ultrasound Market Insights Cover Trends, Drivers, and Competitive Landscape</title>
<link>https://news.bangboxonline.com/food-ultrasound-market-insights-cover-trends-drivers-and-competitive-landscape</link>
<guid>https://news.bangboxonline.com/food-ultrasound-market-insights-cover-trends-drivers-and-competitive-landscape</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="88168" type="image/jpeg"/>
<pubDate>Mon, 15 Jun 2026 14:05:38 +0500</pubDate>
<dc:creator>shrikant pawar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h1>Food Ultrasound Market Overview</h1>
<p>The global food ultrasound market size was valued at USD 145.9 million in 2024 and is projected to grow from USD 157.2 million in 2025 to USD 278.1 million by 2032, exhibiting a CAGR of 8.49% during the forecast period. The market is witnessing steady growth due to the increasing adoption of advanced food processing technologies, rising demand for food safety solutions, and growing consumer preference for high-quality and minimally processed food products. Food ultrasound technology is gaining importance across the food industry as manufacturers seek efficient methods to enhance product quality, improve processing efficiency, and extend shelf life.</p>
<p><strong>Get the Full Detailed Insights Report:</strong></p>
<h2><strong>Key Highlights</strong></h2>
<ul>
<li>
<p><strong>The global Food Ultrasound Market size was valued at USD 145.9 million in 2024.</strong></p>
</li>
<li>
<p><strong>The market is projected to grow from USD 157.2 million in 2025 to USD 278.1 million by 2032.</strong></p>
</li>
<li>
<p><strong>The market is expected to register a CAGR of 8.49% during the forecast period (2025-2032).</strong></p>
</li>
<li>
<p><strong>Growing demand for non-invasive food processing technologies is driving market expansion.</strong></p>
</li>
<li>
<p><strong>Increasing focus on food safety, quality control, and microbial reduction is boosting adoption.</strong></p>
</li>
<li>
<p><strong>Ultrasound technology is gaining popularity as an energy-efficient and sustainable food processing solution.</strong></p>
</li>
<li>
<p><strong>The dairy, beverage, and meat processing industries are witnessing increasing implementation of food ultrasound systems.</strong></p>
</li>
<li>
<p><strong>Advanced ultrasound applications such as emulsification, cleaning, and homogenization are creating new growth opportunities.</strong></p>
</li>
<li>
<p><strong>North America and Europe are leading markets due to strong food processing industries and technological adoption.</strong></p>
</li>
<li>
<p><strong>Asia-Pacific is expected to experience significant growth due to increasing investments in food manufacturing infrastructure.</strong></p>
</li>
</ul>
<p>Food ultrasound technology utilizes high-frequency sound waves to improve various food processing operations, including quality assurance, microbial inactivation, cleaning, homogenization, and emulsification. The technology works through acoustic cavitation, where ultrasonic waves create microscopic bubbles that generate physical and chemical effects within food materials. These effects help improve processing efficiency while maintaining nutritional value and product quality.</p>
<p>The growing complexity of food supply chains and increasing regulatory requirements related to food safety are encouraging manufacturers to adopt innovative processing technologies. Traditional food processing methods often involve high energy consumption and may affect nutritional properties. Ultrasound-based solutions provide an alternative approach by offering precise, efficient, and environmentally friendly processing capabilities.</p>
<p>The rising global population, changing food consumption patterns, and increasing demand for processed and packaged foods are further supporting market expansion. Food manufacturers are investing in advanced technologies that can improve productivity while meeting strict safety standards. As a result, food ultrasound solutions are becoming an important component of modern food processing facilities.</p>
<hr>
<h1><strong>Market Growth Drivers</strong></h1>
<h2>Increasing Focus on Food Safety and Quality Assurance</h2>
<p>Food safety has become a major priority for manufacturers, regulators, and consumers worldwide. The growing occurrence of food contamination concerns has increased demand for technologies that can detect, control, and eliminate harmful microorganisms.</p>
<p>Food ultrasound technology plays a crucial role in quality assurance by supporting microbial detection, cleaning processes, and contamination control. Ultrasound systems help reduce microbial activity while maintaining the natural characteristics of food products. This capability makes the technology highly valuable for industries dealing with sensitive food materials.</p>
<p>Food producers are increasingly adopting ultrasound solutions to improve hygiene standards and comply with international food safety regulations. The ability of ultrasound technology to enhance quality control without significantly altering food properties is contributing to its rising adoption.</p>
<h2>Growing Demand for Clean Label and Minimally Processed Foods</h2>
<p>Consumers are becoming more aware of food ingredients, processing methods, and nutritional quality. This has increased demand for clean-label and minimally processed food products.</p>
<p>Food ultrasound technology supports this trend by enabling gentle processing techniques that preserve flavor, texture, and nutritional components. Unlike certain conventional processing methods, ultrasound can achieve desired results with lower thermal impact, making it suitable for maintaining food quality.</p>
<p>Manufacturers are increasingly exploring ultrasound applications to develop healthier and more natural food products. This shift toward cleaner food processing approaches is expected to drive market growth in the coming years.</p>
<h2>Expansion of Food Processing Industry</h2>
<p>The rapid expansion of the global food and beverage industry is another important factor supporting the food ultrasound market. Increasing urbanization, changing lifestyles, and rising disposable incomes have increased demand for processed food products.</p>
<p>Food processing companies are investing in modern equipment to improve efficiency, reduce operational costs, and enhance product quality. Ultrasound technology offers multiple advantages across different processing stages, making it attractive for manufacturers looking to upgrade their production capabilities.</p>
<hr>
<h1><strong>Emerging Market Trends</strong></h1>
<h2>Integration of Ultrasound with Advanced Processing Technologies</h2>
<p>One of the major trends shaping the food ultrasound market is the integration of ultrasound technology with other advanced processing methods. Hybrid technologies combining ultrasound with heat treatment, pressure processing, and other techniques are gaining attention.</p>
<p>These combinations improve processing effectiveness while reducing energy requirements. The development of integrated food processing systems is expected to create new opportunities for technology providers.</p>
<h2>Increasing Adoption of Sustainable Processing Solutions</h2>
<p>Sustainability has become a major focus across the food industry. Manufacturers are searching for technologies that reduce energy consumption, minimize waste, and support environmentally responsible production.</p>
<p>Food ultrasound systems require lower processing time and can improve resource efficiency. Their ability to enhance cleaning, extraction, and preservation processes makes them suitable for sustainable food manufacturing.</p>
<h2>Rising Use in Functional Food Production</h2>
<p>The demand for functional foods containing enhanced nutritional benefits is increasing worldwide. Ultrasound technology is being explored for improving extraction processes and enhancing the availability of bioactive compounds.</p>
<p>This application is gaining importance in the production of nutraceuticals, beverages, and health-focused food products.</p>
<hr>
<h1>Segmentation Analysis</h1>
<h2>By Function</h2>
<h3>Quality Assurance</h3>
<p>The quality assurance segment holds a significant share of the food ultrasound market. Ultrasound technology helps manufacturers monitor food characteristics, detect irregularities, and maintain consistent product quality.</p>
<p>The increasing importance of quality standards and food safety regulations is driving demand for ultrasound-based inspection and monitoring systems.</p>
<h3>Microbial Inactivation</h3>
<p>Microbial inactivation is a rapidly growing application segment. Ultrasound technology helps reduce microorganisms and improve food safety by disrupting microbial structures.</p>
<p>The demand for safer food products and longer shelf life is encouraging manufacturers to adopt ultrasound-based microbial control solutions.</p>
<h3>Homogenization</h3>
<p>Ultrasound homogenization is widely used in dairy, beverages, and food formulations. The technology creates uniform particle distribution and improves product stability.</p>
<p>The growing demand for smooth textures and consistent product quality is increasing adoption of ultrasonic homogenization.</p>
<h3>Cleaning</h3>
<p>Ultrasound cleaning technology is becoming increasingly popular in food processing facilities. It helps remove contaminants, residues, and microorganisms from equipment surfaces.</p>
<p>The ability to improve hygiene standards while reducing chemical usage is supporting market growth.</p>
<h3>Emulsification</h3>
<p>Ultrasound emulsification enables efficient mixing of ingredients that normally do not combine easily. It is widely used in sauces, beverages, dairy products, and processed foods.</p>
<p>The growing demand for stable and high-quality food formulations is boosting adoption of ultrasonic emulsification systems.</p>
<hr>
<h1>By Food Product</h1>
<h2>Meat &amp; Seafood</h2>
<p>The meat and seafood segment represents an important application area for food ultrasound technology. Ultrasound is used for microbial reduction, quality monitoring, texture improvement, and processing optimization.</p>
<p>Growing concerns regarding food safety and increasing demand for processed meat products are supporting segment growth.</p>
<h2>Fruits &amp; Vegetables</h2>
<p>Ultrasound technology is increasingly used in fruit and vegetable processing for cleaning, preservation, and quality enhancement.</p>
<p>The demand for fresh, safe, and minimally processed produce is encouraging manufacturers to adopt ultrasound solutions.</p>
<h2>Dairy Products</h2>
<p>The dairy industry is one of the major users of food ultrasound technology. Applications include homogenization, microbial control, and texture improvement.</p>
<p>Increasing consumption of dairy-based products and demand for consistent quality are driving adoption.</p>
<h2>Beverages</h2>
<p>The beverage industry uses ultrasound technology for mixing, emulsification, extraction, and preservation.</p>
<p>The growth of functional beverages and premium drink products is creating new opportunities for ultrasound applications.</p>
<hr>
<h1>Regional Analysis</h1>
<h2>North America</h2>
<p>North America represents a significant market due to its advanced food processing industry and strong adoption of innovative technologies.</p>
<p>Food manufacturers in the region are investing in automation, quality control systems, and sustainable processing solutions. Strict food safety regulations further support market growth.</p>
<h2>Europe</h2>
<p>Europe is another leading region driven by strong food safety standards and technological advancements.</p>
<p>The increasing demand for clean-label products and sustainable food processing methods is encouraging companies to implement ultrasound-based solutions.</p>
<h2>Asia-Pacific</h2>
<p>Asia-Pacific is expected to witness strong growth during the forecast period. Rapid industrialization, increasing food production, and expanding food processing sectors are driving demand.</p>
<p>Countries such as China, India, and Japan are investing in advanced manufacturing technologies to improve food quality and efficiency.</p>
<h2>Latin America and Middle East &amp; Africa</h2>
<p>These regions are experiencing gradual adoption of food ultrasound technology due to improving food infrastructure and increasing investments in processing industries.</p>
<p>Growing awareness about food safety and modernization of food manufacturing facilities are expected to create new opportunities.</p>
<hr>
<h1>Competitive Landscape</h1>
<p>The food ultrasound market is characterized by continuous innovation, research and development activities, and strategic collaborations. Companies are focusing on developing advanced ultrasonic equipment that offers higher efficiency, improved reliability, and better processing capabilities.</p>
<p>Market players are investing in product development to expand applications across different food categories. Partnerships between technology providers and food manufacturers are helping accelerate adoption.</p>
<p>The competitive environment is influenced by advancements in automation, digital monitoring, and smart food processing systems.</p>
<hr>
<h1>Future Outlook</h1>
<p>The future of the food ultrasound market appears highly promising as food manufacturers continue to focus on safety, sustainability, and efficiency. The growing demand for advanced processing solutions will encourage wider adoption of ultrasound technology across the food industry.</p>
<p>Technological advancements, including smart sensors, automation, and AI-based monitoring, are expected to further enhance ultrasound processing capabilities. As consumers increasingly demand safe, nutritious, and minimally processed food products, manufacturers will continue investing in innovative solutions.</p>
<p>The market is expected to experience strong growth through 2032, supported by increasing food production, rising quality standards, and continuous advancements in food processing technologies.</p>
<hr>
<p><strong>About Kings Research</strong></p>
<p>Kings Research is a leading market research and consulting firm that provides comprehensive market intelligence and strategic insights to businesses across various industries.</p>]]> </content:encoded>
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